###     C7 : Left Cell Data     ##

cell #0 :
  |C| = 1
  W-rep = phi[[7],[]]
  special rep = phi[[7],[]] , dim = 1
  orbit = [14]
  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| = 13
  W-rep = phi[[6, 1],[]]+phi[[6],[1]]
  special rep = phi[[6],[1]] , dim = 7
  orbit = [12, 2]
  depth of tau_infinity partitioning = 1
  number of tau_infinity subcells = 7
     1 tau_infinity subcells with 1 member(s)
     6 tau_infinity subcells with 2 member(s)
  subcells = [
     [2365],
     [1,24541],[9,16971],[40,11371],[132,7486],[369,5049],[949,3609]
   ]
cell #2 :
  |C| = 13
  W-rep = phi[[6, 1],[]]+phi[[6],[1]]
  special rep = phi[[6],[1]] , dim = 7
  orbit = [12, 2]
  depth of tau_infinity partitioning = 1
  number of tau_infinity subcells = 7
     1 tau_infinity subcells with 1 member(s)
     6 tau_infinity subcells with 2 member(s)
  subcells = [
     [1279],
     [2,11309],[8,16960],[12,7280],[49,4603],[161,2993],[468,2059]
   ]
cell #3 :
  |C| = 13
  W-rep = phi[[6, 1],[]]+phi[[6],[1]]
  special rep = phi[[6],[1]] , dim = 7
  orbit = [12, 2]
  depth of tau_infinity partitioning = 1
  number of tau_infinity subcells = 7
     1 tau_infinity subcells with 1 member(s)
     6 tau_infinity subcells with 2 member(s)
  subcells = [
     [637],
     [3,4443],[10,7226],[16,2683],[35,11298],[63,1673],[210,1097]
   ]
cell #4 :
  |C| = 13
  W-rep = phi[[6, 1],[]]+phi[[6],[1]]
  special rep = phi[[6],[1]] , dim = 7
  orbit = [12, 2]
  depth of tau_infinity partitioning = 1
  number of tau_infinity subcells = 7
     1 tau_infinity subcells with 1 member(s)
     6 tau_infinity subcells with 2 member(s)
  subcells = [
     [285],
     [4,1469],[13,2564],[21,872],[38,4398],[83,537],[112,7216]
   ]
cell #5 :
  |C| = 13
  W-rep = phi[[6, 1],[]]+phi[[6],[1]]
  special rep = phi[[6],[1]] , dim = 7
  orbit = [12, 2]
  depth of tau_infinity partitioning = 1
  number of tau_infinity subcells = 7
     1 tau_infinity subcells with 1 member(s)
     6 tau_infinity subcells with 2 member(s)
  subcells = [
     [110],
     [5,418],[17,747],[27,236],[44,1385],[116,2528],[293,4389]
   ]
cell #6 :
  |C| = 13
  W-rep = phi[[6, 1],[]]+phi[[6],[1]]
  special rep = phi[[6],[1]] , dim = 7
  orbit = [12, 2]
  depth of tau_infinity partitioning = 1
  number of tau_infinity subcells = 7
     1 tau_infinity subcells with 1 member(s)
     6 tau_infinity subcells with 2 member(s)
  subcells = [
     [34],
     [6,90],[22,181],[54,348],[126,691],[298,1357],[664,2520]
   ]
cell #7 :
  |C| = 8
  W-rep = phi[[6],[1]]+phi[[],[7]]
  special rep = phi[[6],[1]] , dim = 7
  orbit = [12, 2]
  depth of tau_infinity partitioning = 1
  number of tau_infinity subcells = 7
     6 tau_infinity subcells with 1 member(s)
     1 tau_infinity subcells with 2 member(s)
  subcells = [
     [28],[69],[146],[313],[670],[1350],
     [7,111]
   ]
cell #8 :
  |C| = 35
  W-rep = phi[[5, 2],[]]+phi[[5],[2]]
  special rep = phi[[5],[2]] , dim = 21
  orbit = [10, 4]
  depth of tau_infinity partitioning = 1
  number of tau_infinity subcells = 21
     7 tau_infinity subcells with 1 member(s)
     14 tau_infinity subcells with 2 member(s)
  subcells = [
     [1278],[2362],[4081],[6633],[10067],[13869],[23844],
     [11,7279],[37,11308],[48,4602],[129,7483],[160,2992],[306,11368],[366,5046],[467,2058],[761,8088],[946,3606],[1427,11615],[1772,5965],[3076,9362],[4846,12370]
   ]
cell #9 :
  |C| = 35
  W-rep = phi[[5, 2],[]]+phi[[5],[2]]
  special rep = phi[[5],[2]] , dim = 21
  orbit = [10, 4]
  depth of tau_infinity partitioning = 1
  number of tau_infinity subcells = 21
     7 tau_infinity subcells with 1 member(s)
     14 tau_infinity subcells with 2 member(s)
  subcells = [
     [635],[1276],[2355],[4043],[6420],[9149],[16499],
     [14,2681],[42,4441],[46,4600],[61,1671],[115,7225],[122,7277],[158,2990],[208,1095],[359,5039],[465,2056],[723,7476],[939,3599],[1734,5927],[2863,8050]
   ]
cell #10 :
  |C| = 35
  W-rep = phi[[5, 2],[]]+phi[[5],[2]]
  special rep = phi[[5],[2]] , dim = 21
  orbit = [10, 4]
  depth of tau_infinity partitioning = 1
  number of tau_infinity subcells = 21
     7 tau_infinity subcells with 1 member(s)
     14 tau_infinity subcells with 2 member(s)
  subcells = [
     [636],[1273],[1275],[2333],[3907],[5791],[11012],
     [15,2682],[43,4442],[45,4599],[62,1672],[121,7276],[155,2987],[157,2989],[209,1096],[296,11307],[337,4597],[462,2053],[464,2055],[917,3577],[1598,5017]
   ]
cell #11 :
  |C| = 35
  W-rep = phi[[5, 2],[]]+phi[[5],[2]]
  special rep = phi[[5],[2]] , dim = 21
  orbit = [10, 4]
  depth of tau_infinity partitioning = 1
  number of tau_infinity subcells = 21
     7 tau_infinity subcells with 1 member(s)
     14 tau_infinity subcells with 2 member(s)
  subcells = [
     [282],[630],[1270],[2330],[3904],[5788],[11009],
     [18,869],[51,1466],[56,1666],[80,534],[124,2562],[138,2676],[152,2984],[203,1090],[297,4397],[309,4439],[334,4594],[459,2050],[914,3574],[1595,5014]
   ]
cell #12 :
  |C| = 35
  W-rep = phi[[5, 2],[]]+phi[[5],[2]]
  special rep = phi[[5],[2]] , dim = 21
  orbit = [10, 4]
  depth of tau_infinity partitioning = 1
  number of tau_infinity subcells = 21
     7 tau_infinity subcells with 1 member(s)
     14 tau_infinity subcells with 2 member(s)
  subcells = [
     [283],[629],[633],[1259],[2249],[3493],[7050],
     [19,870],[52,1467],[55,1665],[59,1669],[81,535],[125,2563],[137,2675],[141,2679],[202,1089],[206,1093],[308,4438],[448,2039],[668,7224],[833,2973]
   ]
cell #13 :
  |C| = 35
  W-rep = phi[[5, 2],[]]+phi[[5],[2]]
  special rep = phi[[5],[2]] , dim = 21
  orbit = [10, 4]
  depth of tau_infinity partitioning = 1
  number of tau_infinity subcells = 21
     7 tau_infinity subcells with 1 member(s)
     14 tau_infinity subcells with 2 member(s)
  subcells = [
     [284],[627],[631],[1213],[1265],[1993],[4302],
     [20,871],[53,1468],[57,1667],[82,536],[139,2677],[147,2979],[200,1087],[204,1091],[310,4440],[329,4589],[402,1663],[454,2045],[682,7272],[1354,11306]
   ]
cell #14 :
  |C| = 35
  W-rep = phi[[5, 2],[]]+phi[[5],[2]]
  special rep = phi[[5],[2]] , dim = 21
  orbit = [10, 4]
  depth of tau_infinity partitioning = 1
  number of tau_infinity subcells = 21
     7 tau_infinity subcells with 1 member(s)
     14 tau_infinity subcells with 2 member(s)
  subcells = [
     [106],[273],[614],[1250],[2240],[3484],[7041],
     [23,232],[65,414],[71,525],[143,744],[168,860],[187,1074],[311,1383],[340,1461],[389,1650],[439,2030],[669,2527],[687,2560],[733,2670],[824,2964]
   ]
cell #15 :
  |C| = 35
  W-rep = phi[[5, 2],[]]+phi[[5],[2]]
  special rep = phi[[5],[2]] , dim = 21
  orbit = [10, 4]
  depth of tau_infinity partitioning = 1
  number of tau_infinity subcells = 21
     7 tau_infinity subcells with 1 member(s)
     14 tau_infinity subcells with 2 member(s)
  subcells = [
     [107],[272],[276],[623],[1209],[1989],[4298],
     [24,233],[66,415],[70,524],[74,528],[144,745],[167,859],[171,863],[196,1083],[312,1384],[339,1460],[343,1464],[398,1659],[686,2559],[1355,4396]
   ]
cell #16 :
  |C| = 35
  W-rep = phi[[5, 2],[]]+phi[[5],[2]]
  special rep = phi[[5],[2]] , dim = 21
  orbit = [10, 4]
  depth of tau_infinity partitioning = 1
  number of tau_infinity subcells = 21
     7 tau_infinity subcells with 1 member(s)
     14 tau_infinity subcells with 2 member(s)
  subcells = [
     [108],[274],[280],[602],[609],[1062],[2478],
     [25,234],[67,416],[72,526],[78,532],[145,746],[169,861],[175,867],[182,1069],[341,1462],[384,1645],[688,2561],[728,2665],[1376,4434],[2525,7223]
   ]
cell #17 :
  |C| = 35
  W-rep = phi[[5, 2],[]]+phi[[5],[2]]
  special rep = phi[[5],[2]] , dim = 21
  orbit = [10, 4]
  depth of tau_infinity partitioning = 1
  number of tau_infinity subcells = 21
     7 tau_infinity subcells with 1 member(s)
     14 tau_infinity subcells with 2 member(s)
  subcells = [
     [109],[270],[277],[522],[612],[1230],[1333],
     [26,235],[68,417],[75,529],[172,864],[185,1072],[344,1465],[387,1648],[419,2010],[731,2668],[804,2944],[1379,4437],[1435,4574],[2550,7267],[4394,11305]
   ]
cell #18 :
  |C| = 28
  W-rep = phi[[5],[2]]+phi[[1],[6]]
  special rep = phi[[5],[2]] , dim = 21
  orbit = [10, 4]
  depth of tau_infinity partitioning = 1
  number of tau_infinity subcells = 21
     14 tau_infinity subcells with 1 member(s)
     7 tau_infinity subcells with 2 member(s)
  subcells = [
     [85],[177],[218],[345],[405],[494],[689],[739],[844],[1019],[1356],[1381],[1455],[1630],
     [29,287],[92,645],[242,1305],[559,2435],[1180,3939],[1960,5823],[4269,11044]
   ]
cell #19 :
  |C| = 28
  W-rep = phi[[5],[2]]+phi[[1],[6]]
  special rep = phi[[5],[2]] , dim = 21
  orbit = [10, 4]
  depth of tau_infinity partitioning = 1
  number of tau_infinity subcells = 21
     14 tau_infinity subcells with 1 member(s)
     7 tau_infinity subcells with 2 member(s)
  subcells = [
     [86],[178],[217],[221],[346],[404],[408],[503],[690],[738],[742],[853],[1380],[2526],
     [30,288],[91,644],[95,648],[251,1314],[588,2269],[1048,3513],[2464,7070]
   ]
cell #20 :
  |C| = 28
  W-rep = phi[[5],[2]]+phi[[1],[6]]
  special rep = phi[[5],[2]] , dim = 21
  orbit = [10, 4]
  depth of tau_infinity partitioning = 1
  number of tau_infinity subcells = 21
     14 tau_infinity subcells with 1 member(s)
     7 tau_infinity subcells with 2 member(s)
  subcells = [
     [87],[179],[219],[225],[347],[406],[412],[489],[740],[839],[1382],[1450],[2555],[4395],
     [31,289],[93,646],[99,652],[237,1300],[265,1223],[517,2003],[1328,4312]
   ]
cell #21 :
  |C| = 28
  W-rep = phi[[5],[2]]+phi[[1],[6]]
  special rep = phi[[5],[2]] , dim = 21
  orbit = [10, 4]
  depth of tau_infinity partitioning = 1
  number of tau_infinity subcells = 21
     14 tau_infinity subcells with 1 member(s)
     7 tau_infinity subcells with 2 member(s)
  subcells = [
     [88],[180],[222],[409],[492],[743],[842],[999],[1453],[1610],[2558],[2650],[4429],[7222],
     [32,290],[96,649],[104,607],[230,1067],[240,1303],[539,2415],[657,2483]
   ]
cell #22 :
  |C| = 28
  W-rep = phi[[5],[2]]+phi[[1],[6]]
  special rep = phi[[5],[2]] , dim = 21
  orbit = [10, 4]
  depth of tau_infinity partitioning = 1
  number of tau_infinity subcells = 21
     14 tau_infinity subcells with 1 member(s)
     7 tau_infinity subcells with 2 member(s)
  subcells = [
     [226],[413],[498],[848],[1003],[1459],[1614],[1884],[2654],[2888],[4433],[4553],[7261],[11304],
     [33,1224],[89,2004],[100,653],[246,1309],[291,4313],[543,2419],[1104,4193]
   ]
cell #23 :
  |C| = 35
  W-rep = phi[[5, 2],[]]+phi[[5],[2]]
  special rep = phi[[5],[2]] , dim = 21
  orbit = [10, 4]
  depth of tau_infinity partitioning = 1
  number of tau_infinity subcells = 21
     7 tau_infinity subcells with 1 member(s)
     14 tau_infinity subcells with 2 member(s)
  subcells = [
     [2364],[4091],[6691],[10381],[15153],[20270],[33373],
     [39,11370],[114,16970],[131,7485],[316,11625],[368,5048],[679,17037],[771,8098],[948,3608],[1485,12428],[1782,5975],[2616,17335],[3134,9420],[5160,14183],[7803,18296]
   ]
cell #24 :
  |C| = 35
  W-rep = phi[[5, 1],[1]]
  special rep = phi[[5, 1],[1]] , dim = 35
  orbit = [10, 2, 2]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 35
     35 tau_infinity subcells with 1 member(s)
  subcells = [
     [36],[118],[301],[320],[700],[775],[1401],[1506],[1786],[2735],[3155],[4095],[4701],[5279],[5979],[6712],[8102],[8443],[9441],[10500],[11629],[12449],[13084],[14302],[15793],[17041],[17356],[18415],[20910],[23059],[24552],[24630],[25008],[26357],[29735]
   ]
cell #25 :
  |C| = 35
  W-rep = phi[[5, 2],[]]+phi[[5],[2]]
  special rep = phi[[5],[2]] , dim = 21
  orbit = [10, 4]
  depth of tau_infinity partitioning = 1
  number of tau_infinity subcells = 21
     7 tau_infinity subcells with 1 member(s)
     14 tau_infinity subcells with 2 member(s)
  subcells = [
     [1277],[2356],[2360],[4044],[6421],[9150],[16500],
     [47,4601],[123,7278],[127,7481],[159,2991],[304,11366],[360,5040],[364,5044],[466,2057],[667,16969],[724,7477],[940,3600],[944,3604],[1735,5928],[2864,8051]
   ]
cell #26 :
  |C| = 35
  W-rep = phi[[5, 1],[1]]
  special rep = phi[[5, 1],[1]] , dim = 35
  orbit = [10, 2, 2]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 35
     35 tau_infinity subcells with 1 member(s)
  subcells = [
     [41],[117],[133],[295],[319],[325],[370],[774],[780],[950],[1530],[1785],[1791],[2366],[3179],[3610],[4094],[4100],[5050],[5408],[5978],[5984],[6736],[7487],[8101],[8107],[9465],[10629],[11372],[11628],[11634],[12473],[14431],[17040],[24551]
   ]
cell #27 :
  |C| = 35
  W-rep = phi[[5, 2],[]]+phi[[5],[2]]
  special rep = phi[[5],[2]] , dim = 21
  orbit = [10, 4]
  depth of tau_infinity partitioning = 1
  number of tau_infinity subcells = 21
     7 tau_infinity subcells with 1 member(s)
     14 tau_infinity subcells with 2 member(s)
  subcells = [
     [634],[1260],[1268],[2250],[2345],[3494],[7051],
     [60,1670],[142,2680],[150,2982],[207,1094],[332,4592],[349,5029],[449,2040],[457,2048],[685,7275],[713,7466],[834,2974],[929,3589],[1371,11361],[2524,16968]
   ]
cell #28 :
  |C| = 35
  W-rep = phi[[5, 1],[1]]
  special rep = phi[[5, 1],[1]] , dim = 35
  orbit = [10, 2, 2]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 35
     35 tau_infinity subcells with 1 member(s)
  subcells = [
     [50],[130],[162],[307],[314],[367],[379],[469],[677],[769],[947],[959],[1280],[1353],[1780],[1845],[2060],[2363],[2375],[2994],[3607],[3619],[4089],[4154],[4604],[5047],[5059],[5973],[6038],[7484],[8096],[11369],[11623],[17035],[24550]
   ]
cell #29 :
  |C| = 49
  W-rep = phi[[4, 3],[]]+phi[[4],[3]]
  special rep = phi[[4],[3]] , dim = 35
  orbit = [8, 6]
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 35
     21 tau_infinity subcells with 1 member(s)
     14 tau_infinity subcells with 2 member(s)
  subcells = [
     [632],[1258],[1267],[2248],[2327],[3492],[3901],[4004],[5785],[6381],[7049],[9110],[9766],[11006],[13568],[16460],[18140],[23543],[31243],[39710],[60457],
     [58,1668],[140,2678],[149,2981],[205,1092],[331,4591],[447,2038],[456,2047],[684,7274],[832,2972],[911,3571],[1592,5011],[1695,5888],[2824,8011],[4545,11594]
   ]
cell #30 :
  |C| = 35
  W-rep = phi[[5, 2],[]]+phi[[5],[2]]
  special rep = phi[[5],[2]] , dim = 21
  orbit = [10, 4]
  depth of tau_infinity partitioning = 1
  number of tau_infinity subcells = 21
     7 tau_infinity subcells with 1 member(s)
     14 tau_infinity subcells with 2 member(s)
  subcells = [
     [281],[603],[618],[1063],[1234],[2289],[2479],
     [79,533],[176,868],[191,1078],[393,1654],[423,2014],[737,2674],[808,2948],[873,3533],[1439,4578],[1554,4973],[2554,7271],[2629,7445],[4423,11355],[7221,16967]
   ]
cell #31 :
  |C| = 35
  W-rep = phi[[5, 1],[1]]
  special rep = phi[[5, 1],[1]] , dim = 35
  orbit = [10, 2, 2]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 35
     35 tau_infinity subcells with 1 member(s)
  subcells = [
     [64],[156],[211],[338],[353],[463],[483],[638],[717],[748],[933],[1098],[1274],[1294],[1375],[1414],[1674],[1759],[2054],[2074],[2349],[2544],[2988],[3593],[4068],[4393],[4598],[5033],[5952],[7470],[8075],[11365],[11602],[17029],[24549]
   ]
cell #32 :
  |C| = 49
  W-rep = phi[[4, 3],[]]+phi[[4],[3]]
  special rep = phi[[4],[3]] , dim = 35
  orbit = [8, 6]
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 35
     21 tau_infinity subcells with 1 member(s)
     14 tau_infinity subcells with 2 member(s)
  subcells = [
     [275],[611],[622],[1208],[1247],[1988],[2237],[2302],[3481],[3876],[4297],[5760],[6199],[7038],[8928],[10981],[12251],[16278],[22226],[28902],[45614],
     [73,527],[170,862],[184,1071],[195,1082],[342,1463],[386,1647],[397,1658],[436,2027],[730,2667],[821,2961],[886,3546],[1378,4436],[1567,4986],[2642,7458]
   ]
cell #33 :
  |C| = 49
  W-rep = phi[[4, 3],[]]+phi[[4],[3]]
  special rep = phi[[4],[3]] , dim = 35
  orbit = [8, 6]
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 35
     21 tau_infinity subcells with 1 member(s)
     14 tau_infinity subcells with 2 member(s)
  subcells = [
     [278],[600],[616],[620],[1060],[1206],[1233],[1240],[1986],[2230],[2476],[3474],[3754],[4295],[5638],[7031],[7966],[10859],[15316],[20433],[33536],
     [76,530],[173,865],[189,1076],[193,1080],[391,1652],[395,1656],[422,2013],[429,2020],[735,2672],[807,2947],[814,2954],[1438,4577],[1445,4584],[2553,7270]
   ]
cell #34 :
  |C| = 49
  W-rep = phi[[4, 3],[]]+phi[[4],[3]]
  special rep = phi[[4],[3]] , dim = 35
  orbit = [8, 6]
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 35
     21 tau_infinity subcells with 1 member(s)
     14 tau_infinity subcells with 2 member(s)
  subcells = [
     [279],[601],[617],[619],[1061],[1203],[1205],[1239],[1983],[1985],[2152],[2292],[2477],[3396],[4292],[4294],[4961],[6953],[10182],[13984],[23959],
     [77,531],[174,866],[190,1077],[192,1079],[392,1653],[394,1655],[428,2019],[736,2673],[813,2953],[876,3536],[1444,4583],[1557,4976],[2632,7448],[4426,11358]
   ]
cell #35 :
  |C| = 28
  W-rep = phi[[5],[2]]+phi[[1],[6]]
  special rep = phi[[5],[2]] , dim = 21
  orbit = [10, 4]
  depth of tau_infinity partitioning = 1
  number of tau_infinity subcells = 21
     14 tau_infinity subcells with 1 member(s)
     7 tau_infinity subcells with 2 member(s)
  subcells = [
     [508],[858],[1013],[1624],[1889],[2664],[2893],[3324],[4558],[4889],[7266],[7417],[11348],[16966],
     [105,2274],[231,3518],[256,1319],[553,2429],[658,7075],[1109,4198],[2080,6881]
   ]
cell #36 :
  |C| = 35
  W-rep = phi[[5, 1],[1]]
  special rep = phi[[5, 1],[1]] , dim = 35
  orbit = [10, 2, 2]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 35
     35 tau_infinity subcells with 1 member(s)
  subcells = [
     [84],[201],[286],[403],[433],[538],[628],[818],[878],[1088],[1244],[1449],[1559],[1664],[1675],[2024],[2294],[2634],[2804],[2958],[3538],[3984],[4428],[4525],[4588],[4978],[5868],[7254],[7450],[7991],[11303],[11360],[11574],[17022],[24548]
   ]
cell #37 :
  |C| = 56
  W-rep = phi[[4],[3]]+phi[[2],[5]]
  special rep = phi[[4],[3]] , dim = 35
  orbit = [8, 6]
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 35
     14 tau_infinity subcells with 1 member(s)
     21 tau_infinity subcells with 2 member(s)
  subcells = [
     [220],[407],[491],[502],[741],[841],[852],[1016],[1452],[1627],[1897],[2557],[2901],[4566],
     [94,647],[239,1302],[250,1313],[556,2432],[587,2268],[1047,3512],[1117,4206],[1177,3936],[1957,5820],[2177,6458],[2463,7069],[3421,9187],[3736,9787],[4266,11041],[5620,13589],[6978,16537],[7948,18161],[10841,23564],[15298,31264],[20415,39731],[33518,60478]
   ]
cell #38 :
  |C| = 56
  W-rep = phi[[4],[3]]+phi[[2],[5]]
  special rep = phi[[4],[3]] , dim = 35
  orbit = [8, 6]
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 35
     14 tau_infinity subcells with 1 member(s)
     21 tau_infinity subcells with 2 member(s)
  subcells = [
     [223],[410],[496],[500],[846],[850],[1002],[1009],[1457],[1613],[1620],[2653],[2660],[4432],
     [97,650],[244,1307],[248,1311],[263,1221],[515,2001],[542,2418],[549,2425],[585,2266],[1045,3510],[1170,3929],[1326,4310],[1950,5813],[2139,6217],[2461,7067],[3383,8946],[4259,11034],[4948,12269],[6940,16296],[10169,22244],[13971,28920],[23946,45632]
   ]
cell #39 :
  |C| = 56
  W-rep = phi[[4],[3]]+phi[[2],[5]]
  special rep = phi[[4],[3]] , dim = 35
  orbit = [8, 6]
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 35
     14 tau_infinity subcells with 1 member(s)
     21 tau_infinity subcells with 2 member(s)
  subcells = [
     [224],[411],[497],[499],[847],[849],[1008],[1458],[1619],[1887],[2659],[2891],[4556],[7264],
     [98,651],[245,1308],[247,1310],[264,1222],[516,2002],[548,2424],[582,2263],[584,2265],[1042,3507],[1044,3509],[1107,4196],[1148,3767],[1327,4311],[1928,5651],[2458,7064],[2460,7066],[2932,7979],[4237,10872],[6489,15329],[9218,20446],[16568,33549]
   ]
cell #40 :
  |C| = 56
  W-rep = phi[[4],[3]]+phi[[2],[5]]
  special rep = phi[[4],[3]] , dim = 35
  orbit = [8, 6]
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 35
     14 tau_infinity subcells with 1 member(s)
     21 tau_infinity subcells with 2 member(s)
  subcells = [
     [505],[855],[1011],[1025],[1622],[1636],[1888],[1900],[2662],[2892],[2904],[4557],[4569],[7265],
     [101,2271],[227,3515],[253,1316],[258,3945],[510,5829],[551,2427],[565,2441],[579,6461],[654,7072],[1039,9190],[1108,4197],[1120,4209],[1145,9790],[1321,11050],[1925,13592],[2455,16540],[2929,18164],[4234,23567],[6486,31267],[9215,39734],[16565,60481]
   ]
cell #41 :
  |C| = 56
  W-rep = phi[[4],[3]]+phi[[2],[5]]
  special rep = phi[[4],[3]] , dim = 35
  orbit = [8, 6]
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 35
     14 tau_infinity subcells with 1 member(s)
     21 tau_infinity subcells with 2 member(s)
  subcells = [
     [506],[856],[1012],[1024],[1623],[1635],[1899],[2663],[2903],[3328],[4568],[4893],[7421],[11352],
     [102,2272],[228,3516],[254,1317],[257,3944],[261,3932],[509,5828],[513,5816],[552,2428],[564,2440],[568,6220],[655,7073],[1028,8949],[1119,4208],[1320,11049],[1324,11037],[1639,12272],[2084,6885],[2444,16299],[3948,22247],[5832,28923],[11053,45635]
   ]
cell #42 :
  |C| = 56
  W-rep = phi[[4],[3]]+phi[[2],[5]]
  special rep = phi[[4],[3]] , dim = 35
  orbit = [8, 6]
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 35
     14 tau_infinity subcells with 1 member(s)
     21 tau_infinity subcells with 2 member(s)
  subcells = [
     [1026],[1637],[1901],[1920],[2905],[2924],[3342],[4570],[4907],[5547],[7435],[7875],[11542],[17018],
     [103,6462],[229,9191],[255,9791],[259,3946],[507,13593],[511,5830],[566,2442],[574,6481],[656,16541],[857,18165],[1034,9210],[1121,4210],[1140,4229],[1318,23568],[1322,11051],[2098,6899],[2273,31268],[2450,16560],[3517,39735],[3663,10768],[7074,60482]
   ]
cell #43 :
  |C| = 35
  W-rep = phi[[5, 1],[1]]
  special rep = phi[[5, 1],[1]] , dim = 35
  orbit = [10, 2, 2]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 35
     35 tau_infinity subcells with 1 member(s)
  subcells = [
     [113],[119],[300],[321],[699],[705],[776],[1505],[1511],[1787],[2761],[3154],[3160],[4096],[5305],[5980],[6711],[6717],[8103],[8588],[9440],[9446],[10526],[11630],[12448],[12454],[14328],[15938],[17042],[17355],[17361],[18441],[21055],[24629],[34386]
   ]
cell #44 :
  |C| = 35
  W-rep = phi[[5, 1],[1]]
  special rep = phi[[5, 1],[1]] , dim = 35
  orbit = [10, 2, 2]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 35
     35 tau_infinity subcells with 1 member(s)
  subcells = [
     [120],[135],[299],[322],[372],[666],[698],[777],[792],[952],[1504],[1788],[1803],[2368],[3153],[3247],[3612],[4097],[4112],[5052],[5981],[5996],[6710],[6804],[7489],[8104],[8119],[9439],[9533],[11631],[12447],[17043],[17354],[24628],[34385]
   ]
cell #45 :
  |C| = 35
  W-rep = phi[[5, 1],[1]]
  special rep = phi[[5, 1],[1]] , dim = 35
  orbit = [10, 2, 2]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 35
     35 tau_infinity subcells with 1 member(s)
  subcells = [
     [294],[302],[324],[672],[701],[779],[1394],[1507],[1529],[1790],[2728],[3156],[3178],[4099],[5272],[5407],[5983],[6713],[6735],[8106],[9442],[9464],[10493],[10628],[11633],[12450],[12472],[14295],[14430],[17357],[18408],[24631],[25001],[34469],[46784]
   ]
cell #46 :
  |C| = 49
  W-rep = phi[[4, 3],[]]+phi[[4],[3]]
  special rep = phi[[4],[3]] , dim = 35
  orbit = [8, 6]
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 35
     21 tau_infinity subcells with 1 member(s)
     14 tau_infinity subcells with 2 member(s)
  subcells = [
     [2354],[4042],[4071],[6419],[6623],[9148],[10057],[10312],[13859],[15084],[16498],[20201],[21495],[23834],[28171],[33304],[36037],[44883],[56784],[69401],[99107],
     [358,5038],[722,7475],[751,8078],[938,3598],[1417,11605],[1733,5926],[1762,5955],[2547,17032],[2862,8049],[3066,9352],[4836,12360],[5091,14114],[7734,18227],[11520,24939]
   ]
cell #47 :
  |C| = 35
  W-rep = phi[[5, 1],[1]]
  special rep = phi[[5, 1],[1]] , dim = 35
  orbit = [10, 2, 2]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 35
     35 tau_infinity subcells with 1 member(s)
  subcells = [
     [11299],[11319],[11434],[11898],[13331],[16973],[17065],[17505],[19084],[23306],[24646],[25126],[26970],[29982],[32187],[35031],[37231],[40654],[43682],[49430],[50100],[54144],[57978],[64866],[70595],[75219],[80962],[83392],[90091],[102307],[105031],[126160],[126777],[153585],[183669]
   ]
cell #48 :
  |C| = 35
  W-rep = phi[[5, 1],[1]]
  special rep = phi[[5, 1],[1]] , dim = 35
  orbit = [10, 2, 2]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 35
     35 tau_infinity subcells with 1 member(s)
  subcells = [
     [24542],[24563],[24710],[25396],[27761],[34388],[34496],[35095],[37501],[44473],[46889],[47511],[50164],[54935],[58248],[62789],[65806],[70865],[75283],[83662],[84485],[90155],[95512],[105095],[112666],[118843],[126841],[129744],[138223],[154226],[157354],[183748],[184364],[216240],[250553]
   ]
cell #49 :
  |C| = 147
  W-rep = phi[[4, 2],[1]]+phi[[4, 1],[2]]
  special rep = phi[[4, 1],[2]] , dim = 84
  orbit = [8, 4, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     21 tau_infinity subcells with 1 member(s)
     63 tau_infinity subcells with 2 member(s)
  subcells = [
     [2361],[4080],[6632],[6686],[10066],[10376],[13868],[15148],[15563],[20265],[21970],[23843],[28646],[30694],[33368],[39161],[45358],[51106],[59908],[76225],[91097],
     [128,7482],[305,11367],[365,5045],[674,16981],[704,17113],[760,8087],[945,3605],[1396,24654],[1426,11614],[1480,12423],[1510,25174],[1771,5964],[2611,17330],[2730,35039],[2760,17685],[3075,9361],[3129,9415],[3159,37279],[4471,24705],[4696,25391],[4845,12369],[5155,14178],[5274,50108],[5304,27150],[6716,58026],[7573,35090],[7798,18291],[8213,20680],[8438,37496],[8587,19555],[9445,70643],[10495,75227],[10525,43862],[11995,26127],[12453,83440],[12854,50159],[13079,27756],[14297,90099],[14327,54324],[15788,58243],[15937,32658],[17360,102355],[17591,35324],[18410,105039],[18440,65046],[19181,38232],[20905,70860],[21054,41125],[22829,75278],[23054,44468],[25003,126785],[26352,83657],[27056,50393],[29505,90150],[29730,54930],[32284,58979],[34471,153593],[36512,105090],[40751,71596],[43768,75512],[47373,126836],[54230,90384],[64952,105324]
   ]
cell #50 :
  |C| = 49
  W-rep = phi[[4, 3],[]]+phi[[4],[3]]
  special rep = phi[[4],[3]] , dim = 35
  orbit = [8, 6]
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 35
     21 tau_infinity subcells with 1 member(s)
     14 tau_infinity subcells with 2 member(s)
  subcells = [
     [1272],[2332],[2348],[3906],[4036],[5790],[6413],[6580],[9142],[10014],[11011],[13816],[14755],[16492],[19872],[23791],[25959],[32975],[42671],[53133],[78252],
     [154,2986],[336,4596],[352,5032],[461,2052],[716,7469],[916,3576],[932,3592],[1374,11364],[1597,5016],[1727,5920],[2856,8043],[3023,9309],[4793,12317],[7405,17308]
   ]
cell #51 :
  |C| = 49
  W-rep = phi[[4, 3],[]]+phi[[4],[3]]
  special rep = phi[[4],[3]] , dim = 35
  orbit = [8, 6]
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 35
     21 tau_infinity subcells with 1 member(s)
     14 tau_infinity subcells with 2 member(s)
  subcells = [
     [4079],[6631],[6679],[10065],[10369],[13867],[15141],[15511],[20258],[21918],[23842],[28594],[30317],[33361],[38784],[45306],[48675],[59531],[73794],[88666],[123024],
     [759,8086],[1425,11613],[1473,12416],[1770,5963],[2604,17323],[3074,9360],[3122,9408],[4419,24618],[4844,12368],[5148,14171],[7791,18284],[8161,20628],[11943,26075],[17214,34820]
   ]
cell #52 :
  |C| = 35
  W-rep = phi[[5, 1],[1]]
  special rep = phi[[5, 1],[1]] , dim = 35
  orbit = [10, 2, 2]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 35
     35 tau_infinity subcells with 1 member(s)
  subcells = [
     [16961],[16982],[17114],[17686],[19556],[24554],[24655],[25175],[27151],[32659],[34487],[35040],[37280],[41126],[43863],[47502],[50109],[54325],[58027],[65047],[65797],[70644],[75228],[83441],[90100],[95503],[102356],[105040],[112657],[126786],[129735],[153594],[154217],[183739],[216178]
   ]
cell #53 :
  |C| = 147
  W-rep = phi[[4, 2],[1]]+phi[[4, 1],[2]]
  special rep = phi[[4, 1],[2]] , dim = 84
  orbit = [8, 4, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     21 tau_infinity subcells with 1 member(s)
     63 tau_infinity subcells with 2 member(s)
  subcells = [
     [6692],[6705],[10382],[10465],[15154],[15597],[15605],[20271],[22004],[22012],[28680],[28688],[31001],[33374],[39468],[45392],[45400],[51413],[60215],[76532],[91404],
     [134,34556],[317,46897],[371,47571],[680,34396],[693,17349],[772,62797],[791,35358],[951,65866],[1366,24623],[1486,12429],[1499,12442],[1522,25397],[1783,84493],[1802,50427],[2367,95572],[2617,17336],[2700,18380],[2708,35096],[3135,9421],[3148,9434],[3171,37502],[3246,38266],[3611,112726],[4092,118851],[4111,75546],[4505,24973],[4513,24711],[5051,129804],[5161,14184],[5244,14267],[5252,50165],[5400,27762],[5976,138231],[5995,90418],[6728,58249],[6803,59013],[7488,154286],[7804,18297],[8099,157362],[8118,105358],[8247,20714],[8255,20722],[8535,38274],[9457,70866],[9532,71630],[10473,75284],[10621,44474],[11626,184372],[12029,26161],[12037,26169],[12465,83663],[12686,50435],[14275,90156],[14423,54936],[15885,59021],[17038,216248],[17898,35366],[18388,105096],[21002,71638],[22661,75554],[24981,126842],[29337,90426],[36344,105366]
   ]
cell #54 :
  |C| = 35
  W-rep = phi[[5, 1],[1]]
  special rep = phi[[5, 1],[1]] , dim = 35
  orbit = [10, 2, 2]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 35
     35 tau_infinity subcells with 1 member(s)
  subcells = [
     [136],[165],[318],[373],[472],[681],[692],[773],[953],[982],[1283],[1365],[1498],[1784],[2063],[2369],[2398],[2523],[2997],[3147],[3613],[3642],[4093],[5053],[5977],[6704],[7490],[8100],[9433],[11627],[12441],[17039],[17348],[24622],[34384]
   ]
cell #55 :
  |C| = 35
  W-rep = phi[[5, 1],[1]]
  special rep = phi[[5, 1],[1]] , dim = 35
  orbit = [10, 2, 2]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 35
     35 tau_infinity subcells with 1 member(s)
  subcells = [
     [665],[675],[708],[789],[1359],[1397],[1514],[1800],[2574],[2731],[3163],[3244],[4109],[4659],[5275],[5993],[6720],[6801],[8116],[8401],[9449],[9530],[10496],[12457],[14298],[15751],[17364],[18411],[20868],[25004],[26315],[34472],[34899],[46871],[62008]
   ]
cell #56 :
  |C| = 49
  W-rep = phi[[4, 3],[]]+phi[[4],[3]]
  special rep = phi[[4],[3]] , dim = 35
  orbit = [8, 6]
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 35
     21 tau_infinity subcells with 1 member(s)
     14 tau_infinity subcells with 2 member(s)
  subcells = [
     [1269],[2329],[2347],[3903],[4035],[5787],[6412],[6579],[9141],[10013],[11008],[13815],[14754],[16491],[19871],[23790],[25958],[32974],[42670],[53132],[78251],
     [151,2983],[333,4593],[351,5031],[458,2049],[715,7468],[913,3573],[931,3591],[1373,11363],[1594,5013],[1726,5919],[2855,8042],[3022,9308],[4792,12316],[7404,17307]
   ]
cell #57 :
  |C| = 35
  W-rep = phi[[5, 1],[1]]
  special rep = phi[[5, 1],[1]] , dim = 35
  orbit = [10, 2, 2]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 35
     35 tau_infinity subcells with 1 member(s)
  subcells = [
     [7217],[7235],[7331],[7696],[8756],[11311],[11392],[11753],[12977],[16106],[17057],[17463],[18939],[21223],[22952],[25118],[26928],[29628],[32042],[36635],[37223],[40509],[43640],[49285],[54102],[57970],[62670],[64824],[70587],[80920],[83384],[101700],[102299],[126152],[153508]
   ]
cell #58 :
  |C| = 147
  W-rep = phi[[4, 2],[1]]+phi[[4, 1],[2]]
  special rep = phi[[4, 1],[2]] , dim = 84
  orbit = [8, 4, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     21 tau_infinity subcells with 1 member(s)
     63 tau_infinity subcells with 2 member(s)
  subcells = [
     [1266],[2351],[4039],[4076],[6416],[6628],[9145],[10062],[10353],[13864],[15125],[16495],[20242],[21801],[23839],[28477],[33345],[38063],[45189],[58810],[71427],
     [148,2980],[330,4590],[355,5035],[455,2046],[683,7273],[719,7472],[756,8083],[935,3595],[1362,11318],[1405,11430],[1422,11610],[1525,11894],[1730,5923],[1767,5960],[2577,17064],[2588,17109],[2739,17501],[2756,17681],[2859,8046],[3071,9357],[3174,19080],[4662,25125],[4673,25170],[4841,12365],[5132,14155],[5283,26966],[5300,27146],[5403,13327],[6731,32183],[7775,18268],[8404,37230],[8415,37275],[8583,19551],[9460,40650],[10504,43678],[10521,43858],[10624,23302],[11826,25368],[12468,49426],[13056,27733],[14306,54140],[14323,54320],[14426,29978],[15754,57977],[15765,58022],[15933,32654],[18419,64862],[18436,65042],[19012,37473],[20871,70594],[20882,70639],[21050,41121],[23031,44445],[25012,80958],[26318,83391],[26329,83436],[29707,54907],[32115,58220],[34902,102306],[34913,102351],[40582,70837],[46874,126159],[49358,83634]
   ]
cell #59 :
  |C| = 35
  W-rep = phi[[5, 1],[1]]
  special rep = phi[[5, 1],[1]] , dim = 35
  orbit = [10, 2, 2]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 35
     35 tau_infinity subcells with 1 member(s)
  subcells = [
     [303],[327],[378],[671],[702],[782],[958],[1352],[1393],[1508],[1793],[1844],[2374],[2727],[3157],[3618],[4102],[4153],[5058],[5271],[5986],[6037],[6714],[8109],[9443],[10492],[11636],[12451],[14294],[17358],[18407],[24632],[25000],[34468],[46783]
   ]
cell #60 :
  |C| = 49
  W-rep = phi[[4, 3],[]]+phi[[4],[3]]
  special rep = phi[[4],[3]] , dim = 35
  orbit = [8, 6]
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 35
     21 tau_infinity subcells with 1 member(s)
     14 tau_infinity subcells with 2 member(s)
  subcells = [
     [1257],[2247],[2306],[2325],[3491],[3880],[3899],[4002],[5764],[5783],[6203],[6560],[7048],[8932],[10985],[11004],[12255],[16282],[22230],[28906],[45618],
     [446,2037],[831,2971],[890,3550],[909,3569],[1571,4990],[1590,5009],[1693,5886],[2646,7462],[2822,8009],[3003,9289],[4543,11592],[4773,12297],[7385,17288],[11344,24611]
   ]
cell #61 :
  |C| = 35
  W-rep = phi[[5, 1],[1]]
  special rep = phi[[5, 1],[1]] , dim = 35
  orbit = [10, 2, 2]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 35
     35 tau_infinity subcells with 1 member(s)
  subcells = [
     [4407],[4487],[4764],[5517],[7227],[7299],[7589],[8506],[10738],[11300],[11384],[11721],[12870],[14540],[15856],[17455],[18907],[20973],[22845],[26420],[26920],[29521],[32010],[36528],[40477],[43632],[47389],[49253],[54094],[62638],[64816],[80345],[80912],[101692],[126068]
   ]
cell #62 :
  |C| = 35
  W-rep = phi[[5, 1],[1]]
  special rep = phi[[5, 1],[1]] , dim = 35
  orbit = [10, 2, 2]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 35
     35 tau_infinity subcells with 1 member(s)
  subcells = [
     [11320],[11435],[11899],[13332],[16972],[17066],[17506],[19085],[23307],[24543],[24645],[25127],[26971],[29983],[32188],[35030],[37232],[40655],[43683],[49431],[50099],[54145],[57979],[64867],[70596],[75218],[80963],[83393],[90090],[102308],[105030],[126161],[126776],[153584],[183668]
   ]
cell #63 :
  |C| = 147
  W-rep = phi[[4, 2],[1]]+phi[[4, 1],[2]]
  special rep = phi[[4, 1],[2]] , dim = 84
  orbit = [8, 4, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     21 tau_infinity subcells with 1 member(s)
     63 tau_infinity subcells with 2 member(s)
  subcells = [
     [1271],[2331],[2350],[3905],[4029],[4038],[4070],[5789],[6406],[6415],[9135],[9144],[9952],[11010],[13754],[16485],[16494],[19441],[23729],[32544],[41011],
     [153,2985],[335,4595],[354,5034],[460,2051],[709,7332],[718,7471],[750,8077],[790,7697],[915,3575],[934,3594],[1404,11429],[1416,11604],[1515,11754],[1524,11893],[1596,5015],[1720,5913],[1729,5922],[1761,5954],[1801,12978],[2546,17031],[2569,17052],[2738,17500],[2849,8036],[2858,8045],[3164,18940],[3173,19079],[3245,8757],[4110,22953],[4412,24573],[4654,25113],[4731,11884],[5282,26965],[5393,13317],[5402,13326],[5994,29629],[6721,32043],[6730,32182],[6802,16107],[8117,36636],[8396,37218],[8473,19070],[9450,40510],[9459,40649],[9531,21224],[10503,43677],[10614,23292],[10623,23301],[12458,49286],[12467,49425],[14305,54139],[14416,29968],[14425,29977],[15746,57965],[15823,32173],[17365,62671],[18418,64861],[20863,70582],[20940,40640],[25011,80957],[26310,83379],[26387,49416],[34894,102294],[46866,126147]
   ]
cell #64 :
  |C| = 49
  W-rep = phi[[4, 3],[]]+phi[[4],[3]]
  special rep = phi[[4],[3]] , dim = 35
  orbit = [8, 6]
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 35
     21 tau_infinity subcells with 1 member(s)
     14 tau_infinity subcells with 2 member(s)
  subcells = [
     [625],[1211],[1242],[1256],[1991],[2246],[2293],[2305],[3490],[3879],[4300],[5763],[6202],[7047],[8931],[10984],[12254],[16281],[22229],[28905],[45617],
     [198,1085],[400,1661],[431,2022],[445,2036],[816,2956],[830,2970],[877,3537],[889,3549],[1447,4586],[1558,4977],[1570,4989],[2633,7449],[2645,7461],[4427,11359]
   ]
cell #65 :
  |C| = 147
  W-rep = phi[[4, 2],[1]]+phi[[4, 1],[2]]
  special rep = phi[[4, 1],[2]] , dim = 84
  orbit = [8, 4, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     21 tau_infinity subcells with 1 member(s)
     63 tau_infinity subcells with 2 member(s)
  subcells = [
     [6636],[6677],[6687],[10070],[10377],[10458],[13872],[15149],[15182],[15590],[20266],[20299],[21997],[23847],[27790],[28673],[33369],[33402],[44502],[45385],[54964],
     [163,35351],[361,47564],[375,25392],[470,50420],[725,34549],[752,62796],[764,35091],[941,65859],[955,37497],[980,38259],[1281,75539],[1418,46896],[1430,24706],[1471,12414],[1481,12424],[1763,84492],[1775,50160],[1841,27757],[2061,90411],[2357,95565],[2371,58244],[2396,59006],[2548,34395],[2602,17321],[2612,17331],[2693,18373],[2995,105351],[3079,9365],[3120,9406],[3130,9416],[3219,19559],[3601,112719],[3615,70861],[3640,71623],[4072,118850],[4084,75279],[4150,44469],[4417,24616],[4498,24966],[4849,12373],[5041,129797],[5055,83658],[5156,14179],[5189,27154],[5237,14260],[5956,138230],[5968,90151],[6034,54931],[6776,32662],[7478,154279],[7799,18292],[7832,17689],[8079,157361],[8091,105091],[8240,20707],[9505,41129],[10410,43866],[11606,184371],[11618,126837],[12022,26154],[14212,54328],[17033,216247],[18325,65050]
   ]
cell #66 :
  |C| = 49
  W-rep = phi[[4, 3],[]]+phi[[4],[3]]
  special rep = phi[[4],[3]] , dim = 35
  orbit = [8, 6]
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 35
     21 tau_infinity subcells with 1 member(s)
     14 tau_infinity subcells with 2 member(s)
  subcells = [
     [626],[1212],[1243],[1255],[1992],[2233],[2245],[2304],[3477],[3489],[3757],[3988],[4301],[5641],[7034],[7046],[7969],[10862],[15319],[20436],[33539],
     [199,1086],[401,1662],[432,2023],[444,2035],[817,2957],[829,2969],[888,3548],[1448,4587],[1569,4988],[1679,5872],[2644,7460],[2808,7995],[4529,11578],[7258,17026]
   ]
cell #67 :
  |C| = 49
  W-rep = phi[[4, 3],[]]+phi[[4],[3]]
  special rep = phi[[4],[3]] , dim = 35
  orbit = [8, 6]
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 35
     21 tau_infinity subcells with 1 member(s)
     14 tau_infinity subcells with 2 member(s)
  subcells = [
     [2328],[3902],[4005],[4033],[5786],[6382],[6410],[6577],[9111],[9139],[9767],[10289],[11007],[13569],[16461],[16489],[18141],[23544],[31244],[39711],[60458],
     [912,3572],[1593,5012],[1696,5889],[1724,5917],[2825,8012],[2853,8040],[3020,9306],[4546,11595],[4790,12314],[5068,14091],[7402,17305],[7711,18204],[11497,24916],[17009,34448]
   ]
cell #68 :
  |C| = 35
  W-rep = phi[[5, 1],[1]]
  special rep = phi[[5, 1],[1]] , dim = 35
  orbit = [10, 2, 2]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 35
     35 tau_infinity subcells with 1 member(s)
  subcells = [
     [7236],[7334],[7699],[8759],[11310],[11393],[11756],[12980],[16109],[16962],[17056],[17464],[18942],[21226],[22955],[25117],[26929],[29631],[32045],[36638],[37222],[40512],[43641],[49288],[54103],[57969],[62673],[64825],[70586],[80921],[83383],[101701],[102298],[126151],[153507]
   ]
cell #69 :
  |C| = 147
  W-rep = phi[[4, 2],[1]]+phi[[4, 1],[2]]
  special rep = phi[[4, 1],[2]] , dim = 84
  orbit = [8, 4, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     21 tau_infinity subcells with 1 member(s)
     63 tau_infinity subcells with 2 member(s)
  subcells = [
     [4046],[4078],[6423],[6630],[6683],[9152],[10064],[10088],[10373],[10451],[13866],[13890],[15145],[16502],[19577],[20262],[23841],[23865],[32680],[33365],[41147],
     [164,17683],[362,25172],[374,25388],[471,27148],[726,17111],[758,8085],[763,35087],[942,37277],[954,37493],[981,19553],[1282,43860],[1424,11612],[1429,24702],[1474,47497],[1477,12420],[1737,5930],[1769,5962],[1774,50156],[1828,13334],[1840,27753],[2062,54322],[2358,58024],[2370,58240],[2397,32656],[2605,34482],[2608,17327],[2686,18366],[2866,8053],[2996,65044],[3073,9359],[3097,19087],[3123,65792],[3126,9412],[3602,70641],[3614,70857],[3641,41123],[4083,75275],[4137,23309],[4149,44465],[4420,46804],[4491,24959],[4843,12367],[4867,11901],[5042,83438],[5054,83654],[5152,14175],[5230,14253],[5967,90147],[6021,29985],[6033,54927],[6654,32190],[6680,95498],[7248,34455],[7479,102353],[7795,18288],[8090,105087],[9383,40657],[9409,112652],[11617,126833],[12391,49433],[12417,129730],[17324,154212],[24619,183734]
   ]
cell #70 :
  |C| = 35
  W-rep = phi[[5, 1],[1]]
  special rep = phi[[5, 1],[1]] , dim = 35
  orbit = [10, 2, 2]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 35
     35 tau_infinity subcells with 1 member(s)
  subcells = [
     [166],[215],[363],[473],[642],[727],[753],[943],[1102],[1284],[1419],[1470],[1764],[2064],[2359],[2549],[2601],[2998],[3119],[3603],[4073],[4416],[5043],[5957],[6676],[7220],[7480],[8080],[9405],[11607],[12413],[17034],[17320],[24615],[34383]
   ]
cell #71 :
  |C| = 35
  W-rep = phi[[5, 1],[1]]
  special rep = phi[[5, 1],[1]] , dim = 35
  orbit = [10, 2, 2]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 35
     35 tau_infinity subcells with 1 member(s)
  subcells = [
     [1351],[1363],[1409],[1539],[1835],[2530],[2578],[2743],[3188],[4144],[4454],[4663],[5287],[6028],[6745],[7556],[8405],[9474],[10508],[12482],[12837],[14310],[15755],[18423],[20872],[22812],[25016],[26319],[29488],[34903],[36495],[46875],[47356],[62097],[80249]
   ]
cell #72 :
  |C| = 49
  W-rep = phi[[4, 3],[]]+phi[[4],[3]]
  special rep = phi[[4],[3]] , dim = 35
  orbit = [8, 6]
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 35
     21 tau_infinity subcells with 1 member(s)
     14 tau_infinity subcells with 2 member(s)
  subcells = [
     [613],[1232],[1249],[2239],[2312],[3483],[3886],[3999],[5770],[6376],[7040],[9105],[9761],[10991],[13563],[16455],[18135],[23538],[31238],[39705],[60452],
     [186,1073],[388,1649],[421,2012],[438,2029],[732,2669],[806,2946],[823,2963],[896,3556],[1437,4576],[1577,4996],[1690,5883],[2552,7269],[2819,8006],[4540,11589]
   ]
cell #73 :
  |C| = 35
  W-rep = phi[[5, 1],[1]]
  special rep = phi[[5, 1],[1]] , dim = 35
  orbit = [10, 2, 2]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 35
     35 tau_infinity subcells with 1 member(s)
  subcells = [
     [4390],[4406],[4484],[4755],[5508],[7228],[7298],[7586],[8497],[10729],[11385],[11720],[12867],[14531],[15847],[17456],[18906],[20964],[22842],[26411],[26921],[29518],[32009],[36525],[40476],[43633],[47386],[49252],[54095],[62637],[64817],[80344],[80913],[101693],[126069]
   ]
cell #74 :
  |C| = 147
  W-rep = phi[[4, 2],[1]]+phi[[4, 1],[2]]
  special rep = phi[[4, 1],[2]] , dim = 84
  orbit = [8, 4, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     21 tau_infinity subcells with 1 member(s)
     63 tau_infinity subcells with 2 member(s)
  subcells = [
     [610],[1236],[2297],[2316],[3890],[4020],[5774],[6397],[6607],[9126],[10041],[10995],[13843],[14992],[16476],[20109],[23818],[27600],[33212],[44312],[54774],
     [183,1070],[385,1646],[425,2016],[729,2666],[810,2950],[881,3541],[900,3560],[1377,4435],[1441,4580],[1562,4981],[1581,5000],[1711,5904],[2534,7234],[2592,7327],[2637,7453],[2775,7682],[2840,8027],[3050,9336],[3230,8742],[4458,11391],[4476,11426],[4677,11749],[4722,11875],[4820,12344],[5319,12963],[5384,13308],[6787,16092],[7560,17462],[7578,17497],[7642,17660],[8419,18935],[8464,19061],[8562,19530],[9516,21209],[10540,22938],[10605,23283],[12841,26927],[12859,26962],[12923,27125],[14342,29614],[14407,29959],[15769,32038],[15814,32164],[15912,32633],[18455,36621],[20886,40505],[20931,40631],[21029,41100],[22816,43639],[22834,43674],[22898,43837],[26333,49281],[26378,49407],[29492,54101],[29510,54136],[29574,54299],[34917,62666],[36499,64823],[36517,64858],[36581,65021],[47360,80919],[47378,80954],[62101,101699]
   ]
cell #75 :
  |C| = 35
  W-rep = phi[[5, 1],[1]]
  special rep = phi[[5, 1],[1]] , dim = 35
  orbit = [10, 2, 2]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 35
     35 tau_infinity subcells with 1 member(s)
  subcells = [
     [676],[711],[798],[978],[1358],[1398],[1517],[1809],[2394],[2522],[2573],[2732],[3166],[3638],[4118],[4658],[5276],[6002],[6723],[8125],[8400],[9452],[10497],[12460],[14299],[15750],[17367],[18412],[20867],[25005],[26314],[34473],[34898],[46870],[62007]
   ]
cell #76 :
  |C| = 49
  W-rep = phi[[4, 3],[]]+phi[[4],[3]]
  special rep = phi[[4],[3]] , dim = 35
  orbit = [8, 6]
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 35
     21 tau_infinity subcells with 1 member(s)
     14 tau_infinity subcells with 2 member(s)
  subcells = [
     [621],[1207],[1241],[1245],[1987],[2231],[2235],[2300],[3475],[3479],[3755],[3987],[4296],[5639],[7032],[7036],[7967],[10860],[15317],[20434],[33537],
     [194,1081],[396,1657],[430,2021],[434,2025],[815,2955],[819,2959],[884,3544],[1446,4585],[1565,4984],[1678,5871],[2640,7456],[2807,7994],[4528,11577],[7257,17025]
   ]
cell #77 :
  |C| = 35
  W-rep = phi[[5, 1],[1]]
  special rep = phi[[5, 1],[1]] , dim = 35
  orbit = [10, 2, 2]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 35
     35 tau_infinity subcells with 1 member(s)
  subcells = [
     [2536],[2599],[2798],[3308],[4399],[4460],[4684],[5342],[6865],[7218],[7291],[7562],[8426],[9594],[10563],[11713],[12843],[14365],[15776],[18478],[18899],[20893],[22818],[26340],[29494],[32002],[34924],[36501],[40469],[47362],[49245],[62103],[62630],[80337],[101605]
   ]
cell #78 :
  |C| = 147
  W-rep = phi[[4, 2],[1]]+phi[[4, 1],[2]]
  special rep = phi[[4, 1],[2]] , dim = 84
  orbit = [8, 4, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     21 tau_infinity subcells with 1 member(s)
     63 tau_infinity subcells with 2 member(s)
  subcells = [
     [615],[1235],[1251],[2241],[2291],[2315],[2321],[3485],[3889],[3895],[5773],[5779],[6337],[7042],[9066],[10994],[11000],[13248],[16416],[23223],[29899],
     [188,1075],[390,1651],[424,2015],[440,2031],[734,2671],[809,2949],[825,2965],[875,3535],[899,3559],[905,3565],[1410,4485],[1440,4579],[1540,4756],[1556,4975],[1580,4999],[1586,5005],[1836,5509],[2591,7326],[2631,7447],[2744,7587],[2774,7681],[2780,7687],[3189,8498],[3229,8741],[3235,8747],[4145,10730],[4425,11357],[4449,11380],[4676,11748],[5288,12868],[5318,12962],[5324,12968],[6029,14532],[6746,15848],[6786,16091],[6792,16097],[7242,16991],[7551,17451],[8418,18934],[9475,20965],[9515,21208],[9521,21214],[10509,22843],[10539,22937],[10545,22943],[12483,26412],[12832,26916],[14311,29519],[14341,29613],[14347,29619],[15768,32037],[18424,36526],[18454,36620],[18460,36626],[20885,40504],[22807,43628],[25017,47387],[26332,49280],[29483,54090],[34916,62665],[36490,64812],[47351,80908],[62092,101688]
   ]
cell #79 :
  |C| = 35
  W-rep = phi[[5, 1],[1]]
  special rep = phi[[5, 1],[1]] , dim = 35
  orbit = [10, 2, 2]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 35
     35 tau_infinity subcells with 1 member(s)
  subcells = [
     [328],[382],[482],[697],[783],[962],[1293],[1370],[1386],[1503],[1794],[2073],[2378],[2537],[2720],[3152],[3622],[4103],[4392],[5062],[5264],[5987],[6709],[8110],[9438],[10485],[11637],[12446],[14287],[17353],[18400],[24627],[24993],[34461],[46782]
   ]
cell #80 :
  |C| = 35
  W-rep = phi[[5, 1],[1]]
  special rep = phi[[5, 1],[1]] , dim = 35
  orbit = [10, 2, 2]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 35
     35 tau_infinity subcells with 1 member(s)
  subcells = [
     [1413],[1552],[1878],[2572],[2747],[3201],[4187],[4415],[4444],[4657],[5291],[6071],[6758],[7237],[7546],[8399],[9487],[10512],[11301],[12495],[12827],[14314],[15749],[18427],[20866],[22802],[25020],[26313],[29478],[34897],[36485],[46869],[47346],[62087],[80247]
   ]
cell #81 :
  |C| = 56
  W-rep = phi[[4],[3]]+phi[[2],[5]]
  special rep = phi[[4],[3]] , dim = 35
  orbit = [8, 6]
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 35
     14 tau_infinity subcells with 1 member(s)
     21 tau_infinity subcells with 2 member(s)
  subcells = [
     [3391],[4956],[5572],[5628],[7900],[7956],[8836],[11567],[12159],[13417],[17269],[17989],[24862],[34439],
     [599,15250],[1059,20367],[1155,21542],[1198,10177],[1935,28218],[1978,13979],[2147,6948],[2220,15306],[2475,33470],[2939,36084],[3464,20423],[3688,10793],[3744,10849],[4244,44930],[4287,23954],[6107,16186],[6496,56831],[7021,33526],[9225,69448],[9615,23392],[16575,99154]
   ]
cell #82 :
  |C| = 35
  W-rep = phi[[5, 1],[1]]
  special rep = phi[[5, 1],[1]] , dim = 35
  orbit = [10, 2, 2]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 35
     35 tau_infinity subcells with 1 member(s)
  subcells = [
     [4488],[4765],[5518],[7290],[7590],[8507],[10739],[11330],[11373],[11712],[12871],[14541],[15857],[16984],[17444],[18898],[20974],[22846],[24544],[26421],[26909],[29522],[32001],[36529],[40468],[43621],[47390],[49244],[54083],[62629],[64805],[80336],[80901],[101681],[126067]
   ]
cell #83 :
  |C| = 147
  W-rep = phi[[4, 2],[1]]+phi[[4, 1],[2]]
  special rep = phi[[4, 1],[2]] , dim = 84
  orbit = [8, 4, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     21 tau_infinity subcells with 1 member(s)
     63 tau_infinity subcells with 2 member(s)
  subcells = [
     [624],[1210],[1248],[1990],[2215],[2238],[2303],[2310],[3459],[3482],[3884],[3997],[4299],[5483],[5768],[6559],[7016],[7039],[10704],[10989],[14506],
     [197,1084],[399,1660],[437,2028],[799,2799],[822,2962],[887,3547],[894,3554],[979,3309],[1537,4753],[1568,4987],[1575,4994],[1688,5881],[1810,5343],[1833,5506],[2395,6866],[2643,7459],[2713,7539],[2769,7676],[2817,8004],[3002,9288],[3186,8495],[3224,8736],[3639,9595],[4119,10564],[4142,10727],[4518,11486],[4538,11587],[4635,11689],[4772,12296],[5257,12820],[5313,12957],[6003,14366],[6026,14529],[6743,15845],[6781,16086],[7366,17170],[7384,17287],[7496,17376],[8126,18479],[8377,18875],[9472,20962],[9510,21203],[10478,22795],[10534,22932],[11343,24610],[11443,24724],[12480,26409],[12777,26841],[14280,29471],[14336,29608],[15727,31978],[17000,34418],[18393,36478],[18449,36615],[20844,40445],[22752,43553],[24986,47339],[26291,49221],[29428,54015],[34875,62606],[36435,64737],[47296,80833],[62082,101676]
   ]
cell #84 :
  |C| = 56
  W-rep = phi[[4],[3]]+phi[[2],[5]]
  special rep = phi[[4],[3]] , dim = 35
  orbit = [8, 6]
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 35
     14 tau_infinity subcells with 1 member(s)
     21 tau_infinity subcells with 2 member(s)
  subcells = [
     [1030],[1641],[1902],[1931],[2906],[2935],[3329],[3347],[4571],[4894],[4912],[7422],[7440],[11353],
     [267,3950],[519,5834],[570,2446],[595,6492],[1055,9221],[1122,4211],[1151,4240],[1200,10133],[1330,11055],[1980,13935],[2085,6886],[2103,6904],[2149,14790],[2471,16571],[3393,19907],[4289,23910],[4958,25994],[6950,33010],[10179,42706],[13981,53168],[23956,78287]
   ]
cell #85 :
  |C| = 147
  W-rep = phi[[4, 2],[1]]+phi[[4, 1],[2]]
  special rep = phi[[4, 1],[2]] , dim = 84
  orbit = [8, 4, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     21 tau_infinity subcells with 1 member(s)
     63 tau_infinity subcells with 2 member(s)
  subcells = [
     [6430],[6557],[6569],[6615],[9159],[10049],[10295],[10343],[13341],[13851],[15115],[15546],[16509],[20232],[21953],[23316],[23826],[28629],[29992],[33335],[45341],
     [212,38215],[450,50376],[475,27723],[639,58962],[835,35307],[891,65851],[920,37463],[969,19538],[1099,71579],[1261,75495],[1286,44435],[1572,47556],[1601,25358],[1680,84491],[1698,50154],[1744,27133],[2041,90367],[2066,54897],[2307,95557],[2336,58210],[2385,32641],[2647,34541],[2809,62795],[2827,35085],[2873,17668],[2975,105307],[3000,9286],[3012,9298],[3058,9344],[3551,112711],[3580,70827],[3629,41108],[3989,118849],[4007,75273],[4053,43845],[4530,46895],[4548,24700],[4770,12294],[4782,12306],[4828,12352],[4991,129789],[5020,83624],[5074,14097],[5122,14145],[5873,138229],[5891,90145],[5937,54307],[7259,34394],[7382,17285],[7394,17297],[7463,154271],[7717,18210],[7765,18258],[7996,157360],[8014,105085],[8060,65029],[8196,20663],[11341,24608],[11503,24922],[11579,184370],[11597,126831],[11978,26110],[17027,216246]
   ]
cell #86 :
  |C| = 56
  W-rep = phi[[4],[3]]+phi[[2],[5]]
  special rep = phi[[4],[3]] , dim = 35
  orbit = [8, 6]
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 35
     14 tau_infinity subcells with 1 member(s)
     21 tau_infinity subcells with 2 member(s)
  subcells = [
     [1031],[1642],[1903],[1930],[2907],[2934],[3346],[4572],[4911],[5548],[7439],[7876],[11543],[17019],
     [268,3951],[520,5835],[571,2447],[594,6491],[598,6464],[1054,9220],[1058,9193],[1123,4212],[1150,4239],[1154,9793],[1331,11056],[1934,13595],[2102,6903],[2470,16570],[2474,16543],[2938,18167],[3664,10769],[4243,23570],[6495,31270],[9224,39737],[16574,60484]
   ]
cell #87 :
  |C| = 147
  W-rep = phi[[4, 2],[1]]+phi[[4, 1],[2]]
  special rep = phi[[4, 1],[2]] , dim = 84
  orbit = [8, 4, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     21 tau_infinity subcells with 1 member(s)
     63 tau_infinity subcells with 2 member(s)
  subcells = [
     [3913],[3996],[4031],[5797],[6408],[6564],[6604],[8765],[9137],[10038],[10287],[10338],[11018],[13840],[15110],[16115],[16487],[20227],[21232],[23815],[33330],
     [213,19527],[451,27122],[474,27718],[478,13319],[640,32630],[836,17657],[892,37272],[919,37458],[923,19072],[1100,41097],[1262,43834],[1285,44430],[1289,23294],[1573,25167],[1600,25353],[1604,11886],[1687,5880],[1697,50149],[1722,5915],[2042,54296],[2065,54892],[2069,29970],[2308,58019],[2335,58205],[2339,32175],[2648,17106],[2816,8003],[2826,35080],[2851,8038],[2976,65018],[3004,65791],[3007,9293],[3047,9333],[3552,70636],[3579,70822],[3583,40642],[4006,75268],[4537,11586],[4547,24695],[4774,47496],[4777,12301],[4817,12341],[4992,83433],[5019,83619],[5023,49418],[5066,14089],[5117,14140],[5890,90140],[6561,95497],[7386,34481],[7389,17292],[7464,102348],[7709,18202],[7760,18253],[8013,105080],[9290,112651],[11345,46803],[11495,24914],[11596,126826],[12298,129729],[17007,34446],[17289,154211],[24612,183733]
   ]
cell #88 :
  |C| = 56
  W-rep = phi[[4],[3]]+phi[[2],[5]]
  special rep = phi[[4],[3]] , dim = 35
  orbit = [8, 6]
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 35
     14 tau_infinity subcells with 1 member(s)
     21 tau_infinity subcells with 2 member(s)
  subcells = [
     [1932],[2936],[3348],[3388],[4913],[4953],[5569],[7441],[7897],[8811],[11564],[12134],[17244],[24603],
     [269,10134],[521,13936],[572,14791],[596,6493],[1032,19908],[1056,9222],[1152,4241],[1195,10174],[1332,23911],[1643,25995],[1975,13976],[2104,6905],[2144,6945],[2448,33011],[2472,16572],[3685,10790],[3952,42707],[4284,23951],[5836,53169],[6082,16161],[11057,78288]
   ]
cell #89 :
  |C| = 56
  W-rep = phi[[4],[3]]+phi[[2],[5]]
  special rep = phi[[4],[3]] , dim = 35
  orbit = [8, 6]
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 35
     14 tau_infinity subcells with 1 member(s)
     21 tau_infinity subcells with 2 member(s)
  subcells = [
     [5632],[7960],[8840],[8915],[12163],[12238],[13446],[17273],[18018],[19688],[24891],[25775],[34730],[46837],
     [1204,22138],[1984,28814],[2153,30376],[2224,15310],[3397,38843],[3468,20427],[3748,10853],[3863,22213],[4293,45526],[4962,48734],[5747,28889],[6111,16190],[6186,16265],[6954,59590],[7025,33530],[9644,23421],[10183,73853],[10968,45601],[13985,88725],[14571,32791],[23960,123083]
   ]
cell #90 :
  |C| = 35
  W-rep = phi[[5, 1],[1]]
  special rep = phi[[5, 1],[1]] , dim = 35
  orbit = [10, 2, 2]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 35
     35 tau_infinity subcells with 1 member(s)
  subcells = [
     [2600],[2802],[3312],[4452],[4685],[5346],[6869],[7245],[7281],[7554],[8427],[9598],[10567],[11321],[11703],[12835],[14369],[15777],[16963],[18482],[18889],[20894],[22810],[26341],[29486],[31992],[34925],[36493],[40459],[47354],[49235],[62095],[62620],[80327],[101604]
   ]
cell #91 :
  |C| = 56
  W-rep = phi[[4],[3]]+phi[[2],[5]]
  special rep = phi[[4],[3]] , dim = 35
  orbit = [8, 6]
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 35
     14 tau_infinity subcells with 1 member(s)
     21 tau_infinity subcells with 2 member(s)
  subcells = [
     [13581],[18153],[19733],[19884],[25820],[25971],[27999],[34775],[35865],[38536],[47201],[48427],[62402],[80298],
     [3933,42532],[5817,52994],[6221,55522],[6450,31256],[8950,68139],[9179,39723],[9779,23556],[10110,42683],[11038,78113],[12273,82656],[13912,53145],[14616,32836],[14767,32987],[16300,97845],[16529,60470],[21323,44711],[22248,117014],[23887,78264],[28924,136394],[30069,59283],[45636,179556]
   ]
cell #92 :
  |C| = 147
  W-rep = phi[[4, 2],[1]]+phi[[4, 1],[2]]
  special rep = phi[[4, 1],[2]] , dim = 84
  orbit = [8, 4, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     21 tau_infinity subcells with 1 member(s)
     63 tau_infinity subcells with 2 member(s)
  subcells = [
     [2253],[2324],[3497],[3898],[4017],[5521],[5782],[6394],[6576],[6592],[7054],[9123],[10026],[10302],[10742],[11003],[13828],[14544],[15484],[16473],[23803],
     [214,8750],[452,12971],[476,13305],[641,16100],[837,7690],[908,3568],[921,19058],[964,19515],[1101,21217],[1263,22946],[1287,23280],[1589,5008],[1602,11872],[1699,26896],[1708,5901],[1739,27110],[2043,29622],[2067,29956],[2337,32161],[2380,32618],[2828,17431],[2837,8024],[2868,17645],[2977,36629],[3019,9305],[3025,37188],[3035,9321],[3581,40628],[3624,41085],[4008,43608],[4048,43822],[4549,24779],[4789,12313],[4795,25083],[4805,12329],[5021,49404],[5069,50002],[5081,14104],[5892,54070],[5932,54284],[6582,57935],[7401,17304],[7407,34628],[7712,34933],[7724,18217],[8015,64792],[8055,65006],[8134,20601],[9311,70552],[10290,75121],[11498,46982],[11510,24929],[11598,80888],[11916,26048],[12319,83349],[14092,89993],[17010,62037],[17187,34793],[17310,102264],[18205,104933],[24591,46846],[24917,126679],[34449,153567]
   ]
cell #93 :
  |C| = 28
  W-rep = phi[[5],[2]]+phi[[1],[6]]
  special rep = phi[[5],[2]] , dim = 21
  orbit = [10, 4]
  depth of tau_infinity partitioning = 1
  number of tau_infinity subcells = 21
     14 tau_infinity subcells with 1 member(s)
     7 tau_infinity subcells with 2 member(s)
  subcells = [
     [1033],[1644],[1904],[2908],[3330],[4573],[4895],[5543],[7423],[7871],[11354],[11538],[17014],[24547],
     [271,3953],[523,5837],[573,2449],[1124,4213],[1334,11058],[2086,6887],[3659,10764]
   ]
cell #94 :
  |C| = 35
  W-rep = phi[[5, 1],[1]]
  special rep = phi[[5, 1],[1]] , dim = 35
  orbit = [10, 2, 2]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 35
     35 tau_infinity subcells with 1 member(s)
  subcells = [
     [216],[453],[643],[838],[893],[1103],[1264],[1574],[1681],[2044],[2309],[2649],[2810],[2978],[2999],[3553],[3990],[4531],[4769],[4993],[5874],[6556],[7260],[7381],[7465],[7997],[9285],[11340],[11580],[12293],[16965],[17028],[17284],[24607],[34382]
   ]
cell #95 :
  |C| = 35
  W-rep = phi[[5, 1],[1]]
  special rep = phi[[5, 1],[1]] , dim = 35
  orbit = [10, 2, 2]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 35
     35 tau_infinity subcells with 1 member(s)
  subcells = [
     [2521],[2535],[2596],[2789],[3279],[4400],[4459],[4681],[5333],[6836],[7292],[7561],[8423],[9565],[10554],[11714],[12842],[14356],[15773],[18469],[18900],[20890],[22817],[26337],[29493],[32003],[34921],[36500],[40470],[47361],[49246],[62102],[62631],[80338],[101606]
   ]
cell #96 :
  |C| = 56
  W-rep = phi[[4],[3]]+phi[[2],[5]]
  special rep = phi[[4],[3]] , dim = 35
  orbit = [8, 6]
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 35
     14 tau_infinity subcells with 1 member(s)
     21 tau_infinity subcells with 2 member(s)
  subcells = [
     [493],[843],[1001],[1018],[1454],[1612],[1629],[1907],[2652],[2911],[3339],[4431],[4904],[7432],
     [241,1304],[541,2417],[558,2434],[1127,4216],[1179,3938],[1959,5822],[2095,6896],[2187,6468],[3431,9197],[3794,10125],[4268,11043],[5678,13927],[6173,14782],[6988,16547],[8902,19899],[10899,23902],[12225,25986],[16252,33002],[22200,42698],[28876,53160],[45588,78279]
   ]
cell #97 :
  |C| = 105
  W-rep = phi[[4, 1],[2]]+phi[[1, 1],[5]]
  special rep = phi[[4, 1],[2]] , dim = 84
  orbit = [8, 4, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     63 tau_infinity subcells with 1 member(s)
     21 tau_infinity subcells with 2 member(s)
  subcells = [
     [490],[840],[1005],[1451],[1616],[1892],[1911],[2556],[2656],[2896],[2915],[3360],[4405],[4480],[4561],[4741],[4925],[5459],[5594],[7297],[7323],[7582],[7663],[7922],[8483],[8667],[10680],[11719],[11745],[11854],[12863],[12944],[13203],[14482],[15833],[16017],[18905],[18931],[19040],[20950],[21134],[22838],[22919],[23178],[26397],[29514],[29595],[29854],[32008],[32034],[32143],[36521],[36602],[40475],[40501],[40610],[47382],[49251],[49277],[49386],[62636],[62662],[80343],
     [238,1301],[545,2421],[1112,4201],[1131,4220],[2116,6917],[2191,6472],[3435,9201],[3710,10815],[3815,10146],[5699,13948],[6292,15272],[6992,16551],[9021,20389],[9922,21829],[10920,23923],[13724,28505],[16371,33492],[19411,38091],[23699,45217],[32514,58838],[40981,71455]
   ]
cell #98 :
  |C| = 35
  W-rep = phi[[5, 1],[1]]
  special rep = phi[[5, 1],[1]] , dim = 35
  orbit = [10, 2, 2]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 35
     35 tau_infinity subcells with 1 member(s)
  subcells = [
     [1364],[1412],[1548],[1864],[2529],[2579],[2746],[3197],[4173],[4391],[4453],[4664],[5290],[6057],[6754],[7555],[8406],[9483],[10511],[12491],[12836],[14313],[15756],[18426],[20873],[22811],[25019],[26320],[29487],[34904],[36494],[46876],[47355],[62096],[80248]
   ]
cell #99 :
  |C| = 56
  W-rep = phi[[4],[3]]+phi[[2],[5]]
  special rep = phi[[4],[3]] , dim = 35
  orbit = [8, 6]
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 35
     14 tau_infinity subcells with 1 member(s)
     21 tau_infinity subcells with 2 member(s)
  subcells = [
     [501],[851],[1010],[1014],[1621],[1625],[1895],[2661],[2899],[3327],[4564],[4892],[7420],[11351],
     [249,1312],[550,2426],[554,2430],[586,2267],[1046,3511],[1115,4204],[1171,3930],[1175,3934],[1951,5814],[1955,5818],[2083,6884],[2140,6218],[2462,7068],[3384,8947],[4260,11035],[4264,11039],[4949,12270],[6941,16297],[10170,22245],[13972,28921],[23947,45633]
   ]
cell #100 :
  |C| = 105
  W-rep = phi[[4, 1],[2]]+phi[[1, 1],[5]]
  special rep = phi[[4, 1],[2]] , dim = 84
  orbit = [8, 4, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     63 tau_infinity subcells with 1 member(s)
     21 tau_infinity subcells with 2 member(s)
  subcells = [
     [495],[845],[1004],[1020],[1456],[1615],[1631],[1886],[1910],[1916],[2597],[2655],[2790],[2890],[2914],[2920],[3280],[4479],[4555],[4682],[4740],[4746],[5334],[5458],[5464],[6837],[7263],[7287],[7581],[8424],[8482],[8488],[9566],[10555],[10679],[10685],[11327],[11709],[12862],[14357],[14481],[14487],[15774],[15832],[15838],[18470],[18895],[20891],[20949],[20955],[22837],[26338],[26396],[26402],[29513],[31998],[34922],[36520],[40465],[47381],[49241],[62626],[80333],
     [243,1306],[544,2420],[560,2436],[1106,4195],[1130,4219],[1136,4225],[1181,3940],[1961,5824],[2190,6471],[2196,6477],[3434,9200],[3440,9206],[3839,9967],[4270,11045],[5723,13769],[6991,16550],[6997,16556],[8691,19456],[10944,23744],[16041,32559],[21158,41026]
   ]
cell #101 :
  |C| = 35
  W-rep = phi[[5, 1],[1]]
  special rep = phi[[5, 1],[1]] , dim = 35
  orbit = [10, 2, 2]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 35
     35 tau_infinity subcells with 1 member(s)
  subcells = [
     [712],[802],[992],[1392],[1518],[1813],[2408],[2543],[2565],[2726],[3167],[3652],[4122],[4408],[4650],[5270],[6006],[6724],[7219],[8129],[8392],[9453],[10491],[12461],[14293],[15742],[17368],[18406],[20859],[24999],[26306],[34467],[34890],[46862],[62006]
   ]
cell #102 :
  |C| = 56
  W-rep = phi[[4],[3]]+phi[[2],[5]]
  special rep = phi[[4],[3]] , dim = 35
  orbit = [8, 6]
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 35
     14 tau_infinity subcells with 1 member(s)
     21 tau_infinity subcells with 2 member(s)
  subcells = [
     [1923],[2927],[3345],[3373],[4910],[4938],[5564],[7438],[7892],[8810],[11559],[12133],[17243],[24602],
     [262,10131],[514,13933],[569,14788],[577,6484],[1029,19905],[1037,9213],[1143,4232],[1160,10159],[1325,23908],[1640,25992],[1940,13961],[2101,6902],[2129,6930],[2445,33008],[2453,16563],[3680,10785],[3949,42704],[4249,23936],[5833,53166],[6081,16160],[11054,78285]
   ]
cell #103 :
  |C| = 56
  W-rep = phi[[4],[3]]+phi[[2],[5]]
  special rep = phi[[4],[3]] , dim = 35
  orbit = [8, 6]
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 35
     14 tau_infinity subcells with 1 member(s)
     21 tau_infinity subcells with 2 member(s)
  subcells = [
     [5646],[7974],[8844],[8936],[12167],[12259],[13452],[17277],[18024],[19689],[24897],[25776],[34731],[46838],
     [1220,22142],[2000,28818],[2159,30380],[2258,15324],[3403,38847],[3502,20441],[3762,10867],[3919,22234],[4309,45530],[4968,48738],[5803,28910],[6115,16194],[6207,16286],[6960,59594],[7059,33544],[9650,23427],[10189,73857],[11024,45622],[13991,88729],[14572,32792],[23966,123087]
   ]
cell #104 :
  |C| = 105
  W-rep = phi[[4, 1],[2]]+phi[[1, 1],[5]]
  special rep = phi[[4, 1],[2]] , dim = 84
  orbit = [8, 4, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     63 tau_infinity subcells with 1 member(s)
     21 tau_infinity subcells with 2 member(s)
  subcells = [
     [504],[854],[1017],[1549],[1628],[1865],[1898],[1905],[2787],[2902],[2909],[3198],[3277],[3337],[4174],[4567],[4643],[4735],[4902],[5331],[5453],[5546],[6058],[6755],[6834],[7374],[7430],[7531],[7874],[8385],[8477],[9484],[9563],[10552],[10674],[11478],[11541],[11644],[12492],[12812],[14354],[14476],[15735],[15827],[17017],[17125],[18467],[18830],[20852],[20944],[22787],[24583],[26299],[26391],[29463],[31933],[34883],[36470],[40400],[47331],[49176],[62561],[80322],
     [252,1315],[557,2433],[589,2270],[1049,3514],[1118,4207],[1125,4214],[1178,3937],[1190,3858],[1958,5821],[1970,5742],[2093,6894],[2185,6466],[2465,7071],[3289,8710],[3429,9195],[3662,10767],[4267,11042],[4279,10963],[6846,16060],[6986,16545],[9575,21177]
   ]
cell #105 :
  |C| = 35
  W-rep = phi[[3],[4]]
  special rep = phi[[3],[4]] , dim = 35
  orbit = [7, 7]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 35
     35 tau_infinity subcells with 1 member(s)
  subcells = [
     [260],[512],[567],[576],[1027],[1036],[1142],[1323],[1638],[1922],[2100],[2443],[2452],[2926],[3344],[3947],[4231],[4909],[5831],[6483],[6901],[7437],[9212],[10130],[11052],[13932],[14787],[16562],[19904],[23907],[25991],[33007],[42703],[53165],[78284]
   ]
cell #106 :
  |C| = 35
  W-rep = phi[[5, 1],[1]]
  special rep = phi[[5, 1],[1]] , dim = 35
  orbit = [10, 2, 2]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 35
     35 tau_infinity subcells with 1 member(s)
  subcells = [
     [383],[487],[768],[963],[1298],[1434],[1476],[1779],[2078],[2379],[2607],[2684],[3125],[3623],[4088],[4422],[4489],[5063],[5228],[5972],[6682],[7246],[8095],[9411],[10449],[11302],[11622],[12419],[14251],[17326],[18364],[24621],[24957],[34453],[46781]
   ]
cell #107 :
  |C| = 35
  W-rep = phi[[5, 1],[1]]
  special rep = phi[[5, 1],[1]] , dim = 35
  orbit = [10, 2, 2]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 35
     35 tau_infinity subcells with 1 member(s)
  subcells = [
     [1553],[1879],[2719],[3202],[4188],[4524],[4613],[5263],[6072],[6759],[7344],[7491],[8355],[9488],[10484],[11339],[11438],[12496],[12772],[14286],[15705],[16995],[18399],[20822],[22747],[24545],[24992],[26269],[29423],[34853],[36430],[46861],[47291],[62077],[80246]
   ]
cell #108 :
  |C| = 56
  W-rep = phi[[4],[3]]+phi[[2],[5]]
  special rep = phi[[4],[3]] , dim = 35
  orbit = [8, 6]
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 35
     14 tau_infinity subcells with 1 member(s)
     21 tau_infinity subcells with 2 member(s)
  subcells = [
     [8940],[12263],[13456],[13576],[18028],[18148],[19728],[24901],[25815],[27955],[34770],[35821],[47157],[62060],
     [2264,31131],[3508,39598],[3768,41613],[3923,22238],[5652,52075],[5807,28914],[6211,16290],[6445,31251],[7065,60345],[7980,64201],[9174,39718],[9654,23431],[9774,23551],[10873,77194],[11028,45626],[14611,32831],[15330,93907],[16524,60465],[20447,111061],[21279,44667],[33550,149965]
   ]
cell #109 :
  |C| = 105
  W-rep = phi[[4, 1],[2]]+phi[[1, 1],[5]]
  special rep = phi[[4, 1],[2]] , dim = 84
  orbit = [8, 4, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     63 tau_infinity subcells with 1 member(s)
     21 tau_infinity subcells with 2 member(s)
  subcells = [
     [1859],[1929],[2933],[3108],[3263],[3377],[4168],[4878],[4942],[5198],[5432],[5568],[5607],[6052],[6665],[6820],[7841],[7896],[7935],[8175],[8295],[8830],[9394],[9549],[10419],[10653],[11563],[11957],[12077],[12153],[12402],[12542],[13416],[14221],[14455],[15525],[15645],[17228],[17263],[17754],[17988],[18334],[18490],[20642],[20762],[22517],[24837],[24861],[25436],[26089],[26209],[29193],[31593],[34438],[34656],[34834],[36200],[40060],[46826],[47271],[48836],[62486],[80310],
     [266,10099],[518,13901],[583,6490],[993,19588],[1043,9219],[1149,4238],[1164,10163],[1329,23876],[1944,13965],[2133,6934],[2164,15285],[2409,32691],[2459,16569],[3408,20402],[3653,41158],[3684,10789],[3723,10828],[4253,23940],[6101,16180],[6965,33505],[9614,23391]
   ]
cell #110 :
  |C| = 35
  W-rep = phi[[5, 1],[1]]
  special rep = phi[[5, 1],[1]] , dim = 35
  orbit = [10, 2, 2]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 35
     35 tau_infinity subcells with 1 member(s)
  subcells = [
     [488],[928],[1299],[1609],[1702],[2079],[2344],[2831],[3006],[3588],[4011],[4552],[4776],[5028],[5064],[5895],[6563],[7388],[7707],[8018],[9292],[10285],[11347],[11493],[11601],[12300],[14087],[17005],[17291],[18200],[24546],[24614],[24912],[34444],[46780]
   ]
cell #111 :
  |C| = 27
  W-rep = phi[[5],[1, 1]]+phi[[],[6, 1]]
  special rep = phi[[5],[1, 1]] , dim = 21
  orbit = [10, 2, 1, 1]
  depth of tau_infinity partitioning = 1
  number of tau_infinity subcells = 21
     15 tau_infinity subcells with 1 member(s)
     6 tau_infinity subcells with 2 member(s)
  subcells = [
     [1068],[1939],[2943],[3351],[4916],[5550],[7444],[7878],[8806],[11545],[12129],[17021],[17239],[24598],[34381],
     [292,4388],[608,2484],[1159,4248],[2107,6908],[3666,10771],[6077,16156]
   ]
cell #112 :
  |C| = 147
  W-rep = phi[[4, 2],[1]]+phi[[4, 1],[2]]
  special rep = phi[[4, 1],[2]] , dim = 84
  orbit = [8, 4, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     21 tau_infinity subcells with 1 member(s)
     63 tau_infinity subcells with 2 member(s)
  subcells = [
     [4090],[6690],[10380],[10460],[15152],[15592],[20269],[21999],[22567],[28675],[30907],[33372],[39374],[41987],[45387],[52449],[60121],[66970],[77568],[96676],[113830],
     [315,11624],[678,17036],[770,8097],[1361,24562],[1400,24709],[1484,12427],[1781,5974],[2576,34495],[2615,17334],[2695,18375],[2734,35094],[3133,9419],[4500,24968],[4661,47510],[4700,25395],[5159,14182],[5239,14262],[5278,50163],[7311,34551],[7602,35353],[7802,18295],[8242,20709],[8403,65805],[8442,37500],[10499,75282],[11733,47566],[12024,26156],[12592,29243],[12883,50422],[13083,27760],[14301,90154],[15753,95511],[15792,58247],[17804,36250],[18414,105094],[18919,65861],[19210,38261],[20870,112665],[20909,70864],[22858,75541],[23058,44472],[25007,126840],[25275,47835],[26317,129743],[26356,83661],[27269,51319],[29534,90413],[29734,54934],[32022,95567],[32313,59008],[34901,154225],[36541,105353],[37380,66130],[40489,112721],[40780,71625],[43981,76438],[46873,183747],[49265,129799],[54443,91310],[58127,95836],[62650,154281],[70744,112990],[83541,130068]
   ]
cell #113 :
  |C| = 147
  W-rep = phi[[4, 2],[1]]+phi[[4, 1],[2]]
  special rep = phi[[4, 1],[2]] , dim = 84
  orbit = [8, 4, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     21 tau_infinity subcells with 1 member(s)
     63 tau_infinity subcells with 2 member(s)
  subcells = [
     [10467],[10487],[15599],[15716],[22006],[22611],[22619],[28682],[30951],[30959],[39418],[39426],[42364],[45394],[52826],[60165],[60173],[67347],[77945],[97053],[114207],
     [323,46964],[695,62123],[778,62864],[1368,46794],[1388,24995],[1501,81089],[1528,47879],[1789,84560],[2539,34463],[2702,18382],[2722,18402],[2751,35360],[3150,106253],[3177,66174],[4098,118918],[4507,24975],[4624,26280],[4632,47573],[5246,14269],[5266,14289],[5295,50429],[5406,51363],[5982,138298],[6707,145157],[6734,95880],[7355,34864],[7363,34558],[8105,157429],[8249,20716],[8366,20833],[8374,65868],[8578,38268],[9436,166619],[9463,113034],[10516,75548],[10627,76482],[11632,184439],[12031,26163],[12444,187634],[12471,130112],[12636,29287],[12644,29295],[13015,51371],[14318,90420],[14429,91354],[15724,95574],[15928,59015],[17351,216854],[17848,36294],[17856,36302],[18431,105360],[18706,66182],[20841,112728],[21045,71632],[22990,76490],[24625,250615],[25652,47887],[26288,129806],[29666,91362],[31809,95888],[34872,154288],[40276,113042],[49052,130120]
   ]
cell #114 :
  |C| = 147
  W-rep = phi[[4, 2],[1]]+phi[[4, 1],[2]]
  special rep = phi[[4, 1],[2]] , dim = 84
  orbit = [8, 4, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     21 tau_infinity subcells with 1 member(s)
     63 tau_infinity subcells with 2 member(s)
  subcells = [
     [10386],[10468],[10486],[15158],[15600],[15715],[20275],[22007],[22044],[22610],[28683],[28720],[30950],[33378],[38306],[39417],[45395],[45432],[59053],[60164],[71670],
     [326,46963],[377,47878],[696,62122],[781,62863],[786,35361],[957,66173],[1369,46793],[1387,24994],[1490,47574],[1502,81088],[1792,84559],[1797,50430],[1843,51362],[2373,95879],[2538,34462],[2621,34559],[2703,18383],[2721,18401],[3139,65869],[3151,106252],[3241,38269],[3617,113033],[4101,118917],[4106,75549],[4152,76481],[4508,24976],[4623,26279],[5057,130111],[5165,14188],[5247,14270],[5265,14288],[5368,27766],[5985,138297],[5990,90421],[6036,91353],[6696,95575],[6708,145156],[6798,59016],[7354,34863],[7808,18301],[8108,157428],[8113,105361],[8250,20717],[8287,37506],[8365,20832],[9425,112729],[9437,166618],[9527,71633],[10589,44478],[11635,184438],[12032,26164],[12069,25401],[12433,129807],[12445,187633],[12635,29286],[14391,54940],[15637,58253],[17340,154289],[17352,216853],[17847,36293],[20754,70870],[24626,250614],[26201,83667]
   ]
cell #115 :
  |C| = 147
  W-rep = phi[[4, 2],[1]]+phi[[4, 1],[2]]
  special rep = phi[[4, 1],[2]] , dim = 84
  orbit = [8, 4, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     21 tau_infinity subcells with 1 member(s)
     63 tau_infinity subcells with 2 member(s)
  subcells = [
     [2346],[2352],[4040],[4075],[6417],[6612],[6627],[9146],[10046],[10061],[13848],[13863],[14997],[16496],[20114],[23823],[23838],[27605],[33217],[44317],[54779],
     [350,5030],[356,5036],[714,7467],[720,7473],[755,8082],[930,3590],[936,3596],[1372,11362],[1406,11431],[1421,11609],[1526,11895],[1731,5924],[1766,5959],[2533,16980],[2587,17108],[2740,17502],[2755,17680],[2860,8047],[3055,9341],[3070,9356],[3175,19081],[4457,24653],[4672,25169],[4825,12349],[4840,12364],[5284,26967],[5299,27145],[5404,13328],[6732,32184],[7559,35038],[7647,17665],[8414,37274],[8567,19535],[8582,19550],[9461,40651],[10505,43679],[10520,43857],[10625,23303],[12469,49427],[12840,50107],[12928,27130],[14307,54141],[14322,54319],[14427,29979],[15764,58021],[15917,32638],[15932,32653],[18420,64863],[18435,65041],[20881,70638],[21034,41105],[21049,41120],[22815,75226],[22903,43842],[25013,80959],[26328,83435],[29491,90098],[29579,54304],[34912,102350],[36498,105038],[36586,65026],[47359,126784],[62100,153592]
   ]
cell #116 :
  |C| = 147
  W-rep = phi[[4, 2],[1]]+phi[[4, 1],[2]]
  special rep = phi[[4, 1],[2]] , dim = 84
  orbit = [8, 4, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     21 tau_infinity subcells with 1 member(s)
     63 tau_infinity subcells with 2 member(s)
  subcells = [
     [2353],[4041],[4074],[6418],[6613],[6626],[6678],[9147],[10047],[10060],[13849],[13862],[14998],[16497],[20115],[23824],[23837],[27606],[33218],[44318],[54780],
     [357,5037],[721,7474],[754,8081],[937,3597],[1407,11432],[1420,11608],[1472,12415],[1527,11896],[1732,5925],[1765,5958],[2586,17107],[2603,17322],[2741,17503],[2754,17679],[2861,8048],[3056,9342],[3069,9355],[3121,9407],[3176,19082],[4418,24617],[4448,24641],[4671,25168],[4826,12350],[4839,12363],[5285,26968],[5298,27144],[5405,13329],[6733,32185],[7241,34407],[7550,35026],[7648,17666],[8413,37273],[8568,19536],[8581,19549],[9462,40652],[10506,43680],[10519,43856],[10626,23304],[12470,49428],[12831,50095],[12929,27131],[14308,54142],[14321,54318],[14428,29980],[15763,58020],[15918,32639],[15931,32652],[18421,64864],[18434,65040],[20880,70637],[21035,41106],[21048,41119],[22806,75214],[22904,43843],[25014,80960],[26327,83434],[29482,90086],[29580,54305],[34911,102349],[36489,105026],[36587,65027],[47350,126772],[62091,153580]
   ]
cell #117 :
  |C| = 147
  W-rep = phi[[4, 2],[1]]+phi[[4, 1],[2]]
  special rep = phi[[4, 1],[2]] , dim = 84
  orbit = [8, 4, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     21 tau_infinity subcells with 1 member(s)
     63 tau_infinity subcells with 2 member(s)
  subcells = [
     [6637],[6693],[10071],[10383],[10464],[13873],[15155],[15183],[15596],[15700],[20272],[20300],[22003],[23848],[27791],[28679],[33375],[33403],[44503],[45391],[54965],
     [376,25398],[765,35097],[784,35357],[956,37503],[1431,24712],[1487,12430],[1488,47570],[1776,50166],[1795,50426],[1842,27763],[2372,58250],[2618,17337],[2619,34555],[2688,62785],[2699,18379],[3080,9366],[3136,9422],[3137,65865],[3220,19560],[3239,38265],[3616,70867],[4085,75285],[4104,75545],[4151,44475],[4493,46885],[4504,24972],[4608,26264],[4850,12374],[5056,83664],[5162,14185],[5190,27155],[5232,84481],[5243,14266],[5969,90157],[5988,90417],[6035,54937],[6694,95571],[6777,32663],[6796,59012],[7250,62027],[7339,34848],[7805,18298],[7833,17690],[8092,105097],[8111,105357],[8246,20713],[8350,20817],[9423,112725],[9506,41130],[9525,71629],[10411,43867],[10453,118839],[11334,46856],[11619,126843],[12028,26160],[12431,129803],[14213,54329],[14255,138219],[17338,154285],[18326,65051],[18368,157350],[24961,184360],[34457,216236]
   ]
cell #118 :
  |C| = 147
  W-rep = phi[[4, 2],[1]]+phi[[4, 1],[2]]
  special rep = phi[[4, 1],[2]] , dim = 84
  orbit = [8, 4, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     21 tau_infinity subcells with 1 member(s)
     63 tau_infinity subcells with 2 member(s)
  subcells = [
     [10085],[10389],[10450],[10462],[13887],[15161],[15594],[15707],[19574],[20278],[22001],[22602],[23862],[28677],[30942],[32677],[33381],[39409],[41144],[45389],[60156],
     [380,47870],[480,51354],[766,62855],[795,35355],[960,66165],[975,38263],[1291,76473],[1432,46955],[1475,81087],[1493,47568],[1777,84551],[1806,50424],[1825,27769],[2071,91345],[2376,95871],[2391,59010],[2606,62121],[2624,34553],[2685,18365],[2697,18377],[3094,37509],[3124,106251],[3142,65863],[3620,113025],[3635,71627],[4086,118909],[4115,75543],[4134,44481],[4421,46792],[4490,24958],[4502,24970],[4615,26271],[4864,25404],[5060,130103],[5168,14191],[5229,14252],[5241,14264],[5970,138289],[5999,90415],[6018,54943],[6651,58256],[6681,145155],[6699,95569],[7247,34454],[7346,34855],[7811,18304],[8093,157420],[8122,105355],[8244,20711],[8357,20824],[9380,70873],[9410,166617],[9428,112723],[11620,184430],[12026,26158],[12388,83670],[12418,187632],[12436,129801],[12627,29278],[17325,216852],[17343,154283],[17839,36285],[24620,250613]
   ]
cell #119 :
  |C| = 147
  W-rep = phi[[4, 2],[1]]+phi[[4, 1],[2]]
  special rep = phi[[4, 1],[2]] , dim = 84
  orbit = [8, 4, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     21 tau_infinity subcells with 1 member(s)
     63 tau_infinity subcells with 2 member(s)
  subcells = [
     [6433],[6639],[6688],[9162],[10073],[10378],[10457],[13344],[13875],[15150],[15589],[15699],[16512],[20267],[21996],[23319],[23850],[28672],[29995],[33370],[45384],
     [381,25393],[481,27758],[767,35092],[794,35350],[961,37498],[972,19562],[974,38258],[1292,44470],[1433,24707],[1482,12425],[1492,47563],[1747,27157],[1778,50161],[1805,50419],[2072,54932],[2377,58245],[2388,32665],[2390,59005],[2613,17332],[2623,34548],[2689,62784],[2692,18372],[2876,17692],[3082,9368],[3131,9417],[3141,65858],[3621,70862],[3632,41132],[3634,71622],[4056,43869],[4087,75280],[4114,75538],[4494,46884],[4497,24965],[4607,26263],[4852,12376],[5061,83659],[5157,14180],[5233,84480],[5236,14259],[5940,54331],[5971,90152],[5998,90410],[6698,95564],[7251,62026],[7338,34847],[7800,18293],[8063,65053],[8094,105092],[8121,105350],[8239,20706],[8349,20816],[9427,112718],[10454,118838],[11333,46855],[11621,126838],[12021,26153],[12435,129796],[14256,138218],[17342,154278],[18369,157349],[24962,184359],[34458,216235]
   ]
cell #120 :
  |C| = 147
  W-rep = phi[[4, 2],[1]]+phi[[4, 1],[2]]
  special rep = phi[[4, 1],[2]] , dim = 84
  orbit = [8, 4, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     21 tau_infinity subcells with 1 member(s)
     63 tau_infinity subcells with 2 member(s)
  subcells = [
     [1231],[1237],[2296],[2317],[3891],[4019],[4025],[5775],[6396],[6402],[9125],[9131],[9948],[10996],[13750],[16475],[16481],[19437],[23725],[32540],[41007],
     [420,2011],[426,2017],[805,2945],[811,2951],[880,3540],[901,3561],[1436,4575],[1442,4581],[1561,4980],[1582,5001],[1710,5903],[1716,5909],[2551,7268],[2593,7328],[2636,7452],[2776,7683],[2839,8026],[2845,8032],[3231,8743],[4404,11317],[4475,11425],[4678,11750],[4721,11874],[4727,11880],[5320,12964],[5383,13307],[5389,13313],[6788,16093],[7296,17063],[7577,17496],[8420,18936],[8463,19060],[8469,19066],[9517,21210],[10541,22939],[10604,23282],[10610,23288],[11718,25124],[12858,26961],[14343,29615],[14406,29958],[14412,29964],[15770,32039],[15813,32163],[15819,32169],[18456,36622],[18904,37229],[20887,40506],[20930,40630],[20936,40636],[22833,43673],[26334,49282],[26377,49406],[26383,49412],[29509,54135],[32007,57976],[34918,62667],[36516,64857],[40474,70593],[47377,80953],[49250,83390],[62635,102305],[80342,126158]
   ]
cell #121 :
  |C| = 147
  W-rep = phi[[4, 2],[1]]+phi[[4, 1],[2]]
  special rep = phi[[4, 1],[2]] , dim = 84
  orbit = [8, 4, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     21 tau_infinity subcells with 1 member(s)
     63 tau_infinity subcells with 2 member(s)
  subcells = [
     [1238],[1253],[2243],[2295],[2318],[3487],[3851],[3892],[3986],[4018],[5735],[5776],[6395],[7044],[8703],[9124],[10956],[10997],[16053],[16474],[21170],
     [427,2018],[442,2033],[812,2952],[827,2967],[879,3539],[902,3562],[1443,4582],[1542,4758],[1560,4979],[1583,5002],[1677,5870],[1709,5902],[1838,5511],[2594,7329],[2635,7451],[2777,7684],[2806,7993],[2838,8025],[3191,8500],[3232,8744],[4147,10732],[4474,11424],[4527,11576],[4679,11751],[4720,11873],[5321,12965],[5382,13306],[6031,14534],[6748,15850],[6789,16094],[7256,17024],[7286,17051],[7576,17495],[8421,18937],[8462,19059],[9477,20967],[9518,21211],[10542,22940],[10603,23281],[11326,24572],[11708,25112],[12485,26414],[12857,26960],[14344,29616],[14405,29957],[15771,32040],[15812,32162],[18457,36623],[18894,37217],[20888,40507],[20929,40629],[22832,43672],[26335,49283],[26376,49405],[29508,54134],[31997,57964],[34919,62668],[36515,64856],[40464,70581],[47376,80952],[49240,83378],[62625,102293],[80332,126146]
   ]
cell #122 :
  |C| = 35
  W-rep = phi[[3],[4]]
  special rep = phi[[3],[4]] , dim = 35
  orbit = [7, 7]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 35
     35 tau_infinity subcells with 1 member(s)
  subcells = [
     [2229],[3473],[3753],[3866],[5637],[5750],[6189],[7030],[7965],[8918],[9647],[10858],[10971],[12241],[13449],[15315],[16268],[18021],[20432],[22216],[23424],[24894],[28892],[31124],[33535],[39591],[41606],[45604],[52068],[60338],[64194],[77187],[93900],[111054],[149958]
   ]
cell #123 :
  |C| = 147
  W-rep = phi[[4, 2],[1]]+phi[[4, 1],[2]]
  special rep = phi[[4, 1],[2]] , dim = 84
  orbit = [8, 4, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     21 tau_infinity subcells with 1 member(s)
     63 tau_infinity subcells with 2 member(s)
  subcells = [
     [2290],[2298],[2320],[3894],[3992],[4021],[5778],[6336],[6398],[6600],[9065],[9127],[10034],[10999],[13247],[13836],[16415],[16477],[23222],[23811],[29898],
     [874,3534],[882,3542],[904,3564],[1555,4974],[1563,4982],[1585,5004],[1683,5876],[1712,5905],[2630,7446],[2638,7454],[2779,7686],[2812,7999],[2841,8028],[3043,9329],[3234,8746],[4424,11356],[4477,11427],[4533,11582],[4723,11876],[4813,12337],[5323,12967],[5385,13309],[6791,16096],[7232,16979],[7316,17102],[7579,17498],[7635,17653],[8465,19062],[8555,19523],[9520,21213],[10544,22942],[10606,23284],[11389,24652],[11738,25163],[12860,26963],[12916,27118],[14346,29618],[14408,29960],[15815,32165],[15905,32626],[17460,35037],[18459,36625],[18924,37268],[20932,40632],[21022,41093],[22835,43675],[22891,43830],[26379,49408],[26925,50106],[29511,54137],[29567,54292],[32027,58015],[36518,64859],[36574,65014],[40494,70632],[43637,75225],[47379,80955],[49270,83429],[54099,90097],[62655,102344],[64821,105037],[80917,126783],[101697,153591]
   ]
cell #124 :
  |C| = 140
  W-rep = phi[[3, 3],[1]]+phi[[3, 1],[3]]
  special rep = phi[[3, 1],[3]] , dim = 105
  orbit = [6, 6, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     70 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [1246],[2236],[2301],[3480],[3875],[3994],[4024],[5759],[6198],[6371],[6401],[6602],[7037],[8927],[9100],[9130],[9756],[9947],[10036],[10980],[12250],[13558],[13749],[13838],[14668],[14987],[16277],[16450],[16480],[18130],[19436],[19785],[20104],[21715],[22225],[23533],[23724],[23813],[25872],[27595],[28391],[28901],[31233],[32539],[32888],[33207],[35279],[37977],[39700],[41006],[42584],[44307],[45103],[45613],[50348],[53046],[54769],[56026],[58724],[60447],[68643],[71341],[75467],[78165],[85890],[90339],[98349],[105279],[120248],[139628],
     [435,2026],[820,2960],[885,3545],[1566,4985],[1685,5878],[1715,5908],[2641,7457],[2814,8001],[2844,8031],[3045,9331],[4535,11584],[4726,11879],[4815,12339],[5388,13312],[7318,17104],[7637,17655],[8468,19065],[8557,19525],[10609,23287],[11740,25165],[12918,27120],[14411,29963],[15818,32168],[15907,32628],[18926,37270],[20935,40635],[21024,41095],[22893,43832],[26382,49411],[29569,54294],[32029,58017],[36576,65016],[40496,70634],[49272,83431],[62657,102346]
   ]
cell #125 :
  |C| = 147
  W-rep = phi[[4, 2],[1]]+phi[[4, 1],[2]]
  special rep = phi[[4, 1],[2]] , dim = 84
  orbit = [8, 4, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     21 tau_infinity subcells with 1 member(s)
     63 tau_infinity subcells with 2 member(s)
  subcells = [
     [15179],[15609],[15719],[15743],[20296],[22016],[22614],[22767],[27787],[28692],[30954],[31747],[33399],[39421],[42302],[44499],[45404],[52764],[54961],[60168],[77883],
     [710,62192],[797,63211],[977,67285],[1391,80362],[1516,81158],[1536,47882],[1808,84907],[1832,51366],[2393,96991],[2542,62016],[2566,34891],[2712,62867],[2725,102481],[3165,106322],[3185,66177],[3216,38278],[3637,114145],[4117,119265],[4141,76485],[4409,46863],[4517,46967],[4627,26283],[4651,26307],[5186,50439],[5256,84563],[5269,131055],[6001,138645],[6025,91357],[6722,145226],[6742,95883],[6773,59025],[7358,34867],[7511,36450],[7829,35370],[8124,157776],[8259,20726],[8369,20836],[8393,20860],[9451,166688],[9471,113037],[9502,71642],[10407,75558],[10477,118921],[10490,174217],[11458,47311],[12041,26173],[12459,187703],[12479,130115],[12639,29290],[12792,29443],[14209,90430],[14279,138301],[14292,197529],[17366,216923],[17851,36297],[18322,105370],[18392,157432],[18405,220178],[18644,40214],[24985,184442],[24998,251188],[25590,48990],[34466,286276]
   ]
cell #126 :
  |C| = 147
  W-rep = phi[[4, 2],[1]]+phi[[4, 1],[2]]
  special rep = phi[[4, 1],[2]] , dim = 84
  orbit = [8, 4, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     21 tau_infinity subcells with 1 member(s)
     63 tau_infinity subcells with 2 member(s)
  subcells = [
     [31054],[31774],[31955],[31993],[39521],[42329],[43324],[43570],[51466],[52791],[56340],[57593],[60268],[68957],[73260],[76585],[77910],[88132],[91457],[98663],[122490],
     [2598,101788],[2797,102969],[3307,108171],[4451,126174],[4683,127036],[4752,81549],[5341,131543],[5505,86204],[6864,147075],[7244,101612],[7282,62621],[7538,102559],[7553,154406],[8425,158828],[8494,106713],[8728,67312],[9593,168537],[10562,174705],[10726,120562],[11322,80328],[11485,80440],[11666,49198],[11704,49236],[12739,84934],[12819,131133],[12834,189088],[14364,198017],[14528,139942],[15775,205778],[15844,145617],[16078,97018],[17147,62583],[17393,64754],[17951,63238],[18477,220666],[18671,40241],[18852,40422],[18890,40460],[20892,230626],[20961,167079],[21195,114172],[22714,119292],[22794,174295],[22809,239186],[24741,80850],[25617,49017],[26339,254585],[26408,188094],[26612,53786],[26858,54032],[29390,138672],[29470,197607],[29485,265186],[34923,286881],[35593,64508],[36397,157803],[36477,220256],[36492,290070],[36846,70210],[47338,251266],[47353,323086],[48141,83007],[62094,358929]
   ]
cell #127 :
  |C| = 35
  W-rep = phi[[3],[4]]
  special rep = phi[[3],[4]] , dim = 35
  orbit = [7, 7]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 35
     35 tau_infinity subcells with 1 member(s)
  subcells = [
     [1202],[1982],[2151],[2223],[3395],[3467],[3747],[4291],[4960],[5631],[6110],[6952],[7024],[7959],[8839],[10181],[10852],[12162],[13983],[15309],[16189],[17272],[20426],[22137],[23958],[28813],[30375],[33529],[38842],[45525],[48733],[59589],[73852],[88724],[123082]
   ]
cell #128 :
  |C| = 35
  W-rep = phi[[3],[4]]
  special rep = phi[[3],[4]] , dim = 35
  orbit = [7, 7]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 35
     35 tau_infinity subcells with 1 member(s)
  subcells = [
     [3874],[5758],[6197],[6364],[8926],[9093],[9749],[10979],[12249],[13551],[14607],[16276],[16443],[18123],[19724],[22224],[23526],[25811],[28900],[31226],[32827],[34766],[39693],[42523],[45612],[52985],[55513],[60440],[68130],[78104],[82647],[97836],[117005],[136385],[179547]
   ]
cell #129 :
  |C| = 147
  W-rep = phi[[4, 2],[1]]+phi[[4, 1],[2]]
  special rep = phi[[4, 1],[2]] , dim = 84
  orbit = [8, 4, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     21 tau_infinity subcells with 1 member(s)
     63 tau_infinity subcells with 2 member(s)
  subcells = [
     [56501],[57635],[57906],[57958],[69118],[73302],[74787],[75139],[86365],[88174],[93220],[95001],[98824],[110374],[116224],[120723],[122532],[135604],[140103],[149278],[178766],
     [7333,153672],[7698,154929],[8758,161025],[11382,183758],[11755,184618],[11891,127483],[12979,189611],[13324,133173],[16108,207975],[16993,153512],[17045,102287],[17435,154484],[17453,217029],[18941,221734],[19077,159275],[19503,108213],[21225,232823],[22954,239709],[23299,176335],[24566,126140],[24783,126252],[25054,83320],[25106,83372],[26773,131585],[26900,189166],[26918,256011],[29630,265709],[29975,199647],[32044,274194],[32180,206225],[32606,147117],[34599,102235],[34951,104951],[35754,103011],[36637,290593],[36888,70252],[37159,70523],[37211,70575],[40511,300908],[40647,231073],[41073,168579],[43485,174747],[43612,239264],[43630,309935],[47000,126697],[48183,83049],[49287,326288],[49423,255032],[49668,89659],[50020,90011],[53947,198059],[54074,265264],[54092,336891],[62672,359424],[63514,104599],[64669,220708],[64796,290148],[64814,362314],[65295,112155],[80892,323164],[80910,394964],[81866,129233],[101690,428962]
   ]
cell #130 :
  |C| = 147
  W-rep = phi[[4, 2],[1]]+phi[[4, 1],[2]]
  special rep = phi[[4, 1],[2]] , dim = 84
  orbit = [8, 4, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     21 tau_infinity subcells with 1 member(s)
     63 tau_infinity subcells with 2 member(s)
  subcells = [
     [93441],[95053],[95424],[95492],[110595],[116276],[118292],[118752],[133394],[135656],[142227],[144541],[149499],[163689],[171002],[176556],[178818],[194314],[199868],[210639],[244412],
     [17112,216313],[17684,217544],[19554,224134],[24642,250622],[25173,251413],[25384,185084],[27149,256526],[27749,191485],[32657,276594],[34408,216181],[34476,154206],[35003,217098],[35027,286969],[37278,291605],[37489,222200],[38180,161077],[41124,303308],[43861,310450],[44461,241583],[46798,183728],[47052,183827],[47423,129656],[47491,129724],[49889,189663],[50072,256080],[50096,327657],[54323,337406],[54923,267583],[58025,346025],[58236,274660],[58927,208027],[62238,154138],[62698,157263],[63735,154981],[65045,362829],[65347,112207],[65718,112578],[65786,112646],[70642,372739],[70853,301374],[71544,232875],[75008,239761],[75191,310004],[75215,381581],[80473,184273],[81918,129285],[83439,397750],[83650,326754],[83934,137672],[84394,138132],[89880,265761],[90063,336960],[90087,407581],[102354,429331],[103323,156803],[104820,290645],[105003,362383],[105027,431744],[105637,166003],[126749,395033],[126773,461724],[127840,187018],[153581,491624]
   ]
cell #131 :
  |C| = 35
  W-rep = phi[[3],[4]]
  special rep = phi[[3],[4]] , dim = 35
  orbit = [7, 7]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 35
     35 tau_infinity subcells with 1 member(s)
  subcells = [
     [10011],[13813],[14752],[15061],[19869],[20178],[21472],[23788],[25956],[28148],[30112],[32972],[33281],[36014],[38579],[42668],[44860],[48470],[53130],[56761],[59326],[62445],[69378],[73589],[78249],[88461],[92151],[99084],[109305],[122819],[128778],[148209],[171940],[195252],[245350]
   ]
cell #132 :
  |C| = 35
  W-rep = phi[[3],[4]]
  special rep = phi[[3],[4]] , dim = 35
  orbit = [7, 7]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 35
     35 tau_infinity subcells with 1 member(s)
  subcells = [
     [22134],[28810],[30372],[31092],[38839],[39559],[41574],[45522],[48730],[52036],[55186],[59586],[60306],[64162],[67803],[73849],[77155],[82320],[88721],[93868],[97509],[102075],[111022],[116678],[123079],[136058],[140979],[149926],[162441],[179220],[186501],[209391],[236599],[262599],[316523]
   ]
cell #133 :
  |C| = 140
  W-rep = phi[[3, 3],[1]]+phi[[3, 1],[3]]
  special rep = phi[[3, 1],[3]] , dim = 105
  orbit = [6, 6, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     70 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [1252],[2242],[2313],[3486],[3850],[3887],[4000],[4013],[5734],[5771],[6329],[6377],[6390],[6572],[7043],[8702],[9058],[9106],[9119],[9762],[9859],[10006],[10955],[10992],[13240],[13564],[13661],[13808],[14719],[14747],[16052],[16408],[16456],[16469],[18136],[19348],[19836],[19864],[21169],[23215],[23539],[23636],[23783],[25923],[25951],[26737],[29891],[31239],[32451],[32939],[32967],[35718],[39706],[40918],[42635],[42663],[43449],[53097],[53125],[53911],[56465],[60453],[64633],[69082],[78216],[78244],[86329],[98788],[120687],[140067],
     [441,2032],[826,2966],[897,3557],[1541,4757],[1578,4997],[1691,5884],[1704,5897],[1837,5510],[2772,7679],[2820,8007],[2833,8020],[3015,9301],[3190,8499],[3227,8739],[4146,10731],[4541,11590],[4638,11692],[4785,12309],[5316,12960],[6030,14533],[6747,15849],[6784,16089],[7369,17173],[7397,17300],[8380,18878],[9476,20966],[9513,21206],[10537,22935],[12484,26413],[14339,29611],[15730,31981],[18452,36618],[20847,40448],[26294,49224],[34878,62609]
   ]
cell #134 :
  |C| = 147
  W-rep = phi[[4, 2],[1]]+phi[[4, 1],[2]]
  special rep = phi[[4, 1],[2]] , dim = 84
  orbit = [8, 4, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     21 tau_infinity subcells with 1 member(s)
     63 tau_infinity subcells with 2 member(s)
  subcells = [
     [1254],[2244],[2314],[3488],[3852],[3888],[4001],[4012],[5736],[5772],[6389],[6571],[7045],[8704],[9118],[10288],[10957],[10993],[16054],[16468],[21171],
     [443,2034],[828,2968],[898,3558],[1543,4759],[1579,4998],[1692,5885],[1703,5896],[1839,5512],[2773,7680],[2821,8008],[2832,8019],[3014,9300],[3192,8501],[3228,8740],[4148,10733],[4542,11591],[4639,11693],[4714,11867],[4784,12308],[5067,14090],[5317,12961],[5376,13300],[6032,14535],[6749,15851],[6785,16090],[7370,17174],[7396,17299],[7525,17426],[7710,18203],[8381,18879],[8456,19053],[9478,20968],[9514,21207],[10538,22936],[10597,23275],[11472,24774],[11496,24915],[11643,25028],[12486,26415],[12806,26891],[14340,29612],[14399,29951],[15731,31982],[15806,32156],[17008,34447],[17124,34573],[18453,36619],[18829,37133],[20848,40449],[20923,40623],[22781,43603],[24582,46815],[26295,49225],[26370,49399],[29457,54065],[31932,57880],[34879,62610],[36464,64787],[40399,70497],[47325,80883],[49175,83294],[62560,102209],[80321,126134]
   ]
cell #135 :
  |C| = 35
  W-rep = phi[[3],[4]]
  special rep = phi[[3],[4]] , dim = 35
  orbit = [7, 7]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 35
     35 tau_infinity subcells with 1 member(s)
  subcells = [
     [597],[1057],[1153],[1197],[1933],[1977],[2146],[2473],[2937],[3390],[3687],[4242],[4286],[4955],[5571],[6494],[6947],[7899],[9223],[10176],[10792],[11566],[13978],[15249],[16573],[20366],[21541],[23953],[28217],[33469],[36083],[44929],[56830],[69447],[99153]
   ]
cell #136 :
  |C| = 35
  W-rep = phi[[3],[4]]
  special rep = phi[[3],[4]] , dim = 35
  orbit = [7, 7]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 35
     35 tau_infinity subcells with 1 member(s)
  subcells = [
     [2232],[3476],[3756],[3867],[5640],[5751],[6190],[7033],[7968],[8919],[9648],[10861],[10972],[12242],[13450],[15318],[16269],[18022],[20435],[22217],[23425],[24895],[28893],[31125],[33538],[39592],[41607],[45605],[52069],[60339],[64195],[77188],[93901],[111055],[149959]
   ]
cell #137 :
  |C| = 147
  W-rep = phi[[4, 2],[1]]+phi[[4, 1],[2]]
  special rep = phi[[4, 1],[2]] , dim = 84
  orbit = [8, 4, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     21 tau_infinity subcells with 1 member(s)
     63 tau_infinity subcells with 2 member(s)
  subcells = [
     [42438],[43354],[43577],[43622],[52900],[56370],[57600],[57898],[67421],[68987],[73267],[74779],[78019],[88139],[93212],[97127],[98693],[110366],[114281],[122497],[149270],
     [4486,126244],[4763,127475],[5516,133165],[7289,153606],[7588,154476],[7693,102976],[8505,159267],[8753,108178],[10737,176327],[11329,126074],[11374,80902],[11696,127043],[11711,184552],[12869,189158],[12974,131550],[13292,86234],[14539,199639],[15855,206217],[16103,147082],[16985,101682],[17177,101795],[17400,64761],[17445,64806],[18780,106743],[18882,158835],[18897,221668],[20972,231065],[21220,168544],[22844,239256],[22949,174712],[23267,120592],[24748,80857],[25046,83312],[25726,81579],[26419,255024],[26642,53816],[26865,54039],[26910,54084],[29520,265256],[29625,198024],[29943,139972],[31883,145647],[31985,205785],[32000,274128],[34591,102227],[35623,64538],[36527,290140],[36632,220673],[36853,70217],[37151,70515],[40350,167109],[40452,230633],[40467,300842],[47388,323156],[48148,83014],[49126,188124],[49228,254592],[49243,326222],[49660,89651],[62613,286888],[62628,359358],[63506,104591],[80335,394593]
   ]
cell #138 :
  |C| = 35
  W-rep = phi[[3],[4]]
  special rep = phi[[3],[4]] , dim = 35
  orbit = [7, 7]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 35
     35 tau_infinity subcells with 1 member(s)
  subcells = [
     [6379],[9108],[9764],[9994],[13566],[13796],[14735],[16458],[18138],[19852],[21319],[23541],[23771],[25939],[27995],[31241],[32955],[35861],[39708],[42651],[44707],[47197],[53113],[56608],[60455],[69225],[72316],[78232],[87188],[98931],[104182],[121546],[143086],[164548],[211498]
   ]
cell #139 :
  |C| = 35
  W-rep = phi[[3],[4]]
  special rep = phi[[3],[4]] , dim = 35
  orbit = [7, 7]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 35
     35 tau_infinity subcells with 1 member(s)
  subcells = [
     [6463],[9192],[9792],[10115],[13594],[13917],[14772],[16542],[18166],[19889],[21328],[23569],[23892],[25976],[28004],[31269],[32992],[35870],[39736],[42688],[44716],[47206],[53150],[56617],[60483],[69234],[72325],[78269],[87197],[98940],[104191],[121555],[143095],[164557],[211507]
   ]
cell #140 :
  |C| = 35
  W-rep = phi[[3],[4]]
  special rep = phi[[3],[4]] , dim = 35
  orbit = [7, 7]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 35
     35 tau_infinity subcells with 1 member(s)
  subcells = [
     [15247],[20364],[21539],[22109],[28215],[28785],[30347],[33467],[36081],[38814],[41315],[44927],[45497],[48705],[51777],[56828],[59561],[63903],[69445],[73824],[76896],[80712],[88696],[93609],[99151],[110763],[115070],[123054],[134450],[149667],[156311],[177612],[203261],[228109],[280569]
   ]
cell #141 :
  |C| = 35
  W-rep = phi[[3],[4]]
  special rep = phi[[3],[4]] , dim = 35
  orbit = [7, 7]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 35
     35 tau_infinity subcells with 1 member(s)
  subcells = [
     [31121],[39588],[41603],[42487],[52065],[52949],[55477],[60335],[64191],[68094],[71956],[77184],[78068],[82611],[86828],[93897],[97800],[103822],[111051],[116969],[121186],[126534],[136349],[142726],[149955],[164188],[169696],[179511],[193008],[211138],[218983],[243106],[271443],[298157],[352577]
   ]
cell #142 :
  |C| = 35
  W-rep = phi[[3],[4]]
  special rep = phi[[3],[4]] , dim = 35
  orbit = [7, 7]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 35
     35 tau_infinity subcells with 1 member(s)
  subcells = [
     [56612],[69229],[72320],[73546],[87192],[88418],[92108],[98935],[104186],[109262],[114656],[121550],[122776],[128735],[134036],[143090],[148166],[155897],[164552],[171897],[177198],[184098],[195209],[202847],[211502],[227695],[234196],[245307],[260196],[280155],[288816],[314120],[343236],[369950],[422410]
   ]
cell #143 :
  |C| = 140
  W-rep = phi[[3, 3],[1]]+phi[[3, 1],[3]]
  special rep = phi[[3, 1],[3]] , dim = 105
  orbit = [6, 6, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     70 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [3912],[4030],[5796],[6407],[6427],[6597],[8764],[9136],[9156],[10018],[10031],[10307],[10331],[11017],[13338],[13820],[13833],[14759],[15079],[15103],[15501],[16114],[16486],[16506],[19507],[19876],[20196],[20220],[21231],[21490],[21908],[23313],[23795],[23808],[25963],[26777],[28166],[28584],[29989],[30307],[32610],[32979],[33299],[33323],[35758],[36032],[38774],[41077],[42675],[43489],[44878],[45296],[48665],[53137],[53951],[56505],[56779],[59521],[64673],[69122],[69396],[73784],[78256],[86369],[88656],[98828],[99102],[120727],[123014],[140107],
     [477,13318],[922,19071],[966,19520],[1288,23293],[1603,11885],[1721,5914],[1741,27115],[2068,29969],[2338,32174],[2382,32623],[2850,8037],[2870,17650],[3027,37193],[3040,9326],[3582,40641],[3626,41090],[4050,43827],[4797,25088],[4810,12334],[5022,49417],[5086,14109],[5110,14133],[5934,54289],[6584,57940],[7409,34633],[7729,18222],[7753,18246],[8057,65011],[8151,20618],[9313,70557],[11515,24934],[11933,26065],[12321,83354],[17204,34810],[17312,102269]
   ]
cell #144 :
  |C| = 147
  W-rep = phi[[4, 2],[1]]+phi[[4, 1],[2]]
  special rep = phi[[4, 1],[2]] , dim = 84
  orbit = [8, 4, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     21 tau_infinity subcells with 1 member(s)
     63 tau_infinity subcells with 2 member(s)
  subcells = [
     [3914],[4047],[5798],[6424],[6625],[8766],[9153],[10059],[10314],[10366],[11019],[13861],[15138],[15508],[16116],[16503],[20255],[21233],[22476],[23836],[33358],
     [479,13335],[924,19088],[967,19548],[1290,23310],[1605,11902],[1738,5931],[1742,27143],[1815,27746],[2070,29986],[2340,32191],[2383,32651],[2867,8054],[2871,17678],[3028,37200],[3068,9354],[3084,37486],[3584,40658],[3627,41118],[4051,43855],[4124,44458],[4798,25095],[4838,12362],[4854,25381],[5024,49434],[5093,14116],[5094,50069],[5145,14168],[5935,54317],[6008,54920],[6585,57947],[6641,58233],[7410,34640],[7736,18229],[7737,35000],[7788,18281],[8058,65039],[8136,65693],[8158,20625],[9314,70564],[9370,70850],[10315,75188],[11522,24941],[11523,47049],[11918,47398],[11940,26072],[12322,83361],[12378,83647],[12501,29152],[14117,90060],[15486,95399],[17189,62213],[17211,34817],[17313,102276],[17713,36159],[18230,105000],[20603,112553],[24593,80276],[24796,47230],[24942,126746],[26050,129631],[34427,62070],[34795,154113],[46848,183722]
   ]
cell #145 :
  |C| = 56
  W-rep = phi[[4],[3]]+phi[[2],[5]]
  special rep = phi[[4],[3]] , dim = 35
  orbit = [8, 6]
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 35
     14 tau_infinity subcells with 1 member(s)
     21 tau_infinity subcells with 2 member(s)
  subcells = [
     [1936],[2940],[3349],[3399],[4914],[4964],[5549],[5574],[7442],[7877],[7902],[11544],[11569],[17020],
     [604,6497],[1064,9226],[1156,4245],[1216,10185],[1996,13987],[2105,6906],[2155,6956],[2260,15252],[2480,16576],[3504,20369],[3665,10770],[3690,10795],[3764,21544],[4305,23962],[5648,28220],[7061,33472],[7976,36086],[10869,44932],[15326,56833],[20443,69450],[33546,99156]
   ]
cell #146 :
  |C| = 147
  W-rep = phi[[4, 2],[1]]+phi[[4, 1],[2]]
  special rep = phi[[4, 1],[2]] , dim = 84
  orbit = [8, 4, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     21 tau_infinity subcells with 1 member(s)
     63 tau_infinity subcells with 2 member(s)
  subcells = [
     [10095],[10286],[10300],[10361],[13897],[15133],[15492],[15551],[19584],[20250],[21958],[22548],[23872],[28634],[30888],[32687],[33353],[39355],[41154],[45346],[60102],
     [484,51300],[925,66111],[985,38220],[1295,76419],[1606,47816],[1700,84542],[1750,50381],[1855,27741],[2075,91291],[2341,95817],[2401,58967],[2829,62846],[2879,35312],[3005,106250],[3030,65856],[3104,37481],[3585,112971],[3645,71584],[4009,118900],[4059,75500],[4164,44453],[4550,46946],[4775,81086],[4800,47561],[4874,25376],[5025,130049],[5065,14088],[5079,14102],[5140,14163],[5893,138280],[5943,90372],[6048,54915],[6562,145154],[6587,95562],[6661,58228],[7387,62120],[7412,34546],[7708,18201],[7722,18215],[7783,18276],[8016,157411],[8066,105312],[8142,20609],[8201,20668],[9291,166616],[9316,112716],[9390,70845],[11346,46791],[11494,24913],[11508,24927],[11599,184421],[11924,26056],[11983,26115],[12299,187631],[12324,129794],[12398,83642],[12573,29224],[17006,34445],[17195,34801],[17290,216851],[17315,154276],[17785,36231],[24613,250612]
   ]
cell #147 :
  |C| = 56
  W-rep = phi[[4],[3]]+phi[[2],[5]]
  special rep = phi[[4],[3]] , dim = 35
  orbit = [8, 6]
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 35
     14 tau_infinity subcells with 1 member(s)
     21 tau_infinity subcells with 2 member(s)
  subcells = [
     [1937],[2941],[3350],[3398],[4915],[4963],[5573],[7443],[7901],[8812],[11568],[12135],[17245],[24604],
     [605,6498],[1065,9227],[1157,4246],[1215,10184],[1219,10136],[1995,13986],[1999,13938],[2106,6907],[2154,6955],[2158,14793],[2481,16577],[3402,19910],[3689,10794],[4304,23961],[4308,23913],[4967,25997],[6083,16162],[6959,33013],[10188,42709],[13990,53171],[23965,78290]
   ]
cell #148 :
  |C| = 147
  W-rep = phi[[4, 2],[1]]+phi[[4, 1],[2]]
  special rep = phi[[4, 1],[2]] , dim = 84
  orbit = [8, 4, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     21 tau_infinity subcells with 1 member(s)
     63 tau_infinity subcells with 2 member(s)
  subcells = [
     [6439],[6570],[6618],[9168],[10052],[10294],[10344],[13350],[13854],[15116],[15483],[15545],[16518],[20233],[21952],[23325],[23829],[28628],[30001],[33336],[45340],
     [485,27724],[926,37464],[984,38214],[988,19541],[1296,44436],[1607,25359],[1701,50155],[1749,50375],[1753,27136],[2076,54898],[2342,58211],[2400,58961],[2404,32644],[2830,35086],[2878,35306],[2882,17671],[3013,9299],[3029,65850],[3061,9347],[3586,70828],[3644,71578],[3648,41111],[4010,75274],[4058,75494],[4062,43848],[4551,24701],[4783,12307],[4799,47555],[4831,12355],[5026,83625],[5070,84479],[5073,14096],[5123,14146],[5894,90146],[5942,90366],[5946,54310],[6586,95556],[7395,17298],[7411,34540],[7713,62783],[7716,18209],[7766,18259],[8017,105086],[8065,105306],[8069,65032],[8133,20600],[8195,20662],[9315,112710],[10291,118837],[11499,46883],[11502,24921],[11600,126832],[11915,26047],[11977,26109],[12323,129788],[14093,138217],[17011,62025],[17186,34792],[17314,154270],[18206,157348],[24590,46845],[24918,184358],[34450,216234]
   ]
cell #149 :
  |C| = 56
  W-rep = phi[[4],[3]]+phi[[2],[5]]
  special rep = phi[[4],[3]] , dim = 35
  orbit = [8, 6]
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 35
     14 tau_infinity subcells with 1 member(s)
     21 tau_infinity subcells with 2 member(s)
  subcells = [
     [3400],[4965],[5575],[5643],[7903],[7971],[8841],[11570],[12164],[13418],[17274],[17990],[24863],[34440],
     [606,15253],[1066,20370],[1158,21545],[1217,10186],[1938,28221],[1997,13988],[2156,6957],[2255,15321],[2482,33473],[2942,36087],[3499,20438],[3691,10796],[3759,10864],[4247,44933],[4306,23963],[6112,16191],[6499,56834],[7056,33541],[9228,69451],[9616,23393],[16578,99157]
   ]
cell #150 :
  |C| = 56
  W-rep = phi[[4],[3]]+phi[[2],[5]]
  special rep = phi[[4],[3]] , dim = 35
  orbit = [8, 6]
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 35
     14 tau_infinity subcells with 1 member(s)
     21 tau_infinity subcells with 2 member(s)
  subcells = [
     [19890],[25977],[28005],[28189],[35871],[36055],[38584],[47207],[48475],[51721],[62450],[63847],[80656],[101651],
     [6465,56618],[9194,69235],[9794,72326],[10116,42689],[13596,87198],[13918,53151],[14773,32993],[15221,56802],[16544,98941],[18168,104192],[20338,69419],[21329,44717],[21513,44901],[23571,121556],[23893,78270],[30117,59331],[31271,143096],[33441,99125],[39738,164558],[41259,76840],[60485,211508]
   ]
cell #151 :
  |C| = 147
  W-rep = phi[[4, 2],[1]]+phi[[4, 1],[2]]
  special rep = phi[[4, 1],[2]] , dim = 84
  orbit = [8, 4, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     21 tau_infinity subcells with 1 member(s)
     63 tau_infinity subcells with 2 member(s)
  subcells = [
     [3917],[4032],[5801],[6409],[6598],[8769],[9138],[10032],[10308],[10330],[11022],[13834],[15102],[15500],[16119],[16488],[20219],[21236],[22475],[23809],[33322],
     [486,13320],[927,19073],[986,19521],[1297,23295],[1608,11887],[1723,5916],[1751,27116],[1850,27710],[2077,29971],[2343,32176],[2402,32624],[2852,8039],[2880,17651],[3031,37194],[3041,9327],[3099,37450],[3587,40643],[3646,41091],[4060,43828],[4159,44422],[4801,25089],[4811,12335],[4869,25345],[5027,49419],[5087,14110],[5099,50061],[5109,14132],[5944,54290],[6043,54884],[6588,57941],[6656,58197],[7413,34634],[7730,18223],[7742,34992],[7752,18245],[8067,65012],[8137,65692],[8150,20617],[9317,70558],[9385,70814],[10320,75180],[11516,24935],[11528,47041],[11919,47397],[11932,26064],[12325,83355],[12393,83611],[12500,29151],[14122,90052],[15487,95398],[17190,62212],[17203,34809],[17316,102270],[17712,36158],[18235,104992],[20604,112552],[24594,80275],[24795,47229],[24947,126738],[26051,129630],[34426,62069],[34796,154112],[46849,183721]
   ]
cell #152 :
  |C| = 105
  W-rep = phi[[4, 1],[2]]+phi[[1, 1],[5]]
  special rep = phi[[4, 1],[2]] , dim = 84
  orbit = [8, 4, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     63 tau_infinity subcells with 1 member(s)
     21 tau_infinity subcells with 2 member(s)
  subcells = [
     [1000],[1006],[1611],[1617],[1891],[1912],[2651],[2657],[2895],[2916],[3359],[3365],[4430],[4481],[4560],[4742],[4924],[4930],[5460],[7233],[7322],[7583],[7662],[7668],[8484],[8666],[8672],[10681],[11390],[11744],[12864],[12943],[12949],[14483],[15834],[16016],[16022],[17461],[18930],[20951],[21133],[21139],[22839],[22918],[22924],[26398],[26926],[29515],[29594],[29600],[32033],[36522],[36601],[36607],[40500],[43638],[47383],[49276],[54100],[62661],[64822],[80918],[101698],
     [540,2416],[546,2422],[1111,4200],[1132,4221],[2115,6916],[2121,6922],[2192,6473],[3436,9202],[3814,10145],[3820,10151],[5698,13947],[5704,13953],[6318,15018],[6993,16552],[9047,20135],[10919,23922],[10925,23928],[13229,27626],[16397,33238],[23204,44338],[29880,54800]
   ]
cell #153 :
  |C| = 105
  W-rep = phi[[4, 1],[2]]+phi[[1, 1],[5]]
  special rep = phi[[4, 1],[2]] , dim = 84
  orbit = [8, 4, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     63 tau_infinity subcells with 1 member(s)
     21 tau_infinity subcells with 2 member(s)
  subcells = [
     [1007],[1022],[1618],[1633],[1890],[1913],[2658],[2792],[2894],[2917],[3282],[3326],[3358],[4482],[4559],[4743],[4891],[4923],[5336],[5461],[6839],[7321],[7419],[7584],[7661],[8485],[8665],[9568],[10557],[10682],[11350],[11379],[11743],[12865],[12942],[14359],[14484],[15835],[16015],[16990],[17450],[18472],[18929],[20952],[21132],[22840],[22917],[26399],[26915],[29516],[29593],[32032],[36523],[36600],[40499],[43627],[47384],[49275],[54089],[62660],[64811],[80907],[101687],
     [547,2423],[562,2438],[1110,4199],[1133,4222],[1183,3942],[1963,5826],[2082,6883],[2114,6915],[2193,6474],[2208,6349],[3437,9203],[3452,9078],[3813,10144],[4272,11047],[5476,13260],[5697,13946],[6994,16553],[7009,16428],[10697,23235],[10918,23921],[14499,29911]
   ]
cell #154 :
  |C| = 35
  W-rep = phi[[3],[4]]
  special rep = phi[[3],[4]] , dim = 35
  orbit = [7, 7]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 35
     35 tau_infinity subcells with 1 member(s)
  subcells = [
     [1169],[1949],[2138],[2167],[3382],[3411],[3726],[4258],[4947],[5610],[6104],[6939],[6968],[7938],[8833],[10168],[10831],[12156],[13970],[15288],[16183],[17266],[20405],[22131],[23945],[28807],[30369],[33508],[38836],[45519],[48727],[59583],[73846],[88718],[123076]
   ]
cell #155 :
  |C| = 35
  W-rep = phi[[3],[4]]
  special rep = phi[[3],[4]] , dim = 35
  orbit = [7, 7]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 35
     35 tau_infinity subcells with 1 member(s)
  subcells = [
     [3928],[5812],[6216],[6448],[8945],[9177],[9777],[11033],[12268],[13579],[14614],[16295],[16527],[18151],[19731],[22243],[23554],[25818],[28919],[31254],[32834],[34773],[39721],[42530],[45631],[52992],[55520],[60468],[68137],[78111],[82654],[97843],[117012],[136392],[179554]
   ]
cell #156 :
  |C| = 105
  W-rep = phi[[4, 1],[2]]+phi[[1, 1],[5]]
  special rep = phi[[4, 1],[2]] , dim = 84
  orbit = [8, 4, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     63 tau_infinity subcells with 1 member(s)
     21 tau_infinity subcells with 2 member(s)
  subcells = [
     [1885],[1893],[1915],[2889],[2897],[2919],[3332],[3361],[4554],[4562],[4745],[4897],[4926],[5463],[5587],[7262],[7324],[7425],[7664],[7915],[8487],[8668],[10684],[11316],[11419],[11746],[11847],[12945],[13196],[14486],[15837],[16018],[17062],[17490],[18932],[19033],[20954],[21135],[22920],[23171],[25123],[26401],[26955],[29596],[29847],[32035],[32136],[36603],[37228],[40502],[40603],[43667],[49278],[49379],[54129],[57975],[62663],[64851],[70592],[80947],[83389],[102304],[126157],
     [1105,4194],[1113,4202],[1135,4224],[2088,6889],[2117,6918],[2195,6476],[3439,9205],[3703,10808],[3816,10147],[3838,9966],[5700,13949],[5722,13768],[6285,15265],[6996,16555],[8690,19455],[9014,20382],[10921,23924],[10943,23743],[16040,32558],[16364,33485],[21157,41025]
   ]
cell #157 :
  |C| = 175
  W-rep = phi[[3, 1],[3]]+phi[[2, 1],[4]]
  special rep = phi[[3, 1],[3]] , dim = 105
  orbit = [6, 6, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [1015],[1626],[1896],[2900],[3334],[3364],[4565],[4899],[4929],[5589],[7427],[7667],[7917],[8671],[11421],[11849],[12948],[13198],[16021],[17492],[19035],[21138],[22923],[23173],[26957],[29599],[29849],[32138],[36606],[40605],[43669],[49381],[54131],[64853],[80949],
     [555,2431],[1116,4205],[1176,3935],[1956,5819],[2090,6891],[2120,6921],[2176,6457],[3420,9186],[3705,10810],[3735,9786],[3789,10120],[3819,10150],[4265,11040],[5619,13588],[5673,13922],[5703,13952],[6168,14777],[6287,15267],[6317,15017],[6977,16536],[7947,18160],[8897,19894],[9016,20384],[9046,20134],[9692,21396],[9917,21824],[10840,23563],[10894,23897],[10924,23927],[12220,25981],[13228,27625],[13494,28072],[13719,28500],[14923,30595],[15297,31263],[16247,32997],[16366,33487],[16396,33237],[18066,35938],[19406,38086],[20040,39062],[20414,39730],[22195,42693],[23203,44337],[23469,44784],[23694,45212],[25327,47788],[27531,51007],[28871,53155],[29879,54799],[31169,56685],[32509,58833],[33143,59809],[33517,60477],[37432,66083],[39636,69302],[40976,71450],[42039,72907],[44243,76126],[45583,78274],[52501,87779],[54705,90998],[58179,95789],[60383,99008],[67022,107818],[70796,112943],[77620,122137],[83593,130021],[96728,146722],[113882,168184]
   ]
cell #158 :
  |C| = 147
  W-rep = phi[[4, 2],[1]]+phi[[4, 1],[2]]
  special rep = phi[[4, 1],[2]] , dim = 84
  orbit = [8, 4, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     21 tau_infinity subcells with 1 member(s)
     63 tau_infinity subcells with 2 member(s)
  subcells = [
     [22065],[22629],[22772],[22803],[28741],[30969],[31752],[31949],[38327],[39436],[42307],[43318],[45453],[52769],[56334],[59074],[60183],[68951],[71691],[77888],[98657],
     [1411,80434],[1547,81543],[1863,86198],[2571,101716],[2745,102553],[2786,63216],[3196,106707],[3276,67290],[4172,120556],[4414,80256],[4445,47347],[4642,81163],[4656,126964],[5289,131127],[5330,84912],[5445,51381],[6056,139936],[6753,145611],[6833,96996],[7238,62088],[7373,62197],[7516,36455],[7547,36486],[8308,66192],[8384,106327],[8398,158756],[9482,167073],[9562,114150],[10510,174289],[10551,119270],[10666,76500],[11463,47316],[11660,49192],[12090,47897],[12490,188088],[12654,29305],[12797,29448],[12828,29479],[14312,197601],[14353,138650],[14468,91372],[15658,95898],[15734,145231],[15748,205706],[17141,62577],[17866,36312],[18425,220250],[18466,157781],[18649,40219],[18846,40416],[20775,113052],[20851,166693],[20865,230554],[25018,251260],[25595,48995],[26222,130130],[26298,187708],[26312,254513],[26606,53780],[34882,216928],[34896,286809],[35587,64502],[46868,322602]
   ]
cell #159 :
  |C| = 35
  W-rep = phi[[3],[4]]
  special rep = phi[[3],[4]] , dim = 35
  orbit = [7, 7]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 35
     35 tau_infinity subcells with 1 member(s)
  subcells = [
     [581],[1041],[1147],[1163],[1927],[1943],[2132],[2457],[2931],[3376],[3683],[4236],[4252],[4941],[5567],[6488],[6933],[7895],[9217],[10162],[10788],[11562],[13964],[15245],[16567],[20362],[21537],[23939],[28213],[33465],[36079],[44925],[56826],[69443],[99149]
   ]
cell #160 :
  |C| = 35
  W-rep = phi[[3],[4]]
  special rep = phi[[3],[4]] , dim = 35
  orbit = [7, 7]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 35
     35 tau_infinity subcells with 1 member(s)
  subcells = [
     [2175],[3419],[3734],[3782],[5618],[5666],[6161],[6976],[7946],[8890],[9640],[10839],[10887],[12213],[13442],[15296],[16240],[18014],[20413],[22188],[23417],[24887],[28864],[31117],[33516],[39584],[41599],[45576],[52061],[60331],[64187],[77180],[93893],[111047],[149951]
   ]
cell #161 :
  |C| = 35
  W-rep = phi[[3],[4]]
  special rep = phi[[3],[4]] , dim = 35
  orbit = [7, 7]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 35
     35 tau_infinity subcells with 1 member(s)
  subcells = [
     [2262],[3506],[3766],[3922],[5650],[5806],[6210],[7063],[7978],[8939],[9653],[10871],[11027],[12262],[13455],[15328],[16289],[18027],[20445],[22237],[23430],[24900],[28913],[31130],[33548],[39597],[41612],[45625],[52074],[60344],[64200],[77193],[93906],[111060],[149964]
   ]
cell #162 :
  |C| = 35
  W-rep = phi[[3],[4]]
  special rep = phi[[3],[4]] , dim = 35
  orbit = [7, 7]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 35
     35 tau_infinity subcells with 1 member(s)
  subcells = [
     [6456],[9185],[9785],[10113],[13587],[13915],[14770],[16535],[18159],[19887],[21326],[23562],[23890],[25974],[28002],[31262],[32990],[35868],[39729],[42686],[44714],[47204],[53148],[56615],[60476],[69232],[72323],[78267],[87195],[98938],[104189],[121553],[143093],[164555],[211505]
   ]
cell #163 :
  |C| = 35
  W-rep = phi[[3],[4]]
  special rep = phi[[3],[4]] , dim = 35
  orbit = [7, 7]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 35
     35 tau_infinity subcells with 1 member(s)
  subcells = [
     [15242],[20359],[21534],[22108],[28210],[28784],[30346],[33462],[36076],[38813],[41314],[44922],[45496],[48704],[51776],[56823],[59560],[63902],[69440],[73823],[76895],[80711],[88695],[93608],[99146],[110762],[115069],[123053],[134449],[149666],[156310],[177611],[203260],[228108],[280568]
   ]
cell #164 :
  |C| = 35
  W-rep = phi[[3],[4]]
  special rep = phi[[3],[4]] , dim = 35
  orbit = [7, 7]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 35
     35 tau_infinity subcells with 1 member(s)
  subcells = [
     [31127],[39594],[41609],[42488],[52071],[52950],[55478],[60341],[64197],[68095],[71957],[77190],[78069],[82612],[86829],[93903],[97801],[103823],[111057],[116970],[121187],[126535],[136350],[142727],[149961],[164189],[169697],[179512],[193009],[211139],[218984],[243107],[271444],[298158],[352578]
   ]
cell #165 :
  |C| = 175
  W-rep = phi[[3, 1],[3]]+phi[[2, 1],[4]]
  special rep = phi[[3, 1],[3]] , dim = 105
  orbit = [6, 6, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [1021],[1632],[1908],[2791],[2912],[3281],[3340],[3353],[4738],[4905],[4918],[5335],[5456],[5559],[6838],[7433],[7534],[7887],[8480],[9567],[10556],[10677],[11481],[11554],[12815],[14358],[14479],[15830],[18471],[20947],[22790],[26394],[29466],[36473],[47334],
     [561,2437],[1128,4217],[1182,3941],[1962,5825],[2096,6897],[2109,6910],[2188,6469],[2207,6348],[3432,9198],[3451,9077],[3675,10780],[3795,10126],[3808,10139],[3831,9959],[4271,11046],[5475,13259],[5679,13928],[5692,13941],[5715,13761],[6174,14783],[6257,15237],[6265,14884],[6989,16548],[7008,16427],[8683,19448],[8903,19900],[8986,20354],[8994,20001],[9726,21529],[9734,21456],[10696,23234],[10900,23903],[10913,23916],[10936,23736],[12226,25987],[13176,27492],[13528,28205],[13536,28132],[14498,29910],[16033,32551],[16253,33003],[16336,33457],[16344,33104],[18100,36071],[18108,35998],[18748,37005],[21150,41018],[22201,42699],[23151,44204],[23503,44917],[23511,44844],[25694,48300],[28877,53161],[29827,54666],[31203,56818],[31211,56745],[31851,57752],[39670,69435],[39678,69362],[40318,70369],[42406,73419],[45589,78280],[49094,83166],[52868,88291],[60417,99141],[60425,99068],[67389,108330],[77987,122649],[97095,147234],[114249,168696]
   ]
cell #166 :
  |C| = 105
  W-rep = phi[[4, 1],[2]]+phi[[1, 1],[5]]
  special rep = phi[[4, 1],[2]] , dim = 84
  orbit = [8, 4, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     63 tau_infinity subcells with 1 member(s)
     21 tau_infinity subcells with 2 member(s)
  subcells = [
     [1023],[1634],[1909],[2793],[2913],[3283],[3341],[3352],[4739],[4906],[4917],[5337],[5457],[5558],[6840],[7434],[7535],[7655],[7886],[8481],[8659],[8809],[9569],[10558],[10678],[11482],[11553],[11683],[12132],[12816],[12936],[14360],[14480],[15831],[16009],[17164],[17242],[17375],[18473],[18869],[20948],[21126],[22791],[22911],[24601],[24723],[26395],[26840],[29467],[29587],[31972],[34417],[36474],[36594],[40439],[43552],[47335],[49215],[54014],[62600],[64736],[80832],[101675],
     [563,2439],[592,6350],[1052,9079],[1129,4218],[1184,3943],[1868,13261],[1964,5827],[2097,6898],[2108,6909],[2189,6470],[2468,16429],[3433,9199],[3674,10779],[3807,10138],[4177,23236],[4273,11048],[5691,13940],[6061,29912],[6080,16159],[6990,16549],[10912,23915]
   ]
cell #167 :
  |C| = 35
  W-rep = phi[[3],[4]]
  special rep = phi[[3],[4]] , dim = 35
  orbit = [7, 7]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 35
     35 tau_infinity subcells with 1 member(s)
  subcells = [
     [578],[1038],[1144],[1162],[1924],[1942],[2131],[2454],[2928],[3375],[3682],[4233],[4251],[4940],[5566],[6485],[6932],[7894],[9214],[10161],[10787],[11561],[13963],[15244],[16564],[20361],[21536],[23938],[28212],[33464],[36078],[44924],[56825],[69442],[99148]
   ]
cell #168 :
  |C| = 105
  W-rep = phi[[4, 1],[2]]+phi[[1, 1],[5]]
  special rep = phi[[4, 1],[2]] , dim = 84
  orbit = [8, 4, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     63 tau_infinity subcells with 1 member(s)
     21 tau_infinity subcells with 2 member(s)
  subcells = [
     [3325],[3335],[3368],[4890],[4900],[4933],[5552],[5590],[7418],[7428],[7671],[7880],[7918],[8675],[8860],[11349],[11422],[11547],[11850],[12183],[12952],[13199],[16025],[16978],[17095],[17493],[17618],[19036],[19369],[21142],[22927],[23174],[24651],[25156],[26958],[27083],[29603],[29850],[32139],[32472],[35036],[36610],[37261],[40606],[40939],[43670],[43795],[49382],[50105],[54132],[54257],[58008],[64854],[64979],[70625],[75224],[80950],[83422],[90096],[102337],[105036],[126782],[153590],
     [2081,6882],[2091,6892],[2124,6925],[2205,15021],[3449,20138],[3668,10773],[3706,10811],[3823,10154],[5473,27629],[5707,13956],[6131,16210],[6288,15268],[7006,33241],[9017,20385],[9880,22158],[10694,44341],[10928,23931],[13682,28834],[14496,54803],[16367,33488],[23657,45546]
   ]
cell #169 :
  |C| = 35
  W-rep = phi[[3],[4]]
  special rep = phi[[3],[4]] , dim = 35
  orbit = [7, 7]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 35
     35 tau_infinity subcells with 1 member(s)
  subcells = [
     [6460],[9189],[9789],[10114],[13591],[13916],[14771],[16539],[18163],[19888],[21327],[23566],[23891],[25975],[28003],[31266],[32991],[35869],[39733],[42687],[44715],[47205],[53149],[56616],[60480],[69233],[72324],[78268],[87196],[98939],[104190],[121554],[143094],[164556],[211506]
   ]
cell #170 :
  |C| = 175
  W-rep = phi[[3, 1],[3]]+phi[[2, 1],[4]]
  special rep = phi[[3, 1],[3]] , dim = 105
  orbit = [6, 6, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [1921],[2925],[3343],[4908],[5555],[5598],[7436],[7883],[7926],[8863],[11550],[11858],[12186],[13207],[17098],[17621],[19044],[19372],[23182],[25159],[27086],[29858],[32147],[32475],[37264],[40614],[40942],[43798],[49390],[54260],[58011],[64982],[70628],[83425],[102340],
     [575,6482],[1035,9211],[1141,4230],[1166,10129],[1946,13931],[2099,6900],[2135,14786],[2172,15233],[2451,16561],[3379,19903],[3416,20350],[3671,10776],[3714,10819],[3731,21525],[3834,21833],[4255,23906],[4944,25990],[5615,28201],[5718,28509],[6134,16213],[6145,30201],[6296,15276],[6313,30724],[6936,33006],[6973,33453],[7943,36067],[8686,38095],[8874,38668],[9025,20393],[9042,39191],[9883,22161],[9894,41871],[10165,42702],[10836,44913],[10939,45221],[12197,48559],[13224,51136],[13685,28837],[13696,52333],[13967,53164],[15293,56814],[16036,58842],[16224,59415],[16375,33496],[16392,59938],[17632,63105],[19383,66854],[20410,69431],[21153,71459],[22172,73678],[23199,76255],[23660,45549],[23671,77452],[23942,78283],[27097,84801],[28848,88550],[29875,91127],[30735,92811],[32486,96560],[33513,99137],[39202,109965],[40953,113714],[43809,119159],[45560,122908],[51147,132764],[54271,138539],[59949,148869],[64993,157670],[76266,175926],[91138,199238]
   ]
cell #171 :
  |C| = 105
  W-rep = phi[[4, 1],[2]]+phi[[1, 1],[5]]
  special rep = phi[[4, 1],[2]] , dim = 84
  orbit = [8, 4, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     63 tau_infinity subcells with 1 member(s)
     21 tau_infinity subcells with 2 member(s)
  subcells = [
     [1894],[1918],[2898],[2922],[3331],[3362],[4563],[4748],[4896],[4927],[5466],[5545],[5586],[7325],[7424],[7665],[7873],[7914],[8490],[8669],[10687],[11418],[11540],[11747],[11846],[12946],[13195],[14489],[15840],[16019],[17016],[17050],[17489],[18933],[19032],[20957],[21136],[22921],[23170],[24571],[25111],[26404],[26954],[29597],[29846],[32036],[32135],[36604],[37216],[40503],[40602],[43666],[49279],[49378],[54128],[57963],[62664],[64850],[70580],[80946],[83377],[102292],[126145],
     [1114,4203],[1138,4227],[1189,9969],[1969,13771],[2087,6888],[2118,6919],[2198,6479],[3288,19458],[3442,9208],[3661,10766],[3702,10807],[3817,10148],[4278,23746],[5701,13950],[6284,15264],[6845,32561],[6999,16558],[9013,20381],[9574,41028],[10922,23925],[16363,33484]
   ]
cell #172 :
  |C| = 35
  W-rep = phi[[3],[4]]
  special rep = phi[[3],[4]] , dim = 35
  orbit = [7, 7]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 35
     35 tau_infinity subcells with 1 member(s)
  subcells = [
     [10128],[13930],[14785],[15225],[19902],[20342],[21517],[23905],[25989],[28193],[30121],[33005],[33445],[36059],[38588],[42701],[44905],[48479],[53163],[56806],[59335],[62454],[69423],[73598],[78282],[88470],[92160],[99129],[109314],[122828],[128787],[148218],[171949],[195261],[245359]
   ]
cell #173 :
  |C| = 175
  W-rep = phi[[3, 1],[3]]+phi[[2, 1],[4]]
  special rep = phi[[3, 1],[3]] , dim = 105
  orbit = [6, 6, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [5597],[5609],[7925],[7937],[8832],[8855],[11857],[12155],[12178],[13206],[13435],[17265],[17613],[18007],[19043],[19364],[23181],[24880],[25079],[27078],[29857],[32146],[32467],[34624],[37184],[40613],[40934],[43790],[49389],[54252],[57931],[64974],[70548],[83345],[102260],
     [580,31110],[1040,39577],[1146,41592],[1165,22130],[1926,52054],[1945,28806],[2125,55371],[2134,30368],[2166,15287],[2206,30716],[2456,60324],[2930,64180],[3369,67988],[3378,38835],[3410,20404],[3450,39183],[3713,10818],[3725,10830],[3824,41791],[3833,21832],[4235,77173],[4254,45518],[4934,82505],[4943,48726],[5474,51128],[5708,52253],[5717,28508],[6103,16182],[6126,16205],[6295,15275],[6487,93886],[6926,97694],[6935,59582],[6967,33507],[7007,59930],[7672,103539],[8676,66774],[8685,38094],[9024,20392],[9216,111040],[9633,23410],[9875,22153],[10155,116863],[10164,73845],[10695,76247],[10929,77372],[10938,45220],[12953,84150],[13677,28829],[13957,136243],[13966,88717],[14497,91119],[15022,142443],[16026,96480],[16035,58841],[16374,33495],[16566,149944],[20139,163905],[21143,113634],[21152,71458],[22928,118508],[23652,45541],[23932,179405],[23941,123075],[27630,191701],[29604,137888],[33242,210855],[36611,157019],[44342,241799],[54804,267799]
   ]
cell #174 :
  |C| = 147
  W-rep = phi[[4, 2],[1]]+phi[[4, 1],[2]]
  special rep = phi[[4, 1],[2]] , dim = 84
  orbit = [8, 4, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     21 tau_infinity subcells with 1 member(s)
     63 tau_infinity subcells with 2 member(s)
  subcells = [
     [15197],[15612],[15698],[15712],[20314],[22019],[22607],[22758],[27805],[28695],[30947],[31738],[33417],[39414],[42293],[44517],[45407],[52755],[54979],[60161],[77874],
     [800,63202],[990,67276],[1495,81149],[1545,47875],[1811,84898],[1861,51359],[2406,96982],[2626,62183],[2690,102480],[2715,62860],[3144,106313],[3194,66170],[3269,38281],[3650,114136],[4120,119256],[4170,76478],[4495,80361],[4520,46960],[4606,26262],[4620,26276],[5204,50442],[5234,131054],[5259,84556],[6004,138636],[6054,91350],[6701,145217],[6751,95876],[6826,59028],[7252,62015],[7337,34846],[7351,34860],[7502,36441],[7847,35373],[8127,157767],[8262,20729],[8348,20815],[8362,20829],[9430,166679],[9480,113030],[9555,71645],[10425,75561],[10455,174216],[10480,118914],[11332,46854],[11449,47302],[12044,26176],[12438,187694],[12488,130108],[12632,29283],[12783,29434],[14227,90433],[14257,197528],[14282,138294],[17345,216914],[17844,36290],[18340,105373],[18370,220177],[18395,157425],[18635,40205],[24963,251187],[24988,184435],[25581,48981],[34459,286275]
   ]
cell #175 :
  |C| = 35
  W-rep = phi[[3],[4]]
  special rep = phi[[3],[4]] , dim = 35
  orbit = [7, 7]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 35
     35 tau_infinity subcells with 1 member(s)
  subcells = [
     [3931],[5815],[6219],[6449],[8948],[9178],[9778],[11036],[12271],[13580],[14615],[16298],[16528],[18152],[19732],[22246],[23555],[25819],[28922],[31255],[32835],[34774],[39722],[42531],[45634],[52993],[55521],[60469],[68138],[78112],[82655],[97844],[117013],[136393],[179555]
   ]
cell #176 :
  |C| = 147
  W-rep = phi[[4, 2],[1]]+phi[[4, 1],[2]]
  special rep = phi[[4, 1],[2]] , dim = 84
  orbit = [8, 4, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     21 tau_infinity subcells with 1 member(s)
     63 tau_infinity subcells with 2 member(s)
  subcells = [
     [31057],[31777],[31928],[31946],[39524],[42332],[43315],[43559],[51469],[52794],[56331],[57582],[60271],[68948],[73249],[76588],[77913],[88121],[91460],[98654],[122479],
     [2800,102958],[3310,108160],[4647,127025],[4761,81540],[5344,131532],[5514,86195],[6867,147064],[7378,101777],[7499,154405],[7541,102550],[8389,158817],[8503,106704],[8731,67315],[9596,168526],[10565,174694],[10735,120553],[11446,126173],[11488,80431],[11639,49171],[11657,49189],[12742,84937],[12780,189087],[12822,131124],[14367,198006],[14537,139933],[15739,205767],[15853,145608],[16081,97021],[17003,101611],[17120,62556],[17138,62574],[17382,64743],[17954,63241],[18480,220655],[18674,40244],[18825,40395],[18843,40413],[20856,230615],[20970,167070],[21198,114175],[22717,119295],[22755,239185],[22797,174286],[24578,80317],[24730,80839],[25620,49020],[26303,254574],[26417,188085],[26603,53777],[26847,54021],[29393,138675],[29431,265185],[29473,197598],[34887,286870],[35584,64499],[36400,157806],[36438,290069],[36480,220247],[36835,70199],[47299,323085],[47341,251257],[48130,82996],[62085,358928]
   ]
cell #177 :
  |C| = 35
  W-rep = phi[[3],[4]]
  special rep = phi[[3],[4]] , dim = 35
  orbit = [7, 7]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 35
     35 tau_infinity subcells with 1 member(s)
  subcells = [
     [42527],[52989],[55517],[56568],[68134],[69185],[72276],[78108],[82651],[87148],[91766],[97840],[98891],[104142],[108920],[117009],[121506],[128393],[136389],[143046],[147824],[153960],[164508],[171555],[179551],[194867],[200910],[211458],[225758],[244965],[253277],[278218],[307201],[334157],[388081]
   ]
cell #178 :
  |C| = 175
  W-rep = phi[[3, 1],[3]]+phi[[2, 1],[4]]
  special rep = phi[[3, 1],[3]] , dim = 105
  orbit = [6, 6, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [3271],[3385],[4950],[5206],[5436],[5611],[6828],[7849],[7939],[8299],[8834],[8888],[9557],[10427],[10657],[12081],[12157],[12211],[12546],[13440],[14229],[14459],[15649],[17267],[17758],[18012],[18342],[20766],[22521],[24841],[24885],[26213],[29197],[36204],[47275],
     [590,15199],[1050,20316],[1172,10171],[1186,22056],[1866,27807],[1952,13973],[1966,28732],[2141,6942],[2168,15289],[2180,30861],[2466,33419],[3285,38318],[3412,20406],[3424,39328],[3727,10832],[3739,41553],[3780,22186],[3790,22132],[4175,44519],[4261,23948],[4275,45444],[5448,51273],[5623,52015],[5664,28862],[5674,28808],[6059,54981],[6105,16184],[6159,16238],[6169,30370],[6250,31115],[6842,59065],[6969,33509],[6981,60075],[7951,64141],[8311,65570],[8898,38837],[8979,39582],[9571,71682],[9638,23415],[9719,41597],[10669,76392],[10844,77134],[10885,45574],[10895,45520],[12093,82141],[12221,48728],[13521,52059],[14471,91264],[15301,93847],[15661,95276],[16248,59584],[16329,60329],[18093,64185],[20418,111001],[20778,112430],[22068,116499],[22196,73847],[23496,77178],[26225,129508],[28744,135879],[28872,88719],[31196,93891],[33521,149905],[38330,161300],[39663,111045],[45456,179041],[45584,123077],[59077,208250],[60410,149949],[71694,233098]
   ]
cell #179 :
  |C| = 147
  W-rep = phi[[4, 2],[1]]+phi[[4, 1],[2]]
  special rep = phi[[4, 1],[2]] , dim = 84
  orbit = [8, 4, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     21 tau_infinity subcells with 1 member(s)
     63 tau_infinity subcells with 2 member(s)
  subcells = [
     [10098],[10392],[10463],[13900],[15164],[15595],[15706],[19587],[20281],[22002],[22601],[22749],[23875],[28678],[30941],[32690],[33384],[39408],[41157],[45390],[60155],
     [801,35356],[991,38264],[1496,47569],[1544,47869],[1812,50425],[1858,27772],[1860,51353],[2407,59011],[2627,34554],[2698,18378],[2714,62854],[3107,37512],[3145,65864],[3193,66164],[3651,71628],[4121,75544],[4167,44484],[4169,76472],[4503,24971],[4519,46954],[4611,81076],[4614,26270],[4877,25407],[5171,14194],[5242,14265],[5258,84550],[6005,90416],[6051,54946],[6053,91344],[6664,58259],[6702,95570],[6750,95870],[7342,62110],[7345,34854],[7493,36432],[7814,18307],[8128,105356],[8245,20712],[8353,106240],[8356,20823],[9393,70876],[9431,112724],[9479,113024],[10479,118908],[11337,80265],[11440,47293],[12027,26159],[12401,83673],[12439,129802],[12487,130102],[12626,29277],[12774,29425],[14281,138288],[15703,145144],[16997,62079],[17346,154284],[17838,36284],[18394,157419],[20820,166606],[24987,184429],[26267,187621],[34851,216841],[46859,250602]
   ]
cell #180 :
  |C| = 35
  W-rep = phi[[3],[4]]
  special rep = phi[[3],[4]] , dim = 35
  orbit = [7, 7]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 35
     35 tau_infinity subcells with 1 member(s)
  subcells = [
     [3878],[5762],[6201],[6365],[8930],[9094],[9750],[10983],[12253],[13552],[14608],[16280],[16444],[18124],[19725],[22228],[23527],[25812],[28904],[31227],[32828],[34767],[39694],[42524],[45616],[52986],[55514],[60441],[68131],[78105],[82648],[97837],[117006],[136386],[179548]
   ]
cell #181 :
  |C| = 147
  W-rep = phi[[4, 2],[1]]+phi[[4, 1],[2]]
  special rep = phi[[4, 1],[2]] , dim = 84
  orbit = [8, 4, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     21 tau_infinity subcells with 1 member(s)
     63 tau_infinity subcells with 2 member(s)
  subcells = [
     [22086],[22635],[22765],[28762],[30975],[31745],[31938],[38348],[39442],[42300],[43307],[43548],[45474],[52762],[56323],[59095],[60189],[68940],[71712],[77881],[98646],
     [2801,63209],[3311,67283],[4648,81156],[4760,81532],[5345,84905],[5501,51387],[5513,86187],[6868,96989],[7379,62190],[7509,36448],[7540,102542],[8329,66198],[8390,106320],[8502,106696],[9597,114143],[10566,119263],[10722,76506],[10734,120545],[11456,47309],[11487,80423],[11646,126954],[11649,49181],[12111,47903],[12660,29311],[12790,29441],[12821,131116],[14368,138643],[14524,91378],[14536,139925],[15679,95904],[15740,145224],[15852,145600],[17127,101706],[17130,62566],[17371,64732],[17872,36318],[18481,157774],[18642,40212],[18832,158746],[18835,40405],[20796,113058],[20857,166686],[20969,167062],[22796,174278],[24585,126081],[24719,80828],[25588,48988],[26243,130136],[26304,187701],[26416,188077],[26595,53769],[26836,54010],[29472,197590],[31935,205696],[34413,101671],[34888,216921],[35576,64491],[36479,220239],[40402,230544],[47340,251249],[49178,254503],[62563,286799],[80324,322592]
   ]
cell #182 :
  |C| = 147
  W-rep = phi[[4, 2],[1]]+phi[[4, 1],[2]]
  special rep = phi[[4, 1],[2]] , dim = 84
  orbit = [8, 4, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     21 tau_infinity subcells with 1 member(s)
     63 tau_infinity subcells with 2 member(s)
  subcells = [
     [42439],[43355],[43578],[52901],[56371],[57601],[57897],[67422],[68988],[73268],[74778],[75117],[78020],[88140],[93211],[97128],[98694],[110365],[114282],[122498],[149269],
     [7694,102977],[8754,108179],[11697,127044],[11888,127474],[12975,131551],[13293,86235],[13321,133164],[16104,147083],[17178,101796],[17401,64762],[17432,154475],[18781,106744],[18883,158836],[19074,159266],[21221,168545],[22950,174713],[23268,120593],[23296,176326],[24749,80858],[24780,126243],[25029,184545],[25045,83311],[25727,81580],[26643,53817],[26866,54040],[26897,189157],[29626,198025],[29944,139973],[29972,199638],[31884,145648],[31986,205786],[32177,206216],[34574,153599],[34590,102226],[34929,104929],[35624,64539],[36633,220674],[36854,70218],[37134,221661],[37150,70514],[40351,167110],[40453,230634],[40644,231064],[43609,239255],[46816,183678],[46978,126675],[48149,83015],[49127,188125],[49229,254593],[49420,255023],[49659,89650],[49998,89989],[54071,265255],[57881,274121],[62033,153563],[62614,286889],[63505,104590],[64793,290139],[70498,300835],[80889,323155],[83295,326215],[102210,359351],[126135,394586]
   ]
cell #183 :
  |C| = 147
  W-rep = phi[[4, 2],[1]]+phi[[4, 1],[2]]
  special rep = phi[[4, 1],[2]] , dim = 84
  orbit = [8, 4, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     21 tau_infinity subcells with 1 member(s)
     63 tau_infinity subcells with 2 member(s)
  subcells = [
     [73458],[74826],[75147],[75208],[88330],[93259],[95009],[95417],[108369],[110413],[116232],[118285],[122688],[135612],[142220],[147273],[149317],[163682],[168735],[178774],[210632],
     [11433,183820],[11897,185077],[13330,191478],[17053,216258],[17504,217091],[17676,154937],[19083,222193],[19546,161033],[23305,241576],[24574,183673],[24635,126766],[25093,184626],[25114,251358],[26969,256073],[27141,189619],[27692,133212],[29981,267576],[32186,274653],[32649,207983],[34401,153574],[34638,153680],[34959,104959],[35020,105020],[37044,159314],[37198,221742],[37219,291550],[40653,301367],[41116,232831],[43681,309997],[43853,239717],[44404,176374],[47008,126705],[47416,129649],[48339,127522],[49429,326747],[49707,89698],[50028,90019],[50089,90080],[54143,336953],[54315,265717],[54866,199686],[57791,206264],[57945,274202],[57966,345970],[62231,154131],[63553,104638],[64865,362376],[65037,290601],[65303,112163],[65711,112571],[70408,231112],[70562,300916],[70583,372684],[80961,395026],[81874,129241],[83205,255071],[83359,326296],[83380,397695],[83927,137665],[102274,359432],[102295,429276],[103316,156796],[126148,461467]
   ]
cell #184 :
  |C| = 175
  W-rep = phi[[3, 1],[3]]+phi[[2, 1],[4]]
  special rep = phi[[3, 1],[3]] , dim = 105
  orbit = [6, 6, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [5447],[5622],[7950],[8310],[8635],[8891],[10668],[12092],[12214],[12702],[13443],[13514],[14470],[15660],[15985],[17914],[18015],[18086],[18538],[19715],[20777],[21102],[22677],[24888],[25484],[25802],[26224],[29353],[31641],[34704],[34757],[36360],[40108],[48884],[62534],
     [591,31017],[1051,39484],[1173,42196],[1185,22067],[1867,51429],[1953,52658],[1965,28743],[2142,55451],[2174,31118],[2179,15300],[2467,60231],[3272,67179],[3284,38329],[3386,68068],[3418,39585],[3423,20417],[3733,41600],[3738,10843],[3783,22189],[3786,42514],[4176,76548],[4262,77777],[4274,45455],[4951,82585],[5207,84230],[5617,52062],[5667,28865],[5670,52976],[6060,91420],[6162,16241],[6165,55504],[6243,31189],[6829,96885],[6841,59076],[6943,97774],[6975,60332],[6980,33520],[7850,103619],[7945,64188],[8894,68121],[8972,39656],[9558,114039],[9570,71693],[9641,23418],[9712,23489],[10172,116943],[10428,118588],[10838,77181],[10888,45577],[10891,78095],[12217,82638],[13974,136323],[14230,137968],[14598,32818],[15200,142523],[15295,93894],[16244,97827],[16322,60403],[18343,157099],[20317,163985],[20412,111048],[22192,116996],[23949,179485],[27808,191781],[28868,136376],[33420,210935],[33515,149952],[44520,241879],[45580,179538],[54982,267879]
   ]
cell #185 :
  |C| = 35
  W-rep = phi[[5, 1],[1]]
  special rep = phi[[5, 1],[1]] , dim = 35
  orbit = [10, 2, 2]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 35
     35 tau_infinity subcells with 1 member(s)
  subcells = [
     [803],[997],[1497],[1814],[2413],[2628],[2691],[3146],[3657],[4123],[4496],[4605],[5235],[6007],[6703],[7253],[7336],[8130],[8347],[9432],[10456],[11331],[12440],[14258],[15697],[16964],[17347],[18371],[20814],[24964],[26261],[34460],[34845],[46853],[62005]
   ]
cell #186 :
  |C| = 105
  W-rep = phi[[4, 1],[2]]+phi[[1, 1],[5]]
  special rep = phi[[4, 1],[2]] , dim = 84
  orbit = [8, 4, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     63 tau_infinity subcells with 1 member(s)
     21 tau_infinity subcells with 2 member(s)
  subcells = [
     [3273],[3387],[4952],[5208],[5437],[5612],[6830],[7851],[7940],[8300],[8631],[8835],[8887],[9559],[10429],[10658],[12082],[12158],[12210],[12547],[12698],[13439],[14231],[14460],[15650],[15981],[17268],[17759],[17910],[18011],[18344],[18534],[19687],[20767],[21098],[22522],[22673],[24842],[24884],[25480],[25774],[26214],[26431],[29198],[29349],[31637],[34700],[34729],[35412],[36205],[36356],[40104],[43143],[46836],[47073],[47276],[48880],[53605],[62048],[62530],[64327],[80748],[101663],
     [593,15201],[1053,20318],[1174,10173],[1869,27809],[1954,13975],[2143,6944],[2169,15290],[2469,33421],[3413,20407],[3728,10833],[3779,22185],[4178,44521],[4263,23950],[5663,28861],[6062,54983],[6106,16185],[6158,16237],[6970,33510],[9637,23414],[10884,45573],[14570,32790]
   ]
cell #187 :
  |C| = 147
  W-rep = phi[[4, 2],[1]]+phi[[4, 1],[2]]
  special rep = phi[[4, 1],[2]] , dim = 84
  orbit = [8, 4, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     21 tau_infinity subcells with 1 member(s)
     63 tau_infinity subcells with 2 member(s)
  subcells = [
     [15207],[15482],[15498],[15576],[20324],[21983],[22484],[22554],[27815],[28659],[30894],[31674],[33427],[39361],[42229],[44527],[45371],[52691],[54989],[60108],[77810],
     [994,67212],[1755,84834],[1871,51306],[2410,96918],[2884,63138],[3032,106303],[3110,66117],[3299,38245],[3654,114072],[4064,119192],[4180,76425],[4802,81139],[4880,47822],[5071,131053],[5104,84548],[5214,50406],[5948,138572],[6064,91297],[6589,145207],[6667,95823],[6856,58992],[7414,62173],[7714,102479],[7747,62852],[7857,35337],[8071,157703],[8132,20599],[8148,20615],[8226,20693],[9318,166669],[9396,112977],[9585,71609],[10292,174215],[10325,118906],[10435,75525],[11500,80360],[11533,46952],[11914,26046],[11930,26062],[12008,26140],[12326,187684],[12404,130055],[12509,29160],[12579,29230],[14094,197527],[14127,138286],[14237,90397],[17012,62014],[17185,34791],[17201,34807],[17317,216904],[17721,36167],[17791,36237],[18207,220176],[18240,157417],[18350,105337],[18571,40141],[24589,46844],[24804,47238],[24919,251186],[24952,184427],[25517,48917],[34451,286274]
   ]
cell #188 :
  |C| = 105
  W-rep = phi[[4, 1],[2]]+phi[[1, 1],[5]]
  special rep = phi[[4, 1],[2]] , dim = 84
  orbit = [8, 4, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     63 tau_infinity subcells with 1 member(s)
     21 tau_infinity subcells with 2 member(s)
  subcells = [
     [8807],[8821],[8882],[12130],[12144],[12205],[13423],[13482],[17240],[17254],[17640],[17995],[18054],[19391],[19759],[24599],[24693],[24868],[25315],[25846],[27105],[27519],[32494],[34393],[34532],[35078],[35253],[37420],[37951],[40961],[43817],[44231],[46894],[47547],[50147],[50322],[54279],[54693],[58167],[58698],[62794],[65001],[65842],[70784],[71315],[75266],[75441],[83581],[84490],[90138],[90313],[95548],[105078],[105253],[112702],[118848],[126824],[129780],[138228],[154262],[157359],[184369],[216245],
     [6078,16157],[6092,16171],[6153,16232],[6346,30743],[9075,39210],[9621,23398],[9680,23457],[9902,22180],[13257,51155],[13704,28856],[14642,32862],[14911,31157],[16425,59957],[20028,39624],[21689,42558],[23232,76274],[23679,45568],[28365,53020],[29908,91146],[33131,60371],[45077,78139]
   ]
cell #189 :
  |C| = 27
  W-rep = phi[[5],[1, 1]]+phi[[],[6, 1]]
  special rep = phi[[5],[1, 1]] , dim = 21
  orbit = [10, 2, 1, 1]
  depth of tau_infinity partitioning = 1
  number of tau_infinity subcells = 21
     15 tau_infinity subcells with 1 member(s)
     6 tau_infinity subcells with 2 member(s)
  subcells = [
     [14072],[19953],[26040],[28022],[35888],[38541],[47224],[48432],[51715],[62407],[63841],[80303],[80650],[101645],[126064],
     [7166,16915],[10270,24047],[14836,33056],[21346,44734],[30074,59288],[41253,76834]
   ]
cell #190 :
  |C| = 105
  W-rep = phi[[4],[2, 1]]+phi[[1],[5, 1]]
  special rep = phi[[4],[2, 1]] , dim = 70
  orbit = [8, 4, 1, 1]
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 70
     35 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [2005],[3404],[3520],[4969],[5576],[5654],[5843],[7904],[7982],[8813],[8846],[8956],[11571],[12136],[12169],[12279],[13413],[13429],[13507],[17246],[17279],[17985],[18001],[18079],[19695],[19765],[24605],[24858],[24874],[25782],[25852],[28036],[34435],[34737],[35902],
     [659,7211],[1225,4314],[1336,11285],[2160,6961],[2276,7077],[2490,16935],[3692,10797],[3770,10875],[3959,11064],[4339,24212],[6084,16163],[6117,16196],[6227,16306],[6521,31453],[9250,39920],[9611,23388],[9627,23404],[9705,23482],[9976,22254],[13778,28930],[14578,32798],[14648,32868],[14936,31182],[16600,60667],[20053,39649],[21360,44748],[21695,42564],[23753,45642],[24506,80108],[28371,53026],[30559,56649],[33156,60396],[39026,69266],[45083,78145],[59773,98972]
   ]
cell #191 :
  |C| = 147
  W-rep = phi[[4, 2],[1]]+phi[[4, 1],[2]]
  special rep = phi[[4, 1],[2]] , dim = 84
  orbit = [8, 4, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     21 tau_infinity subcells with 1 member(s)
     63 tau_infinity subcells with 2 member(s)
  subcells = [
     [10104],[10301],[10364],[13906],[15136],[15491],[15552],[19593],[20253],[21959],[22474],[22547],[23881],[28635],[30887],[32696],[33356],[39354],[41163],[45347],[60101],
     [995,38221],[1756,50382],[1870,51299],[1874,27744],[2411,58968],[2885,35313],[3033,65857],[3109,66110],[3113,37484],[3655,71585],[4065,75501],[4179,76418],[4183,44456],[4803,47562],[4879,47815],[4883,25379],[5080,14103],[5103,84541],[5143,14166],[5949,90373],[6063,91290],[6067,54918],[6590,95563],[6666,95816],[6670,58231],[7415,34547],[7723,18216],[7746,62845],[7786,18279],[8072,105313],[8138,106239],[8141,20608],[8202,20669],[9319,112717],[9395,112970],[9399,70848],[10324,118899],[11509,24928],[11532,46945],[11920,81075],[11923,26055],[11984,26116],[12327,129795],[12403,130048],[12407,83645],[12499,29150],[12572,29223],[14126,138279],[15488,145143],[17191,62109],[17194,34800],[17318,154277],[17711,36157],[17784,36230],[18239,157410],[20605,166605],[24595,80264],[24794,47228],[24951,184420],[26052,187620],[34425,62068],[34797,216840],[46850,250601]
   ]
cell #192 :
  |C| = 105
  W-rep = phi[[4, 1],[2]]+phi[[1, 1],[5]]
  special rep = phi[[4, 1],[2]] , dim = 84
  orbit = [8, 4, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     63 tau_infinity subcells with 1 member(s)
     21 tau_infinity subcells with 2 member(s)
  subcells = [
     [5557],[5605],[7885],[7933],[8815],[8865],[11552],[11865],[12138],[12188],[13214],[13414],[13476],[17100],[17248],[17623],[17986],[18048],[19051],[19374],[23189],[24687],[24859],[25161],[25309],[27088],[27513],[29865],[32154],[32477],[34436],[34480],[35072],[37266],[37414],[40621],[40944],[43800],[44225],[46802],[47495],[49397],[50141],[54262],[54687],[58013],[58161],[64984],[65790],[70630],[70778],[75260],[83427],[83575],[90132],[95496],[102342],[105072],[112650],[126818],[129728],[154210],[183732],
     [3673,10778],[3721,10826],[3857,21840],[5741,28516],[6086,16165],[6136,16215],[6303,15283],[8709,38102],[9032,20400],[9612,23389],[9674,23451],[9885,22163],[10962,45228],[13687,28839],[14905,31151],[16059,58849],[16382,33503],[20022,39618],[21176,71466],[23662,45551],[33125,60365]
   ]
cell #193 :
  |C| = 27
  W-rep = phi[[5],[1, 1]]+phi[[],[6, 1]]
  special rep = phi[[5],[1, 1]] , dim = 21
  orbit = [10, 2, 1, 1]
  depth of tau_infinity partitioning = 1
  number of tau_infinity subcells = 21
     15 tau_infinity subcells with 1 member(s)
     6 tau_infinity subcells with 2 member(s)
  subcells = [
     [9279],[13626],[18198],[19747],[25834],[27960],[34789],[35826],[38530],[47162],[48421],[62065],[62396],[80292],[101601],
     [4368,11278],[6550,16629],[9824,23601],[14630,32850],[21284,44672],[30063,59277]
   ]
cell #194 :
  |C| = 105
  W-rep = phi[[4],[2, 1]]+phi[[1],[5, 1]]
  special rep = phi[[4],[2, 1]] , dim = 70
  orbit = [8, 4, 1, 1]
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 70
     35 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [2006],[3405],[3519],[3523],[4970],[5577],[5653],[5657],[7905],[7981],[7985],[8822],[8845],[8885],[11572],[12145],[12168],[12208],[13419],[13422],[13483],[17255],[17278],[17991],[17994],[18055],[19685],[19758],[24864],[24867],[25772],[25845],[34441],[34727],[46834],
     [660,7212],[1226,4315],[1335,11284],[1339,11288],[2161,6962],[2275,7076],[2279,7080],[2499,16749],[3693,10798],[3769,10874],[3773,10878],[3968,22382],[5852,29058],[6093,16172],[6116,16195],[6156,16235],[6355,15335],[9084,20452],[9617,23394],[9620,23397],[9681,23458],[9905,22183],[11073,45770],[13707,28859],[14568,32788],[14641,32861],[14912,31158],[16434,33555],[16944,61910],[20029,39625],[21688,42557],[23682,45571],[28364,53019],[33132,60372],[45076,78138]
   ]
cell #195 :
  |C| = 147
  W-rep = phi[[4, 2],[1]]+phi[[4, 1],[2]]
  special rep = phi[[4, 1],[2]] , dim = 84
  orbit = [8, 4, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     21 tau_infinity subcells with 1 member(s)
     63 tau_infinity subcells with 2 member(s)
  subcells = [
     [6443],[6619],[9172],[10053],[10337],[13354],[13855],[15109],[15507],[15536],[16522],[20226],[21943],[22493],[23329],[23830],[28619],[30005],[31590],[33329],[45331],
     [996,19542],[1757,27137],[1872,27717],[2412,32645],[2886,17672],[3062,9348],[3111,37457],[3294,38205],[3656,41112],[4066,43849],[4181,44429],[4832,12356],[4881,25352],[5105,50068],[5116,14139],[5209,50366],[5950,54311],[6065,54891],[6668,58204],[6851,58952],[7748,34999],[7759,18252],[7852,35297],[8073,65033],[8157,20624],[8176,65754],[8186,20653],[9397,70821],[9580,71569],[10326,75187],[10430,75485],[11534,47048],[11939,26071],[11958,47459],[11968,26100],[12405,83618],[12504,84376],[12518,29169],[14128,90059],[14232,90357],[15526,95460],[17210,34816],[17229,62274],[17716,62680],[17730,36176],[18241,104999],[18345,105297],[18487,40057],[20643,112614],[22479,118734],[24799,80455],[24813,47247],[24953,126745],[25433,48833],[26090,129692],[29155,138114],[34430,101629],[34653,62483],[34835,154174],[36162,157245],[46823,80307],[47233,184255],[62073,216223]
   ]
cell #196 :
  |C| = 105
  W-rep = phi[[4, 1],[2]]+phi[[1, 1],[5]]
  special rep = phi[[4, 1],[2]] , dim = 84
  orbit = [8, 4, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     63 tau_infinity subcells with 1 member(s)
     21 tau_infinity subcells with 2 member(s)
  subcells = [
     [3372],[4937],[5585],[7675],[7913],[8679],[8829],[8851],[11845],[12152],[12174],[12956],[13194],[13431],[16029],[17262],[17425],[17609],[18003],[19031],[19360],[19686],[21146],[22931],[23169],[24773],[24876],[25075],[25773],[26890],[27074],[29607],[29845],[32134],[32463],[34620],[34728],[34932],[36614],[37180],[40601],[40930],[43602],[43786],[46835],[46981],[49377],[50001],[54064],[54248],[57927],[62036],[64786],[64970],[70544],[75120],[80882],[83341],[89992],[102256],[104932],[126678],[153566],
     [2128,6929],[2218,15025],[3462,20142],[3701,10806],[3827,10158],[5486,27633],[5711,13960],[6100,16179],[6122,16201],[6283,15263],[7019,33245],[9012,20380],[9629,23406],[9871,22149],[10707,44345],[10932,23935],[13673,28825],[14509,54807],[14569,32789],[16362,33483],[23648,45537]
   ]
cell #197 :
  |C| = 27
  W-rep = phi[[5],[1, 1]]+phi[[],[6, 1]]
  special rep = phi[[5],[1, 1]] , dim = 21
  orbit = [10, 2, 1, 1]
  depth of tau_infinity partitioning = 1
  number of tau_infinity subcells = 21
     15 tau_infinity subcells with 1 member(s)
     6 tau_infinity subcells with 2 member(s)
  subcells = [
     [5866],[8969],[12292],[13466],[18038],[19693],[24911],[25780],[27949],[34735],[35815],[46842],[47151],[62054],[80244],
     [2513,7209],[3982,11087],[6240,16319],[9664,23441],[14576,32796],[21273,44661]
   ]
cell #198 :
  |C| = 105
  W-rep = phi[[4],[2, 1]]+phi[[1],[5, 1]]
  special rep = phi[[4],[2, 1]] , dim = 70
  orbit = [8, 4, 1, 1]
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 70
     35 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [2007],[3406],[3521],[4971],[5606],[5655],[5838],[7934],[7983],[8847],[8858],[8951],[12170],[12181],[12274],[13438],[13457],[13467],[17280],[18010],[18029],[18039],[19690],[19704],[24883],[24902],[25777],[25791],[27952],[34732],[34746],[35818],[46839],[47154],[62057],
     [661,7213],[1227,4316],[1337,11286],[1343,11171],[2162,6963],[2277,7078],[2283,15423],[2485,16930],[3527,20540],[3722,10827],[3771,10876],[3861,10192],[3954,11059],[5745,13994],[6118,16197],[6129,16208],[6222,16301],[6304,15284],[7084,33643],[9033,20401],[9636,23413],[9655,23432],[9665,23442],[9878,22156],[10966,23969],[11292,46717],[13680,28832],[14573,32793],[14587,32807],[14896,31142],[16383,33504],[20013,39609],[21276,44664],[23655,45544],[33116,60356]
   ]
cell #199 :
  |C| = 27
  W-rep = phi[[5],[1, 1]]+phi[[],[6, 1]]
  special rep = phi[[5],[1, 1]] , dim = 21
  orbit = [10, 2, 1, 1]
  depth of tau_infinity partitioning = 1
  number of tau_infinity subcells = 21
     15 tau_infinity subcells with 1 member(s)
     6 tau_infinity subcells with 2 member(s)
  subcells = [
     [3532],[5662],[7990],[8850],[12173],[13421],[17283],[17993],[19683],[24866],[25770],[34443],[34725],[46832],[62003],
     [1348,4387],[2288,7089],[3778,10883],[6121,16200],[9619,23396],[14566,32786]
   ]
cell #200 :
  |C| = 147
  W-rep = phi[[4, 2],[1]]+phi[[4, 1],[2]]
  special rep = phi[[4, 1],[2]] , dim = 84
  orbit = [8, 4, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     21 tau_infinity subcells with 1 member(s)
     63 tau_infinity subcells with 2 member(s)
  subcells = [
     [10105],[10393],[13907],[15165],[15588],[19594],[20282],[21995],[22509],[22592],[23882],[28671],[30932],[31620],[32697],[33385],[39399],[41164],[43141],[45383],[60146],
     [1875,27773],[3114,37513],[3297,38257],[4184,44485],[4884,25408],[5172,14195],[5212,50418],[5488,51344],[6068,54947],[6671,58260],[6854,59004],[7815,18308],[7855,35349],[8179,65770],[8238,20705],[8316,66155],[9400,70877],[9583,71621],[10433,75537],[10709,76463],[11961,47475],[12020,26152],[12098,47860],[12408,83674],[12534,29185],[12548,84449],[12617,29268],[14235,90409],[14511,91335],[15529,95476],[15666,95861],[17232,62290],[17746,36192],[17760,62753],[17829,36275],[18348,105349],[18491,106135],[18517,40087],[20646,112630],[20783,113015],[22523,118807],[24829,47263],[24843,80528],[25437,80971],[25463,48863],[26093,129708],[26230,130093],[26429,53603],[29199,138187],[31594,145039],[34657,101811],[34683,62513],[34838,154190],[35410,64325],[36206,157318],[40061,166501],[46827,126090],[47071,80746],[47277,184328],[48837,187516],[62046,101661],[62487,216736],[80311,250592]
   ]
cell #201 :
  |C| = 105
  W-rep = phi[[4, 1],[2]]+phi[[1, 1],[5]]
  special rep = phi[[4, 1],[2]] , dim = 84
  orbit = [8, 4, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     63 tau_infinity subcells with 1 member(s)
     21 tau_infinity subcells with 2 member(s)
  subcells = [
     [5452],[5627],[7955],[8315],[8637],[8893],[10673],[12097],[12216],[12704],[13152],[13445],[13512],[14475],[15665],[15987],[17916],[18017],[18084],[18540],[18724],[19713],[20782],[21104],[22679],[23127],[24890],[25486],[25670],[25800],[26229],[26479],[27953],[29355],[29803],[31643],[31827],[34706],[34755],[35460],[35819],[36362],[36652],[40110],[40294],[43191],[47121],[47155],[47947],[48886],[49070],[53653],[57399],[62058],[62310],[62536],[64375],[70016],[80286],[80796],[82813],[102116],[126121],
     [1194,22072],[1974,28748],[2184,15305],[3293,38334],[3428,20422],[3743,10848],[3785,22191],[4283,45460],[5669,28867],[6164,16243],[6241,31187],[6850,59081],[6985,33525],[8970,39654],[9579,71698],[9643,23420],[9710,23487],[10890,45579],[14596,32816],[16320,60401],[21277,44665]
   ]
cell #202 :
  |C| = 105
  W-rep = phi[[4, 1],[2]]+phi[[1, 1],[5]]
  special rep = phi[[4, 1],[2]] , dim = 84
  orbit = [8, 4, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     63 tau_infinity subcells with 1 member(s)
     21 tau_infinity subcells with 2 member(s)
  subcells = [
     [13299],[13575],[18147],[18787],[19486],[19855],[23274],[25733],[25942],[26756],[27665],[27998],[28144],[29950],[31890],[32589],[35737],[35864],[36010],[36719],[37017],[38575],[40357],[41056],[43468],[44377],[47200],[48014],[48312],[48466],[49133],[49513],[51720],[53930],[54839],[57466],[57764],[62377],[62441],[63359],[63846],[64652],[65075],[70083],[70381],[74632],[80620],[80655],[81646],[82880],[83178],[89504],[94781],[101650],[101915],[102183],[104444],[111935],[126099],[126642],[129013],[154009],[183710],
     [3918,42445],[5802,52907],[6388,31250],[8770,67428],[9117,39717],[9773,23550],[9997,42654],[11023,78026],[13799,53116],[14738,32958],[15057,56757],[16120,97134],[16467,60464],[20174,69374],[21237,114288],[21322,44710],[21468,44856],[23774,78235],[30108,59322],[33277,99080],[41258,76839]
   ]
cell #203 :
  |C| = 105
  W-rep = phi[[4],[2, 1]]+phi[[1],[5, 1]]
  special rep = phi[[4],[2, 1]] , dim = 70
  orbit = [8, 4, 1, 1]
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 70
     35 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [3524],[5658],[5841],[7986],[8914],[8954],[9230],[12237],[12277],[13460],[13519],[13597],[18032],[18091],[18169],[19720],[19734],[19803],[24905],[25807],[25821],[25890],[27956],[27982],[34762],[34776],[35822],[35848],[38534],[47158],[47184],[48425],[62061],[62400],[80296],
     [662,16750],[1228,22383],[1340,11289],[2008,29059],[2219,15336],[2280,7081],[2488,16933],[3463,20453],[3774,10879],[3806,22212],[3957,11062],[4317,45771],[4319,24486],[5690,28888],[6185,16264],[6225,16304],[6248,31194],[6501,16580],[7020,33556],[7214,61911],[8977,39661],[9658,23435],[9717,23494],[9795,23572],[9826,42602],[10911,45600],[13628,53064],[14603,32823],[14617,32837],[14686,32906],[16327,60408],[21280,44668],[21306,44694],[23603,78183],[30067,59281]
   ]
cell #204 :
  |C| = 27
  W-rep = phi[[5],[1, 1]]+phi[[],[6, 1]]
  special rep = phi[[5],[1, 1]] , dim = 21
  orbit = [10, 2, 1, 1]
  depth of tau_infinity partitioning = 1
  number of tau_infinity subcells = 21
     15 tau_infinity subcells with 1 member(s)
     6 tau_infinity subcells with 2 member(s)
  subcells = [
     [2009],[3407],[4972],[5578],[7906],[8814],[11573],[12137],[13412],[17247],[17984],[24606],[24857],[34434],[46779],
     [663,2519],[1229,4318],[2163,6964],[3694,10799],[6085,16164],[9610,23387]
   ]
cell #205 :
  |C| = 147
  W-rep = phi[[4, 2],[1]]+phi[[4, 1],[2]]
  special rep = phi[[4, 1],[2]] , dim = 84
  orbit = [8, 4, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     21 tau_infinity subcells with 1 member(s)
     63 tau_infinity subcells with 2 member(s)
  subcells = [
     [6706],[10466],[15598],[15717],[22005],[22612],[28681],[30952],[31757],[39419],[42312],[45393],[52774],[56407],[60166],[69024],[77893],[86271],[98730],[120629],[140009],
     [694,17350],[703,34557],[1367,24624],[1389,46898],[1500,12443],[1509,47572],[2540,34397],[2701,18381],[2723,62798],[2759,35359],[3149,9435],[3158,65867],[4506,24974],[4625,26281],[4689,47880],[5245,14268],[5267,84494],[5303,50428],[6715,95573],[7356,34865],[7521,62865],[8248,20715],[8367,20834],[8431,66175],[8586,38267],[9444,112727],[10488,118852],[10524,75547],[11468,46965],[12030,26162],[12452,129805],[12637,29288],[12802,84561],[13072,51364],[14290,138232],[14326,90419],[15781,95881],[15936,59014],[17359,154287],[17849,36295],[18403,157363],[18439,105359],[18654,40224],[19129,67295],[20898,113035],[21053,71631],[22777,118919],[23047,76483],[24996,184373],[25600,49000],[26345,130113],[26679,84917],[29453,138299],[29723,91355],[32232,97001],[34464,216249],[35660,63221],[36460,157430],[40699,114155],[43391,119275],[47321,184440],[53853,138655],[64575,157786]
   ]
cell #206 :
  |C| = 36
  W-rep = phi[[5, 1, 1],[]]+phi[[5],[1, 1]]
  special rep = phi[[5],[1, 1]] , dim = 21
  orbit = [10, 2, 1, 1]
  depth of tau_infinity partitioning = 1
  number of tau_infinity subcells = 21
     6 tau_infinity subcells with 1 member(s)
     15 tau_infinity subcells with 2 member(s)
  subcells = [
     [34158],[44618],[58274],[75288],[95513],[118842],
     [24564,183749],[24715,126846],[25422,83688],[27906,55080],[34387,216239],[34497,154227],[35100,105100],[37527,70891],[46775,250552],[46888,184363],[47512,129745],[50169,90160],[62788,157353],[65807,112667],[84484,138222]
   ]
cell #207 :
  |C| = 105
  W-rep = phi[[4, 2, 1],[]]+phi[[4],[2, 1]]
  special rep = phi[[4],[2, 1]] , dim = 70
  orbit = [8, 4, 1, 1]
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 70
     35 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [46446],[59208],[61527],[75580],[76729],[79562],[95578],[95917],[97266],[100450],[117899],[118704],[118827],[118841],[137279],[142639],[144616],[145063],[145138],[152734],[164101],[171077],[173571],[174114],[180441],[194389],[202265],[205023],[211051],[227113],[235557],[244487],[261557],[279573],[315481],
     [34562,154292],[35392,105392],[38461,71825],[46887,184362],[47577,129810],[47916,130149],[50461,90452],[51610,91601],[62029,216238],[62104,216835],[62773,157338],[62787,157352],[65872,112732],[66211,113071],[67560,114420],[80259,250596],[80548,184348],[80995,187540],[81070,187615],[84346,138084],[84469,138207],[84483,138221],[101835,216760],[102378,220075],[103735,157215],[105712,166078],[106159,166525],[106234,166600],[126281,251085],[127915,187093],[130409,196883],[130952,197426],[155315,219532],[158073,229871],[185459,253830]
   ]
cell #208 :
  |C| = 36
  W-rep = phi[[5, 1, 1],[]]+phi[[5],[1, 1]]
  special rep = phi[[5],[1, 1]] , dim = 21
  orbit = [10, 2, 1, 1]
  depth of tau_infinity partitioning = 1
  number of tau_infinity subcells = 21
     6 tau_infinity subcells with 1 member(s)
     15 tau_infinity subcells with 2 member(s)
  subcells = [
     [46447],[59209],[75581],[95579],[118853],[145148],
     [34376,286224],[34398,216250],[34563,154293],[35393,105393],[38462,71826],[46785,250606],[46899,184374],[47578,129811],[50462,90453],[62114,216845],[62799,157364],[65873,112733],[81080,187625],[84495,138233],[106244,166610]
   ]
cell #209 :
  |C| = 154
  W-rep = phi[[4, 1, 1],[1]]+phi[[4, 1],[1, 1]]
  special rep = phi[[4, 1],[1, 1]] , dim = 84
  orbit = [8, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     14 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [61533],[76735],[79607],[95923],[97311],[100775],[118925],[119320],[120954],[125078],[145158],[145236],[145684],[147609],
     [673,62009],[1395,80355],[2582,101719],[2729,102474],[4464,80375],[4667,126967],[5273,131048],[7566,102494],[7608,154513],[8409,158759],[10494,174210],[11778,127083],[12847,131068],[12889,189195],[14296,197522],[15759,205709],[17539,102667],[18409,220171],[18964,158875],[19216,222575],[20876,230557],[22822,174230],[22864,239293],[25002,251181],[26323,254516],[27004,131241],[27314,189997],[29498,197542],[29540,265293],[32067,205825],[32319,275035],[34470,286269],[34907,286812],[36505,220191],[36547,290177],[37705,159707],[40534,230673],[40786,301749],[43716,174403],[44026,240095],[46795,250616],[46971,184446],[47366,251201],[47922,130155],[49310,254632],[50729,132309],[51616,91607],[54178,197715],[54488,266095],[58452,206657],[62124,216855],[62202,216933],[62871,157436],[63266,157831],[64900,220364],[66217,113077],[67605,114465],[71069,231505],[75848,175471],[81090,187635],[81168,187713],[81616,188161],[84567,138305],[84962,138700],[86596,140334],[90720,198783],[106254,166620],[106332,166698],[106780,167146],[108705,169071]
   ]
cell #210 :
  |C| = 147
  W-rep = phi[[4, 2],[1]]+phi[[4, 1],[2]]
  special rep = phi[[4, 1],[2]] , dim = 84
  orbit = [8, 4, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     21 tau_infinity subcells with 1 member(s)
     63 tau_infinity subcells with 2 member(s)
  subcells = [
     [4082],[6634],[6689],[10068],[10379],[10387],[10452],[13870],[15151],[15159],[20268],[20276],[22045],[23845],[28721],[33371],[33379],[38307],[45433],[59054],[71671],
     [762,8089],[787,17687],[1428,11616],[1483,12426],[1491,25176],[1519,25394],[1773,5966],[1798,27152],[2614,17333],[2622,17115],[2687,18367],[2705,35093],[3077,9363],[3132,9418],[3140,37281],[3168,37499],[3242,19557],[4107,43864],[4492,24960],[4510,24708],[4609,47498],[4847,12371],[5158,14181],[5166,14189],[5231,14254],[5249,50162],[5369,27767],[5397,27759],[5991,54326],[6697,58028],[6725,58246],[6799,32660],[7249,34456],[7340,34483],[7801,18294],[7809,18302],[8114,65048],[8288,37507],[8351,65793],[9426,70645],[9454,70863],[9528,41127],[10470,75281],[10590,44479],[10618,44471],[11335,46805],[12070,25402],[12434,83442],[12462,83660],[14272,90153],[14392,54941],[14420,54933],[15638,58254],[15701,95499],[17341,102357],[18385,105093],[20755,70871],[20818,112653],[24978,126839],[26202,83668],[26265,129731],[34849,154213],[46857,183735]
   ]
cell #211 :
  |C| = 36
  W-rep = phi[[5, 1, 1],[]]+phi[[5],[1, 1]]
  special rep = phi[[5],[1, 1]] , dim = 21
  orbit = [10, 2, 1, 1]
  depth of tau_infinity partitioning = 1
  number of tau_infinity subcells = 21
     6 tau_infinity subcells with 1 member(s)
     15 tau_infinity subcells with 2 member(s)
  subcells = [
     [16883],[23375],[32200],[43685],[57968],[75206],
     [11437,80965],[11911,49443],[13400,30051],[17055,102297],[17508,64869],[19097,40667],[24576,126150],[24633,126764],[25116,83382],[26973,54147],[34399,153572],[35018,105018],[37221,70585],[46776,183667],[50087,90078]
   ]
cell #212 :
  |C| = 105
  W-rep = phi[[4, 2, 1],[]]+phi[[4],[2, 1]]
  special rep = phi[[4],[2, 1]] , dim = 70
  orbit = [8, 4, 1, 1]
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 70
     35 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [24403],[32759],[34138],[34151],[43879],[44598],[44611],[46292],[57334],[57866],[57956],[58267],[69951],[73533],[74837],[75149],[75201],[79899],[88405],[93270],[95011],[95401],[95415],[99657],[110424],[116234],[118283],[118730],[122763],[135614],[142218],[149328],[163680],[178776],[210630],
     [17702,65063],[19656,41226],[25104,83370],[25415,83681],[27167,54341],[27886,55060],[27899,55073],[34649,102285],[34961,104961],[35013,105013],[37119,70483],[37209,70573],[37520,70884],[47010,126707],[47062,126759],[47400,129633],[47414,129647],[48414,83280],[49718,89709],[50030,90021],[50082,90073],[62215,154115],[62229,154129],[62676,157241],[63564,104649],[65305,112165],[65695,112555],[65709,112569],[80278,183724],[80451,184251],[81876,129243],[83925,137663],[84372,138110],[101625,216219],[103314,156794]
   ]
cell #213 :
  |C| = 36
  W-rep = phi[[5, 1, 1],[]]+phi[[5],[1, 1]]
  special rep = phi[[5],[1, 1]] , dim = 21
  orbit = [10, 2, 1, 1]
  depth of tau_infinity partitioning = 1
  number of tau_infinity subcells = 21
     6 tau_infinity subcells with 1 member(s)
     15 tau_infinity subcells with 2 member(s)
  subcells = [
     [24406],[32762],[43882],[58031],[75229],[95502],
     [16983,153595],[17118,102360],[17705,65066],[19659,41229],[24553,183738],[24656,126787],[25179,83445],[27170,54344],[34377,216177],[34486,154216],[35041,105041],[37284,70648],[47501,129734],[50110,90101],[65796,112656]
   ]
cell #214 :
  |C| = 105
  W-rep = phi[[4, 2, 1],[]]+phi[[4],[2, 1]]
  special rep = phi[[4],[2, 1]] , dim = 70
  orbit = [8, 4, 1, 1]
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 70
     35 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [34156],[44616],[46435],[58272],[59197],[61446],[75286],[75569],[76648],[78972],[94281],[95322],[95480],[95500],[111435],[116545],[118348],[118760],[118832],[135925],[142283],[144549],[145054],[150339],[163745],[171010],[173562],[179087],[183171],[194322],[202256],[210695],[227104],[244420],[279564],
     [24713,126844],[25420,83686],[27904,55078],[34484,154214],[35098,105098],[35381,105381],[37525,70889],[38450,71814],[46806,183736],[46878,184353],[47479,129712],[47499,129732],[50167,90158],[50450,90441],[51529,91520],[62020,216229],[62294,154194],[62706,157271],[62778,157343],[65616,112476],[65774,112634],[65794,112654],[80481,184281],[80986,187531],[82187,129554],[83990,137728],[84402,138140],[84474,138212],[101826,216751],[103379,156859],[105645,166011],[106150,166516],[127848,187026],[130400,196874],[155306,219523]
   ]
cell #215 :
  |C| = 154
  W-rep = phi[[4, 1, 1],[1]]+phi[[4, 1],[1, 1]]
  special rep = phi[[4, 1],[1, 1]] , dim = 84
  orbit = [8, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     14 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [34159],[44619],[46445],[46453],[58275],[59207],[59215],[61573],[75289],[75579],[75587],[76775],[95577],[118840],
     [706,34509],[1399,46900],[1512,47524],[2568,62105],[2733,62800],[2762,62910],[3161,65819],[4411,80260],[4653,81071],[4699,81195],[4707,47664],[5277,84496],[5306,84606],[6718,95525],[8395,106235],[8441,106359],[8449,65959],[8589,107040],[9447,112679],[10498,118854],[10527,118964],[12455,129757],[13082,131888],[13090,85260],[14300,138234],[14329,138344],[15745,145139],[15791,145263],[15799,95665],[15939,145944],[17362,154239],[18413,157365],[18442,157475],[19256,66709],[20862,166601],[20908,166725],[20916,112819],[21056,167406],[23057,175050],[23065,119618],[24716,126847],[25006,184375],[25423,83689],[26309,187616],[26355,187740],[26363,129897],[27907,55081],[29733,198362],[29741,138998],[32359,96415],[34561,154291],[34893,216836],[35101,105101],[35391,105391],[35399,105399],[37528,70892],[38460,71824],[38468,71832],[40826,113569],[46865,250597],[46886,184361],[47576,129809],[50170,90161],[50460,90451],[50468,90459],[51656,91647],[62028,216237],[62786,157351],[65871,112731],[84482,138220]
   ]
cell #216 :
  |C| = 147
  W-rep = phi[[4, 2],[1]]+phi[[4, 1],[2]]
  special rep = phi[[4, 1],[2]] , dim = 84
  orbit = [8, 4, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     21 tau_infinity subcells with 1 member(s)
     63 tau_infinity subcells with 2 member(s)
  subcells = [
     [15604],[15718],[15744],[22011],[22613],[22768],[28687],[30953],[31000],[31748],[39420],[39467],[42303],[45399],[51412],[52765],[60167],[60214],[76531],[77884],[91403],
     [707,62193],[788,63212],[1390,80363],[1513,81159],[1521,47881],[1799,84908],[2541,62017],[2567,34892],[2707,62866],[2724,102482],[3162,106323],[3170,66176],[3243,67286],[4108,119266],[4410,46864],[4512,46966],[4626,26282],[4652,26308],[5251,84562],[5268,131056],[5399,51365],[5992,138646],[6719,145227],[6727,95882],[6800,96992],[7357,34866],[7512,36451],[8115,157777],[8254,20721],[8368,20835],[8394,20861],[8534,38273],[9448,166689],[9456,113036],[9529,114146],[10472,118920],[10489,174218],[10620,76484],[11459,47312],[12036,26168],[12456,187704],[12464,130114],[12638,29289],[12685,50434],[12793,29444],[14274,138300],[14291,197530],[14422,91356],[15884,59020],[17363,216924],[17850,36296],[17897,35365],[18387,157431],[18404,220179],[18645,40215],[21001,71637],[22660,75553],[24980,184441],[24997,251189],[25591,48991],[29336,90425],[34465,286277],[36343,105365]
   ]
cell #217 :
  |C| = 147
  W-rep = phi[[4, 2],[1]]+phi[[4, 1],[2]]
  special rep = phi[[4, 1],[2]] , dim = 84
  orbit = [8, 4, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     21 tau_infinity subcells with 1 member(s)
     63 tau_infinity subcells with 2 member(s)
  subcells = [
     [4069],[4077],[6629],[6684],[10063],[10354],[10374],[13865],[15126],[15146],[20243],[20263],[21802],[23840],[28478],[33346],[33366],[38064],[45190],[58811],[71428],
     [749,8076],[757,8084],[1415,11603],[1423,11611],[1478,12421],[1760,5953],[1768,5961],[2545,17030],[2589,17110],[2609,17328],[2757,17682],[3072,9358],[3127,9413],[4403,24561],[4469,24703],[4674,25171],[4694,25389],[4842,12366],[5133,14156],[5153,14176],[5301,27147],[7295,34494],[7571,35088],[7776,18269],[7796,18289],[8416,37276],[8436,37494],[8584,19552],[10522,43859],[11717,47509],[11827,25369],[12852,50157],[13057,27734],[13077,27754],[14324,54321],[15766,58023],[15786,58241],[15934,32655],[18437,65043],[18903,65804],[19013,37474],[20883,70640],[20903,70858],[21051,41122],[22827,75276],[23032,44446],[23052,44466],[26330,83437],[26350,83655],[29503,90148],[29708,54908],[29728,54928],[32006,95510],[32116,58221],[34914,102352],[36510,105088],[40473,112664],[40583,70838],[47371,126834],[49249,129742],[49359,83635],[62634,154224],[80341,183746]
   ]
cell #218 :
  |C| = 147
  W-rep = phi[[4, 2],[1]]+phi[[4, 1],[2]]
  special rep = phi[[4, 1],[2]] , dim = 84
  orbit = [8, 4, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     21 tau_infinity subcells with 1 member(s)
     63 tau_infinity subcells with 2 member(s)
  subcells = [
     [3985],[3995],[4028],[6405],[6565],[6603],[9134],[9951],[10037],[10339],[13753],[13839],[15111],[16484],[19440],[20228],[23728],[23814],[32543],[33331],[41010],
     [1676,5869],[1686,5879],[1719,5912],[2805,7992],[2815,8002],[2848,8035],[3008,9294],[3046,9332],[4526,11575],[4536,11585],[4730,11883],[4778,12302],[4816,12340],[5118,14141],[5392,13316],[7255,17023],[7319,17105],[7390,17293],[7638,17656],[7761,18254],[8472,19069],[8558,19526],[10613,23291],[11315,24560],[11412,24696],[11741,25166],[11812,25354],[12919,27121],[13042,27719],[14415,29967],[15822,32172],[15908,32629],[17061,34493],[17483,35081],[18927,37271],[18998,37459],[20939,40639],[21025,41096],[22894,43833],[23017,44431],[25122,47508],[26386,49415],[26948,50150],[29570,54295],[29693,54893],[32030,58018],[32101,58206],[36577,65017],[37227,65803],[40497,70635],[40568,70823],[43660,75269],[49273,83432],[49344,83620],[54122,90141],[57974,95509],[62658,102347],[64844,105081],[70591,112663],[80940,126827],[83388,129741],[102303,154223],[126156,183745]
   ]
cell #219 :
  |C| = 140
  W-rep = phi[[3, 3],[1]]+phi[[3, 1],[3]]
  special rep = phi[[3, 1],[3]] , dim = 105
  orbit = [6, 6, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     70 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [2326],[3900],[4003],[5784],[6380],[6568],[6611],[9109],[9765],[10002],[10045],[10342],[11005],[13567],[13804],[13847],[14743],[14996],[15114],[16459],[18139],[19860],[20113],[20231],[21390],[21790],[23542],[23779],[23822],[25947],[27604],[28066],[28466],[30589],[31242],[32963],[33216],[33334],[35932],[38052],[39056],[39709],[42659],[44316],[44778],[45178],[47782],[51001],[53121],[54778],[56679],[58799],[59803],[60456],[66077],[69296],[71416],[72901],[76120],[78240],[87773],[90992],[95783],[99002],[107812],[112937],[122131],[130015],[146716],[168178],
     [910,3570],[1591,5010],[1694,5887],[2823,8010],[3011,9297],[3054,9340],[4544,11593],[4781,12305],[4824,12348],[5121,14144],[7393,17296],[7646,17664],[7764,18257],[8566,19534],[11415,24699],[11815,25357],[12927,27129],[13045,27722],[15916,32637],[17486,35084],[19001,37462],[21033,41104],[22902,43841],[23020,44434],[26951,50153],[29578,54303],[29696,54896],[32104,58209],[36585,65025],[40571,70826],[43663,75272],[49347,83623],[54125,90144],[64847,105084],[80943,126830]
   ]
cell #220 :
  |C| = 140
  W-rep = phi[[3, 3],[1]]+phi[[3, 1],[3]]
  special rep = phi[[3, 1],[3]] , dim = 105
  orbit = [6, 6, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     70 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [6621],[10055],[10310],[13857],[15082],[15495],[15561],[20199],[21493],[21902],[21968],[22551],[23832],[28169],[28578],[28644],[30301],[30692],[30891],[33302],[36035],[38768],[39159],[39358],[41394],[41971],[44881],[45290],[45356],[48659],[51104],[51856],[52433],[55814],[56782],[59515],[59906],[60105],[63982],[66954],[68431],[69399],[73778],[76223],[76975],[77552],[81411],[85678],[88650],[91095],[93688],[96660],[98137],[99105],[106575],[110842],[113814],[115769],[120036],[123008],[135149],[139416],[145479],[149746],[160570],[166941],[178311],[187956],[207520],[232368],
     [3064,9350],[4834,12358],[5089,14112],[7732,18225],[8145,20612],[8211,20678],[11518,24937],[11927,26059],[11993,26125],[12576,29227],[17198,34804],[17589,35322],[17788,36234],[19179,38230],[24682,46949],[25259,47819],[27054,50391],[27253,51303],[32282,58977],[35067,62849],[37364,66114],[40749,71594],[43766,75510],[43965,76422],[50136,84545],[54228,90382],[54427,91294],[58111,95820],[64950,105322],[70728,112974],[75255,118903],[83525,130052],[90127,138283],[105067,157414],[126813,184424]
   ]
cell #221 :
  |C| = 140
  W-rep = phi[[3, 3],[1]]+phi[[3, 1],[3]]
  special rep = phi[[3, 1],[3]] , dim = 105
  orbit = [6, 6, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     70 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [6635],[10069],[10370],[13871],[15142],[15181],[15512],[15583],[20259],[20298],[21919],[21990],[22028],[22504],[23846],[27789],[28595],[28666],[28704],[30318],[30844],[30854],[33362],[33401],[38290],[38785],[39311],[39321],[41536],[41546],[44501],[45307],[45378],[45416],[48676],[51266],[51998],[52008],[54963],[59037],[59532],[60058],[60068],[64124],[64134],[65563],[71654],[73795],[76385],[77117],[77127],[82134],[88667],[91257],[93830],[93840],[95269],[110984],[110994],[112423],[116492],[123025],[129501],[135872],[149888],[149898],[161293],[179034],[208243],[233091],
     [3078,9364],[3218,19558],[4848,12372],[5149,14172],[5188,27153],[5352,27750],[6775,32661],[7792,18285],[7831,17688],[8162,20629],[8233,20700],[8271,37490],[9504,41128],[10409,43865],[10573,44462],[11944,26076],[12015,26147],[12053,25385],[12529,29180],[12539,50073],[14211,54327],[14375,54924],[15621,58237],[17215,34821],[17741,36187],[17751,35004],[18324,65049],[20738,70854],[22514,75192],[24824,47258],[24834,47053],[26185,83651],[29190,90064],[36197,105004],[47268,126750]
   ]
cell #222 :
  |C| = 105
  W-rep = phi[[3, 2],[2]]
  special rep = phi[[3, 2],[2]] , dim = 105
  orbit = [6, 4, 4]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [785],[1489],[1796],[2620],[2696],[3138],[3240],[4105],[4501],[5164],[5240],[5367],[5989],[6695],[6797],[7807],[8112],[8243],[8286],[8523],[9424],[9526],[10385],[10461],[10588],[12025],[12068],[12432],[12674],[14187],[14263],[14390],[15157],[15593],[15636],[15873],[17339],[17886],[18300],[18376],[18601],[20274],[20710],[20753],[20990],[22000],[22043],[22649],[24969],[25400],[25547],[26157],[26200],[27765],[28676],[28719],[29325],[30989],[31704],[33377],[34552],[35354],[36332],[37505],[38262],[38305],[39456],[40171],[42259],[44477],[45388],[45431],[47567],[48947],[50423],[51401],[52721],[54939],[58252],[59009],[59052],[60203],[63168],[65862],[67242],[70869],[71626],[71669],[75542],[76520],[77840],[83666],[84864],[90414],[91392],[95568],[96948],[105354],[112722],[114102],[119222],[129800],[138602],[154282],[157733]
   ]
cell #223 :
  |C| = 147
  W-rep = phi[[4, 2],[1]]+phi[[4, 1],[2]]
  special rep = phi[[4, 1],[2]] , dim = 84
  orbit = [8, 4, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     21 tau_infinity subcells with 1 member(s)
     63 tau_infinity subcells with 2 member(s)
  subcells = [
     [2334],[3908],[4037],[5792],[6414],[6434],[6581],[6620],[9143],[9163],[10054],[10309],[11013],[13345],[13856],[15485],[16493],[16513],[23320],[23831],[29996],
     [918,3578],[973,8760],[1599,5018],[1728,5921],[1748,12981],[1819,13325],[2389,16110],[2857,8044],[2877,7700],[3024,9310],[3063,9349],[3088,19078],[3203,19543],[3633,21227],[4057,22956],[4128,23300],[4794,12318],[4833,12357],[4858,11892],[5088,14111],[5098,26901],[5173,27138],[5941,29632],[6012,29976],[6645,32181],[6760,32646],[7406,17309],[7731,18224],[7741,17436],[7816,17673],[8064,36639],[8135,20602],[8165,37195],[9374,40648],[9489,41113],[10319,43613],[10394,43850],[11517,24936],[11527,24784],[11917,26049],[11947,25090],[12382,49424],[12502,50003],[14121,54075],[14196,54312],[15515,57942],[17188,34794],[17218,34635],[17714,34934],[18234,64797],[18309,65034],[20632,70559],[22477,75122],[24592,46847],[24797,46983],[24946,80893],[26079,83356],[29153,89994],[34428,62038],[34824,102271],[36160,104934],[47231,126680],[62071,153568]
   ]
cell #224 :
  |C| = 36
  W-rep = phi[[5, 1, 1],[]]+phi[[5],[1, 1]]
  special rep = phi[[5],[1, 1]] , dim = 21
  orbit = [10, 2, 1, 1]
  depth of tau_infinity partitioning = 1
  number of tau_infinity subcells = 21
     6 tau_infinity subcells with 1 member(s)
     15 tau_infinity subcells with 2 member(s)
  subcells = [
     [11259],[16151],[22962],[32046],[43631],[57957],
     [7335,62674],[7706,36645],[8801,21268],[11383,80911],[11757,49289],[12987,29638],[16994,101691],[17044,102286],[17454,64815],[18943,40513],[24565,126139],[25105,83371],[26919,54093],[34378,153506],[37210,70574]
   ]
cell #225 :
  |C| = 36
  W-rep = phi[[5, 1, 1],[]]+phi[[5],[1, 1]]
  special rep = phi[[5],[1, 1]] , dim = 21
  orbit = [10, 2, 1, 1]
  depth of tau_infinity partitioning = 1
  number of tau_infinity subcells = 21
     6 tau_infinity subcells with 1 member(s)
     15 tau_infinity subcells with 2 member(s)
  subcells = [
     [7199],[10762],[15860],[22801],[31937],[43546],
     [4768,26424],[5541,14564],[7545,36484],[8510,20977],[11492,47345],[11648,49180],[12826,29477],[17129,62565],[17369,64730],[18834,40404],[24587,80326],[24717,80826],[26834,54008],[34411,101669],[46777,126066]
   ]
cell #226 :
  |C| = 105
  W-rep = phi[[4, 2, 1],[]]+phi[[4],[2, 1]]
  special rep = phi[[4],[2, 1]] , dim = 70
  orbit = [8, 4, 1, 1]
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 70
     35 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [11253],[16145],[16828],[16864],[22461],[22746],[23356],[24374],[29137],[31086],[31781],[31916],[32730],[34274],[39553],[42336],[43216],[43306],[43525],[45849],[52798],[56322],[57439],[57474],[57569],[60300],[68939],[73236],[74572],[74599],[77917],[88108],[94778],[98645],[122466],
     [8795,21262],[12771,29422],[13381,30032],[17983,36429],[18678,40248],[18813,40383],[19627,41197],[25624,49024],[25759,49159],[26504,53678],[26594,53768],[26813,53987],[35485,64400],[35575,64490],[35794,64709],[36692,70056],[36727,70091],[36822,70186],[47146,80821],[47987,82853],[48022,82888],[48117,82983],[49453,89444],[49480,89471],[62350,102156],[62385,102191],[63299,104384],[63326,104411],[65072,111932],[80560,126582],[80587,126609],[81643,129010],[101642,153557],[101912,154006],[126096,183707]
   ]
cell #227 :
  |C| = 105
  W-rep = phi[[4, 2, 1],[]]+phi[[4],[2, 1]]
  special rep = phi[[4],[2, 1]] , dim = 70
  orbit = [8, 4, 1, 1]
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 70
     35 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [16878],[23370],[24367],[24395],[32195],[32723],[32751],[33858],[42914],[43518],[43617],[43871],[53376],[56534],[57640],[57907],[57948],[69151],[73307],[74788],[75123],[75138],[78495],[88179],[93221],[95000],[95394],[98857],[101377],[110375],[116223],[122537],[135603],[149279],[178765],
     [11906,49438],[13395,30046],[17440,64801],[17694,65055],[19092,40662],[19620,41190],[19648,41218],[24788,80897],[25055,83321],[25096,83362],[26806,53980],[26905,54079],[27159,54333],[34600,102236],[34641,102277],[34935,104935],[34950,104950],[35787,64702],[36893,70257],[37160,70524],[37201,70565],[46984,126681],[46999,126696],[47393,129626],[48188,83054],[49669,89660],[50004,89995],[50019,90010],[62039,153569],[62208,154108],[63515,104600],[65294,112154],[65688,112548],[80271,183717],[81865,129232]
   ]
cell #228 :
  |C| = 154
  W-rep = phi[[4, 1, 1],[1]]+phi[[4, 1],[1, 1]]
  special rep = phi[[4, 1],[1, 1]] , dim = 84
  orbit = [8, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     14 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [16884],[23376],[24399],[24419],[32201],[32755],[32775],[34145],[43875],[44605],[57952],[58261],[75195],[95400],
     [793,17563],[1523,25190],[1804,27028],[2709,34972],[2748,35102],[3172,37295],[3248,37729],[4113,43740],[4514,47021],[4629,47426],[5253,50041],[5292,50171],[5401,50644],[5421,27448],[5997,54202],[6729,58042],[6805,58476],[7360,62241],[7495,62677],[8120,64924],[8371,65721],[8575,66412],[9458,70659],[9534,71093],[10474,75160],[10513,75290],[10622,75763],[10642,44160],[11442,80452],[11912,49444],[12466,83456],[12776,84373],[13401,30052],[14276,90032],[14315,90162],[14424,90635],[14444,54622],[15721,95427],[15925,96118],[16999,101626],[17698,65059],[18389,104972],[18428,105102],[19098,40668],[19652,41222],[19672,41242],[20838,112581],[21042,113272],[22751,118731],[24982,126718],[25100,83366],[25409,83675],[26285,129659],[27163,54337],[27893,55067],[29427,138111],[34645,102281],[34869,154141],[35007,105007],[36434,157242],[37205,70569],[37514,70878],[47056,126753],[47295,184252],[47399,129632],[50076,90067],[62081,216220],[62214,154114],[65694,112554],[80277,183723]
   ]
cell #229 :
  |C| = 147
  W-rep = phi[[4, 2],[1]]+phi[[4, 1],[2]]
  special rep = phi[[4, 1],[2]] , dim = 84
  orbit = [8, 4, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     21 tau_infinity subcells with 1 member(s)
     63 tau_infinity subcells with 2 member(s)
  subcells = [
     [10086],[10390],[10469],[13888],[15162],[15601],[15714],[19575],[20279],[22008],[22609],[22750],[23863],[28684],[30949],[32678],[33382],[39416],[41145],[45396],[60163],
     [796,35362],[976,38270],[1494,47575],[1534,47877],[1807,50431],[1826,27770],[1830,51361],[2392,59017],[2625,34560],[2704,18384],[2710,62862],[3095,37510],[3143,65870],[3183,66172],[3636,71634],[4116,75550],[4135,44482],[4139,76480],[4509,24977],[4515,46962],[4610,81077],[4622,26278],[4865,25405],[5169,14192],[5248,14271],[5254,84558],[6000,90422],[6019,54944],[6023,91352],[6652,58257],[6700,95576],[6740,95878],[7341,62111],[7353,34862],[7494,36433],[7812,18305],[8123,105362],[8251,20718],[8352,106241],[8364,20831],[9381,70874],[9429,112730],[9469,113032],[10475,118916],[11336,80266],[11441,47294],[12033,26165],[12389,83671],[12437,129808],[12477,130110],[12634,29285],[12775,29426],[14277,138296],[15702,145145],[16998,62080],[17344,154290],[17846,36292],[18390,157427],[20819,166607],[24983,184437],[26266,187622],[34850,216842],[46858,250603]
   ]
cell #230 :
  |C| = 147
  W-rep = phi[[4, 2],[1]]+phi[[4, 1],[2]]
  special rep = phi[[4, 1],[2]] , dim = 84
  orbit = [8, 4, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     21 tau_infinity subcells with 1 member(s)
     63 tau_infinity subcells with 2 member(s)
  subcells = [
     [2299],[2323],[3897],[3991],[4022],[5781],[6339],[6399],[6558],[6599],[9068],[9128],[10033],[11002],[13250],[13835],[16418],[16478],[23225],[23810],[29901],
     [883,3543],[907,3567],[1564,4983],[1588,5007],[1682,5875],[1713,5906],[2639,7455],[2782,7689],[2811,7998],[2842,8029],[3001,9287],[3042,9328],[3237,8749],[4478,11428],[4532,11581],[4724,11877],[4771,12295],[4812,12336],[5326,12970],[5386,13310],[6794,16099],[7315,17101],[7383,17286],[7580,17499],[7634,17652],[8466,19063],[8554,19522],[9523,21216],[10547,22945],[10607,23285],[11342,24609],[11378,24640],[11737,25162],[12861,26964],[12915,27117],[14349,29621],[14409,29961],[15816,32166],[15904,32625],[16989,34406],[17449,35025],[18462,36628],[18923,37267],[20933,40633],[21021,41092],[22836,43676],[22890,43829],[26380,49409],[26914,50094],[29512,54138],[29566,54291],[32026,58014],[36519,64860],[36573,65013],[40493,70631],[43626,75213],[47380,80956],[49269,83428],[54088,90085],[62654,102343],[64810,105025],[80906,126771],[101686,153579]
   ]
cell #231 :
  |C| = 140
  W-rep = phi[[3, 3],[1]]+phi[[3, 1],[3]]
  special rep = phi[[3, 1],[3]] , dim = 105
  orbit = [6, 6, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     70 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [2311],[3885],[3998],[5769],[6375],[6567],[6606],[9104],[9760],[10001],[10040],[10341],[10990],[13562],[13803],[13842],[14742],[14991],[15113],[16454],[18134],[19859],[20108],[20230],[21389],[21789],[23537],[23778],[23817],[25946],[27599],[28065],[28465],[30588],[31237],[32962],[33211],[33333],[35931],[38051],[39055],[39704],[42658],[44311],[44777],[45177],[47781],[51000],[53120],[54773],[56678],[58798],[59802],[60451],[66076],[69295],[71415],[72900],[76119],[78239],[87772],[90991],[95782],[99001],[107811],[112936],[122130],[130014],[146715],[168177],
     [895,3555],[1576,4995],[1689,5882],[2818,8005],[3010,9296],[3049,9335],[4539,11588],[4780,12304],[4819,12343],[5120,14143],[7392,17295],[7641,17659],[7763,18256],[8561,19529],[11414,24698],[11814,25356],[12922,27124],[13044,27721],[15911,32632],[17485,35083],[19000,37461],[21028,41099],[22897,43836],[23019,44433],[26950,50152],[29573,54298],[29695,54895],[32103,58208],[36580,65020],[40570,70825],[43662,75271],[49346,83622],[54124,90143],[64846,105083],[80942,126829]
   ]
cell #232 :
  |C| = 147
  W-rep = phi[[4, 2],[1]]+phi[[4, 1],[2]]
  special rep = phi[[4, 1],[2]] , dim = 84
  orbit = [8, 4, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     21 tau_infinity subcells with 1 member(s)
     63 tau_infinity subcells with 2 member(s)
  subcells = [
     [22039],[22624],[22771],[22804],[28715],[30964],[31751],[31950],[38301],[39431],[42306],[43319],[45427],[52768],[56335],[59048],[60178],[68952],[71665],[77887],[98658],
     [1408,80435],[1538,81544],[1834,86199],[2570,101717],[2742,102554],[2771,63215],[3187,106708],[3226,67289],[4143,120557],[4413,80257],[4446,47348],[4637,81162],[4655,126965],[5286,131128],[5315,84911],[5363,51376],[6027,139937],[6744,145612],[6783,96995],[7239,62089],[7368,62196],[7515,36454],[7548,36487],[8282,66187],[8379,106326],[8397,158757],[9473,167074],[9512,114149],[10507,174290],[10536,119269],[10584,76495],[11462,47315],[11661,49193],[12064,47892],[12481,188089],[12649,29300],[12796,29447],[12829,29480],[14309,197602],[14338,138649],[14386,91367],[15632,95893],[15729,145230],[15747,205707],[17142,62578],[17861,36307],[18422,220251],[18451,157780],[18648,40218],[18847,40417],[20749,113047],[20846,166692],[20864,230555],[25015,251261],[25594,48994],[26196,130125],[26293,187707],[26311,254514],[26607,53781],[34877,216927],[34895,286810],[35588,64503],[46867,322603]
   ]
cell #233 :
  |C| = 147
  W-rep = phi[[4, 2],[1]]+phi[[4, 1],[2]]
  special rep = phi[[4, 1],[2]] , dim = 84
  orbit = [8, 4, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     21 tau_infinity subcells with 1 member(s)
     63 tau_infinity subcells with 2 member(s)
  subcells = [
     [42433],[43349],[43576],[43623],[52895],[56365],[57599],[57899],[67416],[68982],[73266],[74780],[78014],[88138],[93213],[97122],[98688],[110367],[114276],[122496],[149271],
     [4483,126245],[4754,127476],[5507,133166],[7288,153607],[7585,154477],[7678,102975],[8496,159268],[8738,108177],[10728,176328],[11328,126075],[11375,80903],[11691,127042],[11710,184553],[12866,189159],[12959,131549],[13287,86229],[14530,199640],[15846,206218],[16088,147081],[16986,101683],[17172,101794],[17399,64760],[17446,64807],[18775,106738],[18877,158834],[18896,221669],[20963,231066],[21205,168543],[22841,239257],[22934,174711],[23262,120587],[24747,80856],[25047,83313],[25721,81574],[26410,255025],[26637,53811],[26864,54038],[26911,54085],[29517,265257],[29610,198023],[29938,139967],[31878,145642],[31980,205784],[31999,274129],[34592,102228],[35618,64533],[36524,290141],[36617,220672],[36852,70216],[37152,70516],[40345,167104],[40447,230632],[40466,300843],[47385,323157],[48147,83013],[49121,188119],[49223,254591],[49242,326223],[49661,89652],[62608,286887],[62627,359359],[63507,104592],[80334,394594]
   ]
cell #234 :
  |C| = 140
  W-rep = phi[[3, 3],[1]]+phi[[3, 1],[3]]
  special rep = phi[[3, 1],[3]] , dim = 105
  orbit = [6, 6, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     70 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [2319],[3893],[4015],[5777],[6335],[6392],[6574],[6594],[9064],[9121],[9938],[10008],[10028],[10304],[10998],[13246],[13740],[13810],[13830],[14749],[14878],[15076],[16414],[16471],[19427],[19866],[19995],[20193],[21450],[21487],[23221],[23715],[23785],[23805],[25953],[27486],[28126],[28163],[29897],[32530],[32969],[33098],[33296],[35992],[36029],[36999],[40997],[42665],[44198],[44838],[44875],[48294],[53127],[54660],[56739],[56776],[57746],[69356],[69393],[70363],[73413],[78246],[83160],[88285],[99062],[99099],[108324],[122643],[147228],[168690],
     [903,3563],[1584,5003],[1706,5899],[2778,7685],[2835,8022],[3017,9303],[3037,9323],[3233,8745],[4717,11870],[4787,12311],[4807,12331],[5083,14106],[5322,12966],[5379,13303],[6790,16095],[7399,17302],[7528,17429],[7726,18219],[8459,19056],[9519,21212],[10543,22941],[10600,23278],[11475,24777],[11512,24931],[12809,26894],[14345,29617],[14402,29954],[15809,32159],[18458,36624],[20926,40626],[22784,43606],[26373,49402],[29460,54068],[36467,64790],[47328,80886]
   ]
cell #235 :
  |C| = 140
  W-rep = phi[[3, 3],[1]]+phi[[3, 1],[3]]
  special rep = phi[[3, 1],[3]] , dim = 105
  orbit = [6, 6, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     70 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [2322],[3896],[4016],[5780],[6338],[6393],[6575],[6593],[9067],[9122],[9939],[10009],[10027],[10303],[11001],[13249],[13741],[13811],[13829],[14750],[14879],[15075],[16417],[16472],[19428],[19867],[19996],[20192],[21451],[21486],[23224],[23716],[23786],[23804],[25954],[27487],[28127],[28162],[29900],[32531],[32970],[33099],[33295],[35993],[36028],[37000],[40998],[42666],[44199],[44839],[44874],[48295],[53128],[54661],[56740],[56775],[57747],[69357],[69392],[70364],[73414],[78247],[83161],[88286],[99063],[99098],[108325],[122644],[147229],[168691],
     [906,3566],[1587,5006],[1707,5900],[2781,7688],[2836,8023],[3018,9304],[3036,9322],[3236,8748],[4718,11871],[4788,12312],[4806,12330],[5082,14105],[5325,12969],[5380,13304],[6793,16098],[7400,17303],[7529,17430],[7725,18218],[8460,19057],[9522,21215],[10546,22944],[10601,23279],[11476,24778],[11511,24930],[12810,26895],[14348,29620],[14403,29955],[15810,32160],[18461,36627],[20927,40627],[22785,43607],[26374,49403],[29461,54069],[36468,64791],[47329,80887]
   ]
cell #236 :
  |C| = 35
  W-rep = phi[[3],[4]]
  special rep = phi[[3],[4]] , dim = 35
  orbit = [7, 7]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 35
     35 tau_infinity subcells with 1 member(s)
  subcells = [
     [1199],[1979],[2148],[2222],[3392],[3466],[3746],[4288],[4957],[5630],[6109],[6949],[7023],[7958],[8838],[10178],[10851],[12161],[13980],[15308],[16188],[17271],[20425],[22136],[23955],[28812],[30374],[33528],[38841],[45524],[48732],[59588],[73851],[88723],[123081]
   ]
cell #237 :
  |C| = 147
  W-rep = phi[[4, 2],[1]]+phi[[4, 1],[2]]
  special rep = phi[[4, 1],[2]] , dim = 84
  orbit = [8, 4, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     21 tau_infinity subcells with 1 member(s)
     63 tau_infinity subcells with 2 member(s)
  subcells = [
     [56500],[57634],[57905],[57959],[69117],[73301],[74786],[75140],[86364],[88173],[93219],[95002],[98823],[110373],[116225],[120722],[122531],[135605],[140102],[149277],[178767],
     [7330,153673],[7695,154930],[8755,161026],[11381,183759],[11752,184619],[11890,127482],[12976,189612],[13323,133172],[16105,207976],[16992,153513],[17046,102288],[17434,154483],[17452,217030],[18938,221735],[19076,159274],[19502,108212],[21222,232824],[22951,239710],[23298,176334],[24567,126141],[24782,126251],[25053,83319],[25107,83373],[26772,131584],[26899,189165],[26917,256012],[29627,265710],[29974,199646],[32041,274195],[32179,206224],[32605,147116],[34598,102234],[34952,104952],[35753,103010],[36634,290594],[36887,70251],[37158,70522],[37212,70576],[40508,300909],[40646,231072],[41072,168578],[43484,174746],[43611,239263],[43629,309936],[47001,126698],[48182,83048],[49284,326289],[49422,255031],[49667,89658],[50021,90012],[53946,198058],[54073,265263],[54091,336892],[62669,359425],[63513,104598],[64668,220707],[64795,290147],[64813,362315],[65296,112156],[80891,323163],[80909,394965],[81867,129234],[101689,428963]
   ]
cell #238 :
  |C| = 35
  W-rep = phi[[3],[4]]
  special rep = phi[[3],[4]] , dim = 35
  orbit = [7, 7]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 35
     35 tau_infinity subcells with 1 member(s)
  subcells = [
     [10132],[13934],[14789],[15226],[19906],[20343],[21518],[23909],[25993],[28194],[30122],[33009],[33446],[36060],[38589],[42705],[44906],[48480],[53167],[56807],[59336],[62455],[69424],[73599],[78286],[88471],[92161],[99130],[109315],[122829],[128788],[148219],[171950],[195262],[245360]
   ]
cell #239 :
  |C| = 140
  W-rep = phi[[3, 3],[1]]+phi[[3, 1],[3]]
  special rep = phi[[3, 1],[3]] , dim = 105
  orbit = [6, 6, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     70 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [6429],[6614],[9158],[10048],[10077],[10335],[13340],[13850],[13879],[15089],[15107],[15505],[15538],[16508],[19566],[20206],[20224],[21500],[21912],[21945],[22495],[23315],[23825],[23854],[27697],[28176],[28588],[28621],[29991],[30311],[30835],[32669],[33309],[33327],[36042],[37049],[38778],[39302],[41136],[41527],[44409],[44888],[45300],[45333],[48344],[48669],[51989],[54871],[56789],[57796],[59525],[60049],[64115],[69406],[70413],[73463],[73788],[77108],[83210],[88335],[88660],[93821],[99112],[108374],[110975],[122693],[123018],[147278],[149879],[168740],
     [968,19537],[1743,27132],[1817,27715],[2384,32640],[2872,17667],[3057,9343],[3086,37455],[3628,41107],[4052,43844],[4126,44427],[4827,12351],[4856,25350],[5096,50066],[5114,14137],[5936,54306],[6010,54889],[6643,58202],[7739,34997],[7757,18250],[8059,65028],[8155,20622],[8188,20655],[9372,70819],[10317,75185],[11525,47046],[11937,26069],[11970,26102],[12380,83616],[12520,29171],[14119,90057],[17208,34814],[17732,36178],[18232,104997],[24815,47249],[24944,126743]
   ]
cell #240 :
  |C| = 105
  W-rep = phi[[4, 1],[2]]+phi[[1, 1],[5]]
  special rep = phi[[4, 1],[2]] , dim = 84
  orbit = [8, 4, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     63 tau_infinity subcells with 1 member(s)
     21 tau_infinity subcells with 2 member(s)
  subcells = [
     [5544],[5556],[5602],[7872],[7884],[7930],[8816],[8864],[11539],[11551],[11862],[12139],[12187],[13211],[13477],[17015],[17099],[17249],[17622],[18049],[19048],[19373],[23186],[24559],[24688],[25160],[25310],[27087],[27514],[29862],[32151],[32476],[34492],[35073],[37265],[37415],[40618],[40943],[43799],[44226],[47507],[49394],[50142],[54261],[54688],[58012],[58162],[64983],[65802],[70629],[70779],[75261],[83426],[83576],[90133],[95508],[102341],[105073],[112662],[126819],[129740],[154222],[183744],
     [3660,10765],[3672,10777],[3718,10823],[3848,21837],[5732,28513],[6087,16166],[6135,16214],[6300,15280],[8700,38099],[9029,20397],[9675,23452],[9884,22162],[10953,45225],[13686,28838],[14906,31152],[16050,58846],[16379,33500],[20023,39619],[21167,71463],[23661,45550],[33126,60366]
   ]
cell #241 :
  |C| = 175
  W-rep = phi[[3, 1],[3]]+phi[[2, 1],[4]]
  special rep = phi[[3, 1],[3]] , dim = 105
  orbit = [6, 6, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [3389],[4954],[5570],[7898],[8820],[8878],[11565],[12143],[12201],[13481],[17253],[17636],[18053],[19387],[24692],[25314],[27101],[27518],[32490],[35077],[37419],[40957],[43813],[44230],[50146],[54275],[54692],[58166],[64997],[70783],[75265],[83580],[90137],[105077],[126823],
     [1196,10175],[1976,13977],[2145,6946],[2226,15248],[3470,20365],[3686,10791],[3750,21540],[3871,22118],[4285,23952],[5634,28216],[5755,28794],[6091,16170],[6149,16228],[6194,30356],[6332,30739],[7027,33468],[7962,36082],[8923,38823],[9061,39206],[9679,23456],[9697,41404],[9898,22176],[9943,42026],[10855,44928],[10976,45506],[12246,48714],[13243,51151],[13499,51866],[13700,28852],[13745,52488],[14910,31156],[14928,55824],[15312,56829],[16273,59570],[16411,59953],[18071,63992],[19432,67009],[20027,39623],[20045,68441],[20429,69446],[22221,73833],[23218,76270],[23474,76985],[23675,45564],[23720,77607],[25332,81421],[27536,85688],[28897,88705],[29894,91142],[31174,93698],[32535,96715],[33130,60370],[33148,98147],[33532,99152],[37437,106585],[39641,110852],[41002,113869],[42044,115779],[44248,120046],[45609,123063],[52506,135159],[54710,139426],[58184,145489],[60388,149756],[67027,160580],[70801,166951],[77625,178321],[83598,187966],[96733,207530],[113887,232378]
   ]
cell #242 :
  |C| = 105
  W-rep = phi[[3, 2],[2]]
  special rep = phi[[3, 2],[2]] , dim = 105
  orbit = [6, 4, 4]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [965],[1740],[1821],[2381],[2869],[3026],[3090],[3211],[3625],[4049],[4130],[4796],[4860],[5078],[5136],[5181],[5933],[6014],[6583],[6647],[6768],[7408],[7721],[7779],[7824],[8056],[8200],[8218],[9312],[9376],[9497],[10081],[10299],[10357],[10402],[11507],[11982],[12000],[12320],[12384],[13883],[14101],[14159],[14204],[15129],[15174],[15550],[15568],[17311],[18214],[18272],[18317],[19570],[20246],[20291],[20667],[20685],[21957],[21975],[23858],[24926],[25372],[26114],[26132],[27737],[27782],[28633],[28651],[32673],[33349],[33394],[34545],[35311],[35329],[37477],[38219],[38237],[41140],[44449],[44494],[45345],[45363],[47560],[50380],[50398],[54911],[54956],[58224],[58966],[58984],[65855],[70841],[71583],[71601],[75499],[75517],[83638],[90371],[90389],[95561],[105311],[105329],[112715],[129793],[154275]
   ]
cell #243 :
  |C| = 140
  W-rep = phi[[3, 3],[1]]+phi[[3, 1],[3]]
  special rep = phi[[3, 1],[3]] , dim = 105
  orbit = [6, 6, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     70 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [6610],[6622],[10044],[10056],[10311],[10334],[13846],[13858],[14995],[15083],[15106],[15504],[20112],[20200],[20223],[21494],[21782],[21911],[23821],[23833],[27603],[28170],[28458],[28587],[30310],[30518],[33215],[33303],[33326],[36036],[38044],[38777],[38985],[41475],[44315],[44882],[45170],[45299],[48668],[50930],[51937],[54777],[56783],[58791],[59524],[59732],[64063],[65492],[69400],[71408],[73787],[76049],[77056],[82063],[88659],[90921],[93769],[95198],[99106],[110923],[112352],[116421],[123017],[129430],[135801],[149827],[161222],[178963],[208172],[233020],
     [3053,9339],[3065,9351],[4823,12347],[4835,12359],[5090,14113],[5113,14136],[7645,17663],[7733,18226],[7756,18249],[8154,20621],[8565,19533],[11519,24938],[11807,25349],[11936,26068],[12926,27128],[13037,27714],[15915,32636],[17207,34813],[17415,34996],[18993,37454],[21032,41103],[22901,43840],[23012,44426],[24763,47045],[26880,50065],[29577,54302],[29688,54888],[32096,58201],[36584,65024],[40563,70818],[43592,75184],[49339,83615],[54054,90056],[64776,104996],[80872,126742]
   ]
cell #244 :
  |C| = 140
  W-rep = phi[[3, 3],[1]]+phi[[3, 1],[3]]
  special rep = phi[[3, 1],[3]] , dim = 105
  orbit = [6, 6, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     70 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [15177],[15607],[20294],[22014],[22027],[22597],[27785],[28690],[28703],[30853],[30937],[31625],[31730],[33397],[38289],[39320],[39404],[41545],[42180],[42285],[43175],[44497],[45402],[45415],[51265],[52007],[52642],[52747],[54959],[55435],[56191],[59036],[60067],[60151],[64133],[65562],[68052],[68808],[71653],[72224],[76384],[77126],[77761],[77866],[82133],[82569],[87096],[91256],[93839],[95268],[97758],[98514],[104090],[110993],[112422],[116491],[116927],[121454],[129500],[135871],[136307],[142994],[149897],[161292],[164456],[179033],[179469],[208242],[211406],[233090],
     [3214,38276],[5184,50437],[5351,51349],[6771,59023],[7827,35368],[8257,20724],[8270,66160],[9500,71640],[10405,75556],[10572,76468],[12039,26171],[12052,47865],[12538,84454],[12622,29273],[14207,90428],[14374,91340],[15620,95866],[17750,62758],[17834,36280],[18320,105368],[18522,40092],[18627,40197],[20737,113020],[22513,118812],[24833,80533],[25468,48868],[25573,48973],[26184,130098],[26463,53637],[29189,138192],[34688,62518],[35444,64359],[36196,157323],[47105,80780],[47267,184333]
   ]
cell #245 :
  |C| = 105
  W-rep = phi[[4, 1],[2]]+phi[[1, 1],[5]]
  special rep = phi[[4, 1],[2]] , dim = 84
  orbit = [8, 4, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     63 tau_infinity subcells with 1 member(s)
     21 tau_infinity subcells with 2 member(s)
  subcells = [
     [3336],[3371],[4901],[4936],[5551],[5591],[7429],[7674],[7879],[7919],[8678],[8808],[8859],[11423],[11546],[11851],[12131],[12182],[12955],[13200],[16028],[17094],[17241],[17494],[17617],[19037],[19368],[21145],[22930],[23175],[24600],[24639],[25155],[26959],[27082],[29606],[29851],[32140],[32471],[34405],[35024],[36613],[37260],[40607],[40938],[43671],[43794],[49383],[50093],[54133],[54256],[58007],[64855],[64978],[70624],[75212],[80951],[83421],[90084],[102336],[105024],[126770],[153578],
     [2092,6893],[2127,6928],[2214,15024],[3458,20141],[3667,10772],[3707,10812],[3826,10157],[5482,27632],[5710,13959],[6079,16158],[6130,16209],[6289,15269],[7015,33244],[9018,20386],[9879,22157],[10703,44344],[10931,23934],[13681,28833],[14505,54806],[16368,33489],[23656,45545]
   ]
cell #246 :
  |C| = 175
  W-rep = phi[[3, 1],[3]]+phi[[2, 1],[4]]
  special rep = phi[[3, 1],[3]] , dim = 105
  orbit = [6, 6, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [8877],[8917],[12200],[12240],[13448],[13472],[17635],[18020],[18044],[19386],[19709],[24893],[25305],[25796],[27100],[27509],[32489],[34751],[34988],[37410],[40956],[43812],[44221],[47037],[50057],[54274],[54683],[58157],[64996],[70774],[75176],[83571],[90048],[104988],[126734],
     [1201,42508],[1981,52970],[2150,55498],[2225,31123],[3394,68115],[3469,39590],[3719,72156],[3749,41605],[3849,42017],[3865,22215],[4290,78089],[4959,82632],[5603,87028],[5633,52067],[5733,52479],[5749,28891],[6148,16227],[6188,16267],[6301,55735],[6331,30738],[6951,97821],[7026,60337],[7931,104022],[7961,64193],[8701,67000],[9030,68352],[9060,39205],[9646,23423],[9670,23447],[9897,22175],[10180,116990],[10824,121386],[10854,77186],[10954,77598],[10970,45603],[11863,128079],[13212,85599],[13242,51150],[13699,28851],[13982,136370],[14592,32812],[14901,31147],[15281,142926],[15311,93899],[16051,96706],[16380,98058],[16410,59952],[19049,105876],[20018,39614],[20398,164388],[20428,111053],[21168,113860],[21838,171241],[23187,119957],[23217,76269],[23674,45563],[23957,179532],[28514,194553],[29863,139337],[29893,91141],[32152,144780],[33121,60361],[33501,211338],[33531,149957],[38100,224373],[40619,166242],[45226,244651],[49395,187257],[58847,276833],[71464,303547]
   ]
cell #247 :
  |C| = 175
  W-rep = phi[[3, 1],[3]]+phi[[2, 1],[4]]
  special rep = phi[[3, 1],[3]] , dim = 105
  orbit = [6, 6, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [19782],[19850],[25869],[25937],[27993],[28029],[35276],[35859],[35895],[37974],[38559],[47195],[47745],[48450],[50345],[50964],[58721],[62425],[62737],[66040],[71338],[75464],[76083],[80512],[84433],[90336],[90955],[95746],[105276],[112900],[118791],[129978],[138171],[157302],[184312],
     [3873,73569],[5757,88441],[6196,92131],[6368,56606],[8925,109285],[9097,69223],[9699,114870],[9753,72314],[9945,72864],[9992,42649],[10978,122799],[12248,128758],[13501,134250],[13555,87186],[13747,87736],[13794,53111],[14665,32885],[14733,32953],[14930,92443],[14984,56023],[16275,148189],[16447,98929],[18073,156111],[18127,104180],[19434,107775],[20047,109597],[20101,68640],[21317,44705],[21353,44741],[21712,42581],[22223,171920],[23476,177412],[23530,121544],[23722,122094],[23769,78230],[25334,185712],[27538,132396],[27592,85887],[28388,53043],[28899,195232],[30092,59306],[30552,56642],[31176,203061],[31230,143084],[32537,146679],[33150,148501],[33204,98346],[37439,158326],[39019,69259],[39643,227909],[39697,164546],[41004,168141],[42046,235810],[44250,175558],[44304,120245],[45100,78162],[45611,245330],[52508,261810],[54712,198870],[54766,139625],[58186,205276],[59766,98965],[60390,280369],[60444,211496],[67029,294275],[70803,230124],[77627,315734],[83600,254083],[96735,348695],[113889,375409]
   ]
cell #248 :
  |C| = 147
  W-rep = phi[[4, 2],[1]]+phi[[4, 1],[2]]
  special rep = phi[[4, 1],[2]] , dim = 84
  orbit = [8, 4, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     21 tau_infinity subcells with 1 member(s)
     63 tau_infinity subcells with 2 member(s)
  subcells = [
     [31058],[31778],[31956],[39525],[42333],[43325],[43569],[51470],[52795],[56341],[57592],[57876],[60272],[68958],[73259],[76589],[77914],[88131],[91461],[98664],[122489],
     [4762,81550],[5515,86205],[7542,102560],[7691,102968],[8504,106714],[8732,67316],[8751,108170],[10736,120563],[11489,80441],[11667,49199],[11694,127035],[12743,84938],[12823,131134],[12972,131542],[14538,139943],[15854,145618],[16082,97022],[16101,147074],[17148,62584],[17175,101787],[17377,154398],[17392,64753],[17955,63242],[18675,40245],[18853,40423],[18880,158827],[20971,167080],[21199,114176],[21218,168536],[22718,119296],[22798,174296],[22947,174704],[24725,126166],[24740,80849],[25024,83290],[25621,49021],[26418,188095],[26613,53787],[26842,189080],[26857,54031],[29394,138676],[29474,197608],[29623,198016],[31983,205777],[34419,153519],[34569,102205],[35594,64509],[36401,157807],[36481,220257],[36630,220665],[36845,70209],[37129,70493],[40450,230625],[43554,239178],[46811,126130],[47342,251267],[48140,83006],[49226,254584],[54016,265178],[62611,286880],[64738,290062],[80834,323078],[101677,358921]
   ]
cell #249 :
  |C| = 175
  W-rep = phi[[3, 1],[3]]+phi[[2, 1],[4]]
  special rep = phi[[3, 1],[3]] , dim = 105
  orbit = [6, 6, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [19505],[19874],[25961],[26775],[27670],[28149],[32608],[35756],[36015],[37022],[38580],[38757],[41075],[43487],[44382],[48317],[48471],[48648],[49518],[51765],[53949],[54844],[57769],[62446],[63364],[63891],[64671],[70386],[74637],[80625],[80700],[83183],[89509],[104449],[126647],
     [3911,73436],[5795,88308],[6385,93070],[6425,56503],[8763,108347],[9114,110224],[9154,69120],[9770,114983],[10010,73590],[10016,42673],[11016,122666],[13296,133023],[13336,86367],[13572,134363],[13812,88462],[13818,53135],[14751,92152],[14757,32977],[15062,56762],[15074,93597],[16113,147251],[16464,149128],[16504,98826],[18144,156224],[18784,158439],[19868,109306],[20179,69379],[20191,110751],[21230,168713],[21473,44861],[21485,115058],[21891,73767],[23271,176185],[23311,120725],[23547,177525],[23787,122820],[23793,78254],[25730,185825],[25955,128779],[28161,134438],[28567,88639],[29947,199497],[29987,140105],[30113,59327],[30290,59504],[31247,203174],[31887,205389],[32971,148210],[33282,99085],[33294,149655],[36027,156299],[39714,228022],[40354,230237],[41303,76884],[42442,235923],[42667,171941],[44873,177600],[45279,122997],[49130,254196],[52904,261923],[53129,195253],[56774,203249],[60461,280482],[67425,294388],[69391,228097],[78023,315847],[78248,245351],[97131,348808],[99097,280557],[114285,375522]
   ]
cell #250 :
  |C| = 175
  W-rep = phi[[3, 1],[3]]+phi[[2, 1],[4]]
  special rep = phi[[3, 1],[3]] , dim = 105
  orbit = [6, 6, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [38664],[38811],[48555],[48702],[51774],[51813],[63101],[63900],[63939],[66850],[67769],[80709],[81368],[82286],[84797],[85635],[96556],[102041],[102417],[106532],[113710],[119155],[119993],[126320],[130991],[138535],[139373],[145436],[157666],[166898],[174153],[187913],[197465],[220114],[251124],
     [10122,116644],[13924,136024],[14779,140945],[15229,93606],[19896,162407],[20346,110760],[21398,169482],[21521,115067],[21826,115726],[22106,73821],[23899,179186],[25983,186467],[28074,192794],[28197,134447],[28502,135106],[28782,88693],[30197,59411],[30344,59558],[30597,141321],[30720,92807],[32999,209357],[33449,149664],[35940,218769],[36063,156308],[38088,160527],[39064,162783],[39187,109961],[41312,76893],[41351,76932],[41867,73674],[42695,236565],[44786,242892],[44909,177609],[45214,178268],[45494,123051],[47790,252469],[51009,190579],[51132,132760],[52329,88546],[53157,262565],[55152,97475],[55771,93645],[56687,271229],[56810,203258],[58835,207477],[59811,209733],[59934,148865],[66085,221214],[68388,110799],[69304,297943],[69427,228106],[71452,232325],[72909,306393],[76128,240677],[76251,175922],[77448,122904],[78276,316489],[87781,333349],[91000,266677],[91123,199234],[95791,273674],[98094,149703],[99010,352363],[99133,280566],[107820,366214],[112945,300388],[122139,387273],[130023,325768],[146724,418674],[168186,443522]
   ]
cell #251 :
  |C| = 105
  W-rep = phi[[3, 2],[2]]
  special rep = phi[[3, 2],[2]] , dim = 105
  orbit = [6, 4, 4]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [970],[1745],[1820],[2386],[2874],[3059],[3089],[3205],[3630],[4054],[4129],[4829],[4859],[5135],[5175],[5938],[6013],[6431],[6616],[6646],[6762],[7778],[7818],[8061],[8167],[8191],[9160],[9345],[9375],[9491],[10050],[10080],[10356],[10396],[11949],[11973],[12353],[12383],[12523],[13342],[13852],[13882],[14158],[14198],[15128],[15517],[15541],[16510],[17220],[17669],[17735],[18271],[18311],[19539],[19569],[20245],[20634],[20658],[21948],[22498],[23317],[23827],[23857],[24818],[25371],[26081],[26105],[27134],[27736],[28624],[29174],[29993],[32642],[32672],[33348],[34826],[35302],[36181],[37476],[38210],[41109],[41139],[43846],[44448],[45336],[47252],[47464],[50371],[54308],[54910],[58223],[58957],[62279],[65030],[65759],[70840],[71574],[75490],[83637],[90362],[95465],[105302],[112619],[129697],[154179]
   ]
cell #252 :
  |C| = 140
  W-rep = phi[[3, 3],[1]]+phi[[3, 1],[3]]
  special rep = phi[[3, 1],[3]] , dim = 105
  orbit = [6, 6, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     70 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [6432],[6638],[9161],[10072],[10078],[10371],[13343],[13874],[13880],[15090],[15143],[15513],[15582],[16511],[19567],[20207],[20260],[21501],[21920],[21989],[22503],[23318],[23849],[23855],[27698],[28177],[28596],[28665],[29994],[30319],[30843],[32670],[33310],[33363],[36043],[37050],[38786],[39310],[41137],[41535],[44410],[44889],[45308],[45377],[48345],[48677],[51997],[54872],[56790],[57797],[59533],[60057],[64123],[69407],[70414],[73464],[73796],[77116],[83211],[88336],[88668],[93829],[99113],[108375],[110983],[122694],[123026],[147279],[149887],[168741],
     [971,19561],[1746,27156],[1818,27751],[2387,32664],[2875,17691],[3081,9367],[3087,37491],[3631,41131],[4055,43868],[4127,44463],[4851,12375],[4857,25386],[5097,50074],[5150,14173],[5939,54330],[6011,54925],[6644,58238],[7740,35005],[7793,18286],[8062,65052],[8163,20630],[8232,20699],[9373,70855],[10318,75193],[11526,47054],[11945,26077],[12014,26146],[12381,83652],[12528,29179],[14120,90065],[17216,34822],[17740,36186],[18233,105005],[24823,47257],[24945,126751]
   ]
cell #253 :
  |C| = 105
  W-rep = phi[[4, 1],[2]]+phi[[1, 1],[5]]
  special rep = phi[[4, 1],[2]] , dim = 84
  orbit = [8, 4, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     63 tau_infinity subcells with 1 member(s)
     21 tau_infinity subcells with 2 member(s)
  subcells = [
     [5502],[5642],[7970],[8330],[8720],[8920],[10723],[12112],[12243],[12731],[13272],[13451],[13548],[14525],[15680],[16070],[17943],[18023],[18120],[18546],[18760],[19721],[20797],[21187],[22706],[23247],[24896],[25492],[25706],[25808],[26244],[26487],[27954],[29382],[29923],[31649],[31863],[34712],[34763],[35468],[35820],[36389],[36653],[40116],[40330],[43199],[47129],[47156],[47948],[48892],[49106],[53661],[57400],[62059],[62311],[62542],[64383],[70017],[80287],[80804],[82814],[102117],[126122],
     [1214,22087],[1994,28763],[2234,15320],[3313,38349],[3478,20437],[3758,10863],[3868,22218],[4303,45475],[5752,28894],[6191,16270],[6361,31223],[6870,59096],[7035,33540],[9090,39690],[9599,71713],[9649,23426],[9746,23523],[10973,45606],[14604,32824],[16440,60437],[21278,44666]
   ]
cell #254 :
  |C| = 147
  W-rep = phi[[4, 2],[1]]+phi[[4, 1],[2]]
  special rep = phi[[4, 1],[2]] , dim = 84
  orbit = [8, 4, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     21 tau_infinity subcells with 1 member(s)
     63 tau_infinity subcells with 2 member(s)
  subcells = [
     [15211],[15616],[20328],[22023],[22600],[27819],[28699],[30940],[31628],[31727],[33431],[39407],[42282],[43172],[44531],[45411],[52744],[54993],[57397],[60154],[77863],
     [3303,38285],[5218,50446],[5492,51352],[6860,59032],[7861,35377],[8266,20733],[8320,66163],[8715,67265],[9589,71649],[10439,75565],[10713,76471],[12048,26180],[12102,47868],[12552,84457],[12625,29276],[12726,84887],[14241,90437],[14515,91343],[15670,95869],[16065,96971],[17764,62761],[17837,36283],[17938,63191],[18354,105377],[18525,40095],[18541,106207],[18624,40194],[20787,113023],[21182,114125],[22527,118815],[22701,119245],[24847,80536],[25471,48871],[25487,81043],[25570,48970],[26234,130101],[26432,130939],[26460,53634],[29203,138195],[29377,138625],[31644,145111],[34691,62521],[34707,101883],[35413,102365],[35441,64356],[36210,157326],[36384,157756],[36650,70014],[40111,166573],[43144,174101],[47074,126268],[47102,80777],[47281,184336],[47945,82811],[48887,187588],[53606,197413],[62049,153526],[62308,102114],[62537,216808],[64328,220062],[80284,126119],[80749,251072],[101664,286256]
   ]
cell #255 :
  |C| = 36
  W-rep = phi[[5, 1, 1],[]]+phi[[5],[1, 1]]
  special rep = phi[[5],[1, 1]] , dim = 21
  orbit = [10, 2, 1, 1]
  depth of tau_infinity partitioning = 1
  number of tau_infinity subcells = 21
     6 tau_infinity subcells with 1 member(s)
     15 tau_infinity subcells with 2 member(s)
  subcells = [
     [2518],[4192],[6675],[10329],[15490],[22472],
     [1883,6076],[3118,9404],[4888,12412],[5108,14131],[7751,18244],[8140,20607],[11537,24956],[11922,26054],[12497,29148],[17193,34799],[17709,36155],[24597,46852],[24792,47226],[34423,62066],[46778,80245]
   ]
cell #256 :
  |C| = 105
  W-rep = phi[[4],[2, 1]]+phi[[1],[5, 1]]
  special rep = phi[[4],[2, 1]] , dim = 70
  orbit = [8, 4, 1, 1]
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 70
     35 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [14066],[19947],[20547],[26034],[28188],[28258],[29064],[36054],[36124],[38604],[38763],[38890],[48495],[48654],[48781],[51771],[51789],[51966],[62470],[63897],[63915],[64092],[67747],[67787],[80706],[80724],[82264],[82304],[86769],[102019],[102059],[103763],[126111],[126475],[153542],
     [4373,24206],[6555,31447],[7160,16909],[9284,39914],[10109,42746],[10264,24041],[11178,24435],[11283,80102],[13911,53208],[14830,33050],[15101,56801],[15430,33650],[16634,60661],[16755,34201],[20218,69418],[21512,44900],[21582,44970],[21897,73773],[22388,45776],[23886,78327],[28573,88645],[30137,59351],[30296,59510],[30423,59637],[30812,93798],[33321,99124],[39279,110952],[41309,76890],[41327,76908],[41504,77085],[45285,123003],[55130,97453],[55170,97493],[60026,149856],[71897,121127]
   ]
cell #257 :
  |C| = 36
  W-rep = phi[[5, 1, 1],[]]+phi[[5],[1, 1]]
  special rep = phi[[5],[1, 1]] , dim = 21
  orbit = [10, 2, 1, 1]
  depth of tau_infinity partitioning = 1
  number of tau_infinity subcells = 21
     6 tau_infinity subcells with 1 member(s)
     15 tau_infinity subcells with 2 member(s)
  subcells = [
     [4383],[6880],[10568],[15741],[22756],[31927],
     [2803,18483],[3323,9609],[4649,26305],[5347,14370],[7380,34889],[7500,36439],[8391,20858],[11447,47300],[11638,49170],[12781,29432],[17004,62086],[17119,62555],[18824,40394],[24577,80316],[34379,101603]
   ]
cell #258 :
  |C| = 105
  W-rep = phi[[4, 2, 1],[]]+phi[[4],[2, 1]]
  special rep = phi[[4],[2, 1]] , dim = 70
  orbit = [8, 4, 1, 1]
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 70
     35 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [7190],[10753],[11162],[11233],[15414],[15690],[16125],[16839],[20531],[22097],[22636],[22726],[23331],[28773],[30976],[31654],[31736],[31891],[33634],[39443],[42291],[43181],[43206],[43296],[45485],[46708],[52753],[56312],[57401],[57429],[60190],[68929],[74567],[77872],[98635],
     [5532,14555],[8340,20807],[8775,21242],[12122,26254],[12661,29312],[12751,29402],[13356,30007],[17873,36319],[17963,36409],[18551,40121],[18633,40203],[18788,40358],[25497,48897],[25579,48979],[25734,49134],[26469,53643],[26494,53668],[26584,53758],[34717,62547],[35450,64365],[35475,64390],[35565,64480],[36654,70018],[36682,70046],[47111,80786],[47136,80811],[47949,82815],[47977,82843],[49448,89439],[62312,102118],[62340,102146],[63294,104379],[80288,126123],[80555,126577],[101637,153552]
   ]
cell #259 :
  |C| = 154
  W-rep = phi[[4, 1, 1],[1]]+phi[[4, 1],[1, 1]]
  special rep = phi[[4, 1],[1, 1]] , dim = 84
  orbit = [8, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     14 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [7200],[10763],[11243],[16135],[16844],[22736],[23336],[24346],[31896],[32702],[43211],[43497],[57467],[74571],
     [983,8630],[1829,13032],[2399,15980],[3098,18723],[3208,19108],[3643,21097],[4138,23007],[4868,25669],[5178,26658],[5348,27174],[5542,14565],[6022,29683],[6655,31826],[6765,32211],[7821,35639],[8170,36702],[8267,36897],[8785,21252],[9384,40293],[9494,40678],[10399,43370],[10569,43886],[11952,47997],[12049,48192],[12392,49069],[12535,49492],[12761,29412],[13361,30012],[14201,53832],[14371,54348],[15520,57449],[15617,57644],[17223,62360],[17747,63338],[17973,36419],[18314,64554],[18489,65073],[18793,40363],[19599,41169],[20637,70066],[20734,70261],[22510,74611],[24830,80599],[25435,81644],[25739,49139],[26084,82863],[26181,83058],[26499,53673],[26785,53959],[29186,89483],[31592,94779],[34655,101913],[34829,102166],[35480,64395],[35766,64681],[36193,104423],[36720,70084],[40059,111933],[46825,126097],[47141,80816],[47264,126621],[48015,82881],[48835,129011],[49452,89443],[62378,102184],[62485,154007],[63298,104383],[80309,183708],[80559,126581],[101641,153556]
   ]
cell #260 :
  |C| = 35
  W-rep = phi[[3],[4]]
  special rep = phi[[3],[4]] , dim = 35
  orbit = [7, 7]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 35
     35 tau_infinity subcells with 1 member(s)
  subcells = [
     [1218],[1998],[2157],[2257],[3401],[3501],[3761],[4307],[4966],[5645],[6114],[6958],[7058],[7973],[8843],[10187],[10866],[12166],[13989],[15323],[16193],[17276],[20440],[22141],[23964],[28817],[30379],[33543],[38846],[45529],[48737],[59593],[73856],[88728],[123086]
   ]
cell #261 :
  |C| = 35
  W-rep = phi[[3],[4]]
  special rep = phi[[3],[4]] , dim = 35
  orbit = [7, 7]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 35
     35 tau_infinity subcells with 1 member(s)
  subcells = [
     [10135],[13937],[14792],[15227],[19909],[20344],[21519],[23912],[25996],[28195],[30123],[33012],[33447],[36061],[38590],[42708],[44907],[48481],[53170],[56808],[59337],[62456],[69425],[73600],[78289],[88472],[92162],[99131],[109316],[122830],[128789],[148220],[171951],[195263],[245361]
   ]
cell #262 :
  |C| = 35
  W-rep = phi[[3],[4]]
  special rep = phi[[3],[4]] , dim = 35
  orbit = [7, 7]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 35
     35 tau_infinity subcells with 1 member(s)
  subcells = [
     [22139],[28815],[30377],[31093],[38844],[39560],[41575],[45527],[48735],[52037],[55187],[59591],[60307],[64163],[67804],[73854],[77156],[82321],[88726],[93869],[97510],[102076],[111023],[116679],[123084],[136059],[140980],[149927],[162442],[179221],[186502],[209392],[236600],[262600],[316524]
   ]
cell #263 :
  |C| = 35
  W-rep = phi[[3],[4]]
  special rep = phi[[3],[4]] , dim = 35
  orbit = [7, 7]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 35
     35 tau_infinity subcells with 1 member(s)
  subcells = [
     [73594],[88466],[92156],[93553],[109310],[110707],[115014],[122824],[128783],[134394],[140555],[148214],[149611],[156255],[162017],[171945],[177556],[186077],[195257],[203205],[208967],[216576],[228053],[236175],[245355],[262175],[269036],[280513],[295750],[316099],[324975],[350170],[378899],[404899],[454997]
   ]
cell #264 :
  |C| = 140
  W-rep = phi[[3, 3],[1]]+phi[[3, 1],[3]]
  special rep = phi[[3, 1],[3]] , dim = 105
  orbit = [6, 6, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     70 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [6438],[6617],[9167],[10051],[10092],[10336],[13349],[13853],[13894],[15094],[15108],[15506],[15537],[16517],[19581],[20211],[20225],[21505],[21913],[21944],[22494],[23324],[23828],[23869],[27702],[28181],[28589],[28620],[30000],[30312],[30834],[32684],[33314],[33328],[36047],[37054],[38779],[39301],[41151],[41526],[44414],[44893],[45301],[45332],[48349],[48670],[51988],[54876],[56794],[57801],[59526],[60048],[64114],[69411],[70418],[73468],[73789],[77107],[83215],[88340],[88661],[93820],[99117],[108379],[110974],[122698],[123019],[147283],[149878],[168745],
     [987,19540],[1752,27135],[1852,27716],[2403,32643],[2881,17670],[3060,9346],[3101,37456],[3647,41110],[4061,43847],[4161,44428],[4830,12354],[4871,25351],[5101,50067],[5115,14138],[5945,54309],[6045,54890],[6658,58203],[7744,34998],[7758,18251],[8068,65031],[8156,20623],[8187,20654],[9387,70820],[10322,75186],[11530,47047],[11938,26070],[11969,26101],[12395,83617],[12519,29170],[14124,90058],[17209,34815],[17731,36177],[18237,104998],[24814,47248],[24949,126744]
   ]
cell #265 :
  |C| = 147
  W-rep = phi[[4, 2],[1]]+phi[[4, 1],[2]]
  special rep = phi[[4, 1],[2]] , dim = 84
  orbit = [8, 4, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     21 tau_infinity subcells with 1 member(s)
     63 tau_infinity subcells with 2 member(s)
  subcells = [
     [6440],[6640],[9169],[10074],[10372],[13351],[13876],[15144],[15514],[15581],[16519],[20261],[21988],[22502],[23326],[23851],[28664],[30002],[31591],[33364],[45376],
     [989,19563],[1754,27158],[1853,27752],[2405,32666],[2883,17693],[3083,9369],[3102,37492],[3259,38250],[3649,41133],[4063,43870],[4162,44464],[4853,12377],[4872,25387],[5102,50075],[5151,14174],[5194,50411],[5947,54332],[6046,54926],[6659,58239],[6816,58997],[7745,35006],[7794,18287],[7837,35342],[8070,65054],[8164,20631],[8171,65763],[8231,20698],[9388,70856],[9545,71614],[10323,75194],[10415,75530],[11531,47055],[11946,26078],[11953,47468],[12013,26145],[12396,83653],[12503,84377],[12527,29178],[14125,90066],[14217,90402],[15521,95469],[17217,34823],[17224,62283],[17715,62681],[17739,36185],[18238,105006],[18330,105342],[18488,40058],[20638,112623],[22478,118735],[24798,80456],[24822,47256],[24950,126752],[25434,48834],[26085,129701],[29154,138115],[34429,101630],[34654,62484],[34830,154183],[36161,157246],[46824,80308],[47232,184256],[62072,216224]
   ]
cell #266 :
  |C| = 36
  W-rep = phi[[5, 1, 1],[]]+phi[[5],[1, 1]]
  special rep = phi[[5],[1, 1]] , dim = 21
  orbit = [10, 2, 1, 1]
  depth of tau_infinity partitioning = 1
  number of tau_infinity subcells = 21
     6 tau_infinity subcells with 1 member(s)
     15 tau_infinity subcells with 2 member(s)
  subcells = [
     [1349],[2414],[4067],[6591],[10293],[15481],
     [998,3658],[1758,5951],[2887,8074],[3034,9320],[4804,12328],[5072,14095],[7416,17319],[7715,18208],[8131,20598],[11501,24920],[11913,26045],[17013,34452],[17184,34790],[24588,46843],[34380,62004]
   ]
cell #267 :
  |C| = 175
  W-rep = phi[[3, 1],[3]]+phi[[2, 1],[4]]
  special rep = phi[[3, 1],[3]] , dim = 105
  orbit = [6, 6, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [1906],[2910],[3338],[4903],[5554],[5593],[7431],[7882],[7921],[8862],[11549],[11853],[12185],[13202],[17097],[17620],[19039],[19371],[23177],[25158],[27085],[29853],[32142],[32474],[37263],[40609],[40941],[43797],[49385],[54259],[58010],[64981],[70627],[83424],[102339],
     [1126,4215],[2094,6895],[2186,6467],[3430,9196],[3670,10775],[3709,10814],[3793,10124],[5677,13926],[6133,16212],[6172,14781],[6252,15232],[6291,15271],[6987,16546],[8901,19898],[8981,20349],[9020,20388],[9721,21524],[9882,22160],[9921,21828],[10898,23901],[12224,25985],[13523,28200],[13684,28836],[13723,28504],[14661,30200],[14952,30723],[16251,33001],[16331,33452],[16370,33491],[18095,36066],[19410,38090],[19778,38667],[20069,39190],[21708,41870],[22199,42697],[23498,44912],[23659,45548],[23698,45216],[25865,48558],[27560,51135],[28384,52332],[28875,53159],[31198,56813],[32513,58837],[32881,59414],[33172,59937],[35272,63104],[37970,66853],[39665,69430],[40980,71454],[42577,73677],[44272,76254],[45096,77451],[45587,78278],[50341,84800],[53039,88549],[54734,91126],[56019,92810],[58717,96559],[60412,99136],[68636,109964],[71334,113713],[75460,119158],[78158,122907],[85883,132763],[90332,138538],[98342,148868],[105272,157669],[120241,175925],[139621,199237]
   ]
cell #268 :
  |C| = 147
  W-rep = phi[[4, 2],[1]]+phi[[4, 1],[2]]
  special rep = phi[[4, 1],[2]] , dim = 84
  orbit = [8, 4, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     21 tau_infinity subcells with 1 member(s)
     63 tau_infinity subcells with 2 member(s)
  subcells = [
     [31028],[31769],[31954],[31994],[39495],[42324],[43323],[43571],[51440],[52786],[56339],[57594],[60242],[68956],[73261],[76559],[77905],[88133],[91431],[98662],[122491],
     [2595,101789],[2788,102970],[3278,108172],[4450,126175],[4680,127037],[4737,81548],[5332,131544],[5455,86203],[6835,147076],[7243,101613],[7283,62622],[7533,102558],[7552,154407],[8422,158829],[8479,106712],[8646,67307],[9564,168538],[10553,174706],[10676,120561],[11323,80329],[11480,80439],[11665,49197],[11705,49237],[12713,84929],[12814,131132],[12833,189089],[14355,198018],[14478,139941],[15772,205779],[15829,145616],[15996,97013],[17146,62582],[17394,64755],[17925,63233],[18468,220667],[18666,40236],[18851,40421],[18891,40461],[20889,230627],[20946,167078],[21113,114167],[22688,119287],[22789,174294],[22808,239187],[24742,80851],[25612,49012],[26336,254586],[26393,188093],[26611,53785],[26859,54033],[29364,138667],[29465,197606],[29484,265187],[34920,286882],[35592,64507],[36371,157798],[36472,220255],[36491,290071],[36847,70211],[47333,251265],[47352,323087],[48142,83008],[62093,358930]
   ]
cell #269 :
  |C| = 175
  W-rep = phi[[3, 1],[3]]+phi[[2, 1],[4]]
  special rep = phi[[3, 1],[3]] , dim = 105
  orbit = [6, 6, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [1914],[2918],[3355],[4744],[4920],[5462],[5561],[5581],[7658],[7889],[7909],[8486],[8662],[8825],[10683],[11556],[11686],[12148],[12939],[14485],[15836],[16012],[17167],[17258],[18872],[20953],[21129],[22914],[26400],[29590],[31975],[36597],[40442],[49218],[62603],
     [1134,4223],[2111,6912],[2194,6475],[3438,9204],[3677,10782],[3697,10802],[3810,10141],[3837,9965],[5694,13943],[5721,13767],[6096,16175],[6259,15239],[6279,15259],[6308,15008],[6995,16554],[8689,19454],[8988,20356],[9008,20376],[9037,20125],[9728,21531],[9845,22123],[9853,21661],[10915,23918],[10942,23742],[13219,27616],[13530,28207],[13647,28799],[13655,28337],[14705,30361],[14713,30270],[16039,32557],[16338,33459],[16358,33479],[16387,33228],[18102,36073],[19342,37923],[19822,38828],[19830,38737],[21156,41024],[23194,44328],[23505,44919],[23622,45511],[23630,45049],[25909,48719],[25917,48628],[26731,49842],[29870,54790],[31205,56820],[32445,58670],[32925,59575],[32933,59484],[35712,63688],[39672,69437],[40912,71287],[42621,73838],[42629,73747],[43443,74961],[53083,88710],[53091,88619],[53905,89833],[56459,93394],[60419,99143],[64627,104773],[69076,110548],[78202,123068],[78210,122977],[86323,133347],[98782,149452],[120681,176509],[140061,199821]
   ]
cell #270 :
  |C| = 175
  W-rep = phi[[3, 1],[3]]+phi[[2, 1],[4]]
  special rep = phi[[3, 1],[3]] , dim = 105
  orbit = [6, 6, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [1917],[2921],[3356],[4747],[4921],[5465],[5562],[5580],[7659],[7890],[7908],[8489],[8663],[8824],[10686],[11557],[11687],[12147],[12940],[14488],[15839],[16013],[17168],[17257],[18873],[20956],[21130],[22915],[26403],[29591],[31976],[36598],[40443],[49219],[62604],
     [1137,4226],[1188,9968],[1968,13770],[2112,6913],[2197,6478],[2202,15009],[3287,19457],[3441,9207],[3446,20126],[3678,10783],[3696,10801],[3799,21662],[3811,10142],[4277,23745],[5470,27617],[5683,28338],[5695,13944],[6095,16174],[6178,30271],[6260,15240],[6278,15258],[6844,32560],[6998,16557],[7003,33229],[8651,37924],[8907,38738],[8989,20357],[9007,20375],[9573,41027],[9729,21532],[9844,22122],[10691,44329],[10904,45050],[10916,23919],[12230,48629],[12718,49843],[13531,28208],[13646,28798],[14493,54791],[14704,30360],[16001,58671],[16257,59485],[16339,33460],[16357,33478],[17930,63689],[18103,36074],[19821,38827],[21118,71288],[22205,73748],[22693,74962],[23506,44920],[23621,45510],[25908,48718],[28881,88620],[29369,89834],[31033,93395],[31206,56821],[32924,59574],[36376,104774],[39500,110549],[39673,69438],[42620,73837],[45593,122978],[51445,133348],[53082,88709],[60247,149453],[60420,99144],[76564,176510],[78201,123067],[91436,199822]
   ]
cell #271 :
  |C| = 105
  W-rep = phi[[4, 1],[2]]+phi[[1, 1],[5]]
  special rep = phi[[4, 1],[2]] , dim = 84
  orbit = [8, 4, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     63 tau_infinity subcells with 1 member(s)
     21 tau_infinity subcells with 2 member(s)
  subcells = [
     [1919],[2923],[3357],[4749],[4922],[5467],[5563],[5579],[7660],[7891],[7907],[8491],[8664],[8823],[10688],[11558],[11688],[11839],[12146],[12941],[13188],[13415],[14490],[15841],[16014],[17169],[17256],[17419],[17987],[18874],[19025],[20958],[21131],[22916],[23163],[24767],[24860],[25027],[26405],[26884],[29592],[29839],[31977],[32128],[34437],[34572],[36599],[37132],[40444],[40595],[43596],[46814],[49220],[49371],[54058],[57879],[62605],[64780],[70496],[80876],[83293],[102208],[126133],
     [1139,4228],[1193,9970],[1973,13772],[2113,6914],[2199,6480],[3292,19459],[3443,9209],[3679,10784],[3695,10800],[3812,10143],[4282,23747],[5696,13945],[6094,16173],[6277,15257],[6849,32562],[7000,16559],[9006,20374],[9578,41029],[9613,23390],[10917,23920],[16356,33477]
   ]
cell #272 :
  |C| = 175
  W-rep = phi[[3, 1],[3]]+phi[[2, 1],[4]]
  special rep = phi[[3, 1],[3]] , dim = 105
  orbit = [6, 6, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [3374],[4939],[5565],[7893],[8819],[8873],[11560],[12142],[12196],[13480],[17252],[17631],[18052],[19382],[24691],[25313],[27096],[27517],[32485],[35076],[37418],[40952],[43808],[44229],[50145],[54270],[54691],[58165],[64992],[70782],[75264],[83579],[90136],[105076],[126822],
     [1161,10160],[1167,22117],[1941,13962],[1947,28793],[2130,6931],[2136,30355],[2171,15243],[3380,38822],[3415,20360],[3681,10786],[3715,41403],[3730,21535],[3835,42025],[4250,23937],[4256,45505],[4945,48713],[5599,51865],[5614,28211],[5719,52487],[6090,16169],[6144,16223],[6297,55823],[6312,30734],[6937,59569],[6972,33463],[7927,63991],[7942,36077],[8687,67008],[9026,68440],[9041,39201],[9678,23455],[9893,22171],[10166,73832],[10820,76984],[10835,44923],[10940,77606],[11859,81420],[13208,85687],[13223,51146],[13695,28847],[13968,88704],[14909,31155],[15277,93697],[15292,56824],[16037,96714],[16376,98146],[16391,59948],[19045,106584],[20026,39622],[20394,110851],[20409,69441],[21154,113868],[21834,115778],[23183,120045],[23198,76265],[23670,45559],[23943,123062],[28510,135158],[29859,139425],[29874,91137],[32148,145488],[33129,60369],[33497,149755],[33512,99147],[38096,160579],[40615,166950],[45222,178320],[49391,187965],[58843,207529],[71460,232377]
   ]
cell #273 :
  |C| = 175
  W-rep = phi[[3, 1],[3]]+phi[[2, 1],[4]]
  special rep = phi[[3, 1],[3]] , dim = 105
  orbit = [6, 6, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [8872],[8889],[12195],[12212],[13441],[13471],[17630],[18013],[18043],[19381],[19708],[24886],[25304],[25795],[27095],[27508],[32484],[34750],[34987],[37409],[40951],[43807],[44220],[47036],[50056],[54269],[54682],[58156],[64991],[70773],[75175],[83570],[90047],[104987],[126733],
     [1168,42507],[1948,52969],[2137,55497],[2170,31116],[3381,68114],[3414,39583],[3716,72155],[3729,41598],[3781,22187],[3836,42016],[4257,78088],[4946,82631],[5600,87027],[5613,52060],[5665,28863],[5720,52478],[6143,16222],[6160,16239],[6298,55734],[6311,30733],[6938,97820],[6971,60330],[7928,104021],[7941,64186],[8688,66999],[9027,68351],[9040,39200],[9639,23416],[9669,23446],[9892,22170],[10167,116989],[10821,121385],[10834,77179],[10886,45575],[10941,77597],[11860,128078],[13209,85598],[13222,51145],[13694,28846],[13969,136369],[14591,32811],[14900,31146],[15278,142925],[15291,93892],[16038,96705],[16377,98057],[16390,59947],[19046,105875],[20017,39613],[20395,164387],[20408,111046],[21155,113859],[21835,171240],[23184,119956],[23197,76264],[23669,45558],[23944,179531],[28511,194552],[29860,139336],[29873,91136],[32149,144779],[33120,60360],[33498,211337],[33511,149950],[38097,224372],[40616,166241],[45223,244650],[49392,187256],[58844,276832],[71461,303546]
   ]
cell #274 :
  |C| = 147
  W-rep = phi[[4, 2],[1]]+phi[[4, 1],[2]]
  special rep = phi[[4, 1],[2]] , dim = 84
  orbit = [8, 4, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     21 tau_infinity subcells with 1 member(s)
     63 tau_infinity subcells with 2 member(s)
  subcells = [
     [15198],[15613],[15720],[20315],[22020],[22615],[22766],[27806],[28696],[30955],[31746],[31930],[33418],[39422],[42301],[44518],[45408],[52763],[54980],[60169],[77882],
     [1546,47883],[1862,51367],[2716,62868],[2784,63210],[3195,66178],[3270,38282],[3274,67284],[4171,76486],[4521,46968],[4628,26284],[4640,81157],[5205,50443],[5260,84564],[5328,84906],[6055,91358],[6752,95884],[6827,59029],[6831,96990],[7359,34868],[7371,62191],[7497,102471],[7510,36449],[7848,35374],[8263,20730],[8370,20837],[8382,106321],[9481,113038],[9556,71646],[9560,114144],[10426,75562],[10481,118922],[10549,119264],[11444,80352],[11457,47310],[11641,49173],[12045,26177],[12489,130116],[12640,29291],[12778,131045],[12791,29442],[14228,90434],[14283,138302],[14351,138644],[15732,145225],[17001,101621],[17122,62558],[17852,36298],[18341,105374],[18396,157433],[18464,157775],[18643,40213],[18827,40397],[20849,166687],[22753,174207],[24580,80319],[24989,184443],[25589,48989],[26296,187702],[29429,197519],[34880,216922],[36436,220168],[47297,251178],[62083,286266]
   ]
cell #275 :
  |C| = 175
  W-rep = phi[[3, 1],[3]]+phi[[2, 1],[4]]
  special rep = phi[[3, 1],[3]] , dim = 105
  orbit = [6, 6, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [8649],[8905],[12228],[12716],[13156],[13516],[15999],[17928],[18088],[18728],[19717],[19806],[21116],[22691],[23131],[25674],[25804],[25893],[26483],[27985],[29367],[29807],[31831],[34759],[35464],[35851],[36374],[40298],[43195],[47125],[47187],[49074],[53657],[64379],[80800],
     [1187,42386],[1967,52848],[2181,56211],[2200,31031],[3286,67369],[3425,68828],[3444,39498],[3740,72244],[3796,42516],[3797,22203],[4276,77967],[5449,86075],[5468,51443],[5624,87116],[5680,52978],[5681,28879],[6175,55506],[6176,16255],[6245,31191],[6256,56598],[6843,97075],[6982,98534],[7001,60245],[7952,104110],[8312,105964],[8904,68123],[8974,39658],[8985,69215],[9572,114229],[9714,23491],[9725,72306],[9829,42605],[10670,120433],[10689,76562],[10845,121474],[10901,78097],[10902,45591],[12094,128167],[12227,82640],[13527,87178],[13631,53067],[14472,139813],[14491,91434],[14600,32820],[14689,32909],[15302,143014],[15662,144868],[16254,97829],[16324,60405],[16335,98921],[18099,104172],[20419,164476],[20779,166330],[21309,44697],[22069,171329],[22202,116998],[23502,121536],[23606,78186],[26226,187345],[28745,194641],[28878,136378],[31202,143076],[33522,211426],[38331,224461],[39669,164538],[45457,244739],[45590,179540],[59078,276921],[60416,211488],[71695,303635]
   ]
cell #276 :
  |C| = 147
  W-rep = phi[[4, 2],[1]]+phi[[4, 1],[2]]
  special rep = phi[[4, 1],[2]] , dim = 84
  orbit = [8, 4, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     21 tau_infinity subcells with 1 member(s)
     63 tau_infinity subcells with 2 member(s)
  subcells = [
     [22083],[22632],[22748],[22764],[28759],[30972],[31744],[31939],[38345],[39439],[42299],[43308],[45471],[52761],[56324],[59092],[60186],[68941],[71709],[77880],[98647],
     [1550,81533],[1876,86188],[2717,102543],[2795,63208],[3199,106697],[3305,67282],[4185,120546],[4522,80424],[4612,126963],[4645,81155],[5261,131117],[5339,84904],[5498,51384],[6069,139926],[6756,145601],[6862,96988],[7343,101715],[7376,62189],[7492,36431],[7508,36447],[8326,66195],[8354,158755],[8387,106319],[9485,167063],[9591,114142],[10482,174279],[10560,119262],[10719,76503],[11338,80255],[11439,47292],[11455,47308],[11650,49182],[12108,47900],[12493,188078],[12657,29308],[12773,29424],[12789,29440],[14284,197591],[14362,138642],[14521,91375],[15676,95901],[15704,205705],[15737,145223],[16996,62078],[17131,62567],[17869,36315],[18397,220240],[18475,157773],[18641,40211],[18836,40406],[20793,113055],[20821,230553],[20854,166685],[24990,251250],[25587,48987],[26240,130133],[26268,254512],[26301,187700],[26596,53770],[34852,286808],[34885,216920],[35577,64492],[46860,322601]
   ]
cell #277 :
  |C| = 175
  W-rep = phi[[3, 1],[3]]+phi[[2, 1],[4]]
  special rep = phi[[3, 1],[3]] , dim = 105
  orbit = [6, 6, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [5450],[5625],[7953],[8313],[8636],[8892],[10671],[12095],[12215],[12703],[13444],[13513],[14473],[15663],[15986],[17915],[18016],[18085],[18539],[19714],[20780],[21103],[22678],[24889],[25485],[25801],[26227],[29354],[31642],[34705],[34756],[36361],[40109],[48885],[62535],
     [1191,22070],[1971,28746],[2182,15303],[2211,31018],[3290,38332],[3426,20420],[3455,39485],[3741,10846],[3784,22190],[3802,42197],[4280,45458],[5479,51430],[5668,28866],[5686,52659],[6163,16242],[6181,55452],[6242,31188],[6254,31119],[6847,59079],[6983,33523],[7012,60232],[8654,67180],[8910,68069],[8971,39655],[8983,39586],[9576,71696],[9642,23419],[9711,23488],[9723,41601],[9836,42513],[10700,76549],[10889,45578],[10907,77778],[12233,82586],[12721,84231],[13525,52063],[13638,52975],[14502,91421],[14597,32817],[14696,55503],[16004,96886],[16260,97775],[16321,60402],[16333,60333],[17933,103620],[18097,64189],[19813,68120],[21121,114040],[22208,116944],[22696,118589],[23500,77182],[23613,78094],[25900,82637],[28884,136324],[29372,137969],[31036,142524],[31200,93895],[32916,97826],[36379,157100],[39503,163986],[39667,111049],[42612,116995],[45596,179486],[51448,191782],[53074,136375],[60250,210936],[60414,149953],[76567,241880],[78193,179537],[91439,267880]
   ]
cell #278 :
  |C| = 147
  W-rep = phi[[4, 2],[1]]+phi[[4, 1],[2]]
  special rep = phi[[4, 1],[2]] , dim = 84
  orbit = [8, 4, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     21 tau_infinity subcells with 1 member(s)
     63 tau_infinity subcells with 2 member(s)
  subcells = [
     [15210],[15615],[15713],[20327],[22022],[22608],[22757],[27818],[28698],[30948],[31737],[31929],[33430],[39415],[42292],[44530],[45410],[52754],[54992],[60162],[77873],
     [1551,47876],[1877,51360],[2718,62861],[2794,63201],[3200,66171],[3302,38284],[3304,67275],[4186,76479],[4523,46961],[4621,26277],[4644,81148],[5217,50445],[5262,84557],[5338,84897],[6070,91351],[6757,95877],[6859,59031],[6861,96981],[7352,34861],[7375,62182],[7498,102470],[7501,36440],[7860,35376],[8265,20732],[8363,20830],[8386,106312],[9486,113031],[9588,71648],[9590,114135],[10438,75564],[10483,118915],[10559,119255],[11445,80351],[11448,47301],[11640,49172],[12047,26179],[12494,130109],[12633,29284],[12779,131044],[12782,29433],[14240,90436],[14285,138295],[14361,138635],[15736,145216],[17002,101620],[17121,62557],[17845,36291],[18353,105376],[18398,157426],[18474,157766],[18634,40204],[18826,40396],[20853,166678],[22754,174206],[24579,80318],[24991,184436],[25580,48980],[26300,187693],[29430,197518],[34884,216913],[36437,220167],[47298,251177],[62084,286265]
   ]
cell #279 :
  |C| = 175
  W-rep = phi[[3, 1],[3]]+phi[[2, 1],[4]]
  special rep = phi[[3, 1],[3]] , dim = 105
  orbit = [6, 6, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [8653],[8909],[12232],[12720],[13157],[13517],[16003],[17932],[18089],[18729],[19718],[19805],[21120],[22695],[23132],[25675],[25805],[25892],[26484],[27984],[29371],[29808],[31832],[34760],[35465],[35850],[36378],[40299],[43196],[47126],[47186],[49075],[53658],[64380],[80801],
     [1192,42387],[1972,52849],[2183,56212],[2210,31035],[3291,67370],[3427,68829],[3454,39502],[3742,72245],[3791,42517],[3801,22207],[4281,77968],[5451,86076],[5478,51447],[5626,87117],[5675,52979],[5685,28883],[6170,55507],[6180,16259],[6246,31192],[6249,56597],[6848,97076],[6984,98535],[7011,60249],[7954,104111],[8314,105965],[8899,68124],[8975,39659],[8978,69214],[9577,114230],[9715,23492],[9718,72305],[9828,42604],[10672,120434],[10699,76566],[10847,121475],[10896,78098],[10906,45595],[12096,128168],[12222,82641],[13520,87177],[13630,53066],[14474,139814],[14501,91438],[14601,32821],[14688,32908],[15304,143015],[15664,144869],[16249,97830],[16325,60406],[16328,98920],[18092,104171],[20421,164477],[20781,166331],[21308,44696],[22071,171330],[22197,116999],[23495,121535],[23605,78185],[26228,187346],[28747,194642],[28873,136379],[31195,143075],[33524,211427],[38333,224462],[39662,164537],[45459,244740],[45585,179541],[59080,276922],[60409,211487],[71697,303636]
   ]
cell #280 :
  |C| = 140
  W-rep = phi[[3, 3],[1]]+phi[[3, 1],[3]]
  special rep = phi[[3, 1],[3]] , dim = 105
  orbit = [6, 6, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     70 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [10103],[10363],[13905],[15135],[15204],[15543],[19592],[20252],[20321],[21935],[21950],[22500],[22538],[23880],[27812],[28611],[28626],[30334],[30840],[30878],[31611],[32695],[33355],[33424],[38197],[38801],[39307],[39345],[41162],[41532],[42166],[44524],[45323],[45338],[48692],[49906],[51994],[52628],[54986],[55421],[58944],[59548],[60054],[60092],[63752],[64120],[68038],[71561],[73811],[75025],[77113],[77747],[82555],[88683],[89897],[93458],[93826],[97744],[104837],[110612],[110980],[116913],[123041],[133411],[136293],[149516],[149884],[176573],[179455],[199885],
     [1873,27743],[3112,37483],[3296,38212],[4182,44455],[4882,25378],[5142,14165],[5211,50373],[6066,54917],[6669,58230],[6853,58959],[7785,18278],[7854,35304],[8178,65761],[8193,20660],[9398,70847],[9582,71576],[10432,75492],[11960,47466],[11975,26107],[12406,83644],[12525,29176],[12563,29214],[14234,90364],[15528,95467],[17231,62281],[17737,36183],[17775,36221],[18347,105304],[18508,40078],[20645,112621],[24820,47254],[25454,48854],[26092,129699],[34674,62504],[34837,154181]
   ]
cell #281 :
  |C| = 175
  W-rep = phi[[3, 1],[3]]+phi[[2, 1],[4]]
  special rep = phi[[3, 1],[3]] , dim = 105
  orbit = [6, 6, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [5604],[7932],[8857],[11864],[12180],[13213],[13437],[13468],[17615],[18009],[18040],[19050],[19366],[19705],[23188],[24882],[25081],[25792],[27080],[29864],[32153],[32469],[34626],[34747],[37186],[40620],[40936],[43792],[49396],[54254],[57933],[64976],[70550],[83347],[102262],
     [3720,10825],[3856,21839],[5740,28515],[6128,16207],[6302,15282],[6343,30718],[8708,38101],[9031,20399],[9072,39185],[9635,23412],[9666,23443],[9863,41793],[9877,22155],[10961,45227],[13254,51130],[13665,52255],[13679,28831],[14588,32808],[14723,55373],[14866,31112],[14897,31143],[16058,58848],[16381,33502],[16422,59932],[19352,66776],[19840,67990],[19983,39579],[20014,39610],[21175,71465],[21438,41594],[21635,42504],[23229,76249],[23640,77374],[23654,45543],[25927,82507],[26741,84152],[28114,52056],[28311,52966],[29905,91121],[30244,55494],[32455,96482],[32943,97696],[33086,60326],[33117,60357],[35722,103541],[35980,64182],[38711,68111],[40922,113636],[42639,116865],[43453,118510],[44826,77175],[45023,78085],[48602,82628],[53101,136245],[53915,137890],[56469,142445],[56727,93888],[59458,97817],[64637,157021],[69086,163907],[69344,111042],[73721,116986],[78220,179407],[86333,191703],[88593,136366],[98792,210857],[99050,149946],[120691,241801],[122951,179528],[140071,267801]
   ]
cell #282 :
  |C| = 105
  W-rep = phi[[4],[2, 1]]+phi[[1],[5, 1]]
  special rep = phi[[4],[2, 1]] , dim = 70
  orbit = [8, 4, 1, 1]
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 70
     35 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [9278],[13625],[14069],[18197],[19746],[19950],[20555],[25833],[26037],[27959],[28019],[28266],[34788],[35825],[35885],[36132],[38531],[38552],[38684],[47161],[47221],[48422],[48443],[48575],[51728],[51829],[62064],[62397],[62418],[63854],[63955],[67851],[80293],[80663],[82368],
     [4367,11277],[6549,16628],[7163,16912],[9823,23600],[10267,24044],[11186,24443],[14629,32849],[14833,33053],[15438,33658],[16712,33878],[21283,44671],[21343,44731],[21590,44978],[22345,42934],[29021,53396],[30064,59278],[30085,59299],[30217,59431],[30789,56879],[39256,69496],[41266,76847],[41367,76948],[41887,73694],[45733,78515],[52349,88566],[55234,97557],[55787,93661],[60003,99202],[61873,101397],[68404,110815],[72621,116726],[77468,122924],[87493,136106],[98110,149719],[121851,179268]
   ]
cell #283 :
  |C| = 189
  W-rep = phi[[3],[3, 1]]+phi[[2],[4, 1]]
  special rep = phi[[3],[3, 1]] , dim = 105
  orbit = [6, 6, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     21 tau_infinity subcells with 1 member(s)
     84 tau_infinity subcells with 2 member(s)
  subcells = [
     [3522],[5656],[5840],[7984],[8884],[8953],[12207],[12276],[13459],[13474],[18031],[18046],[19711],[19749],[24904],[25798],[25836],[27973],[34753],[35839],[47175],
     [1338,11287],[2278,7079],[2487,16932],[2498,16748],[3772,10877],[3956,11061],[3967,22381],[4336,24209],[5851,29057],[6155,16234],[6224,16303],[6354,15334],[6518,31450],[7103,33748],[9083,20451],[9247,39917],[9657,23434],[9672,23449],[9904,22182],[9973,22251],[10207,42804],[11072,45769],[13706,28858],[13775,28927],[14009,53266],[14594,32814],[14632,32852],[14808,55584],[14888,31134],[14903,31149],[16433,33554],[16597,60664],[16943,61909],[19925,68201],[20005,39601],[20020,39616],[21297,44685],[21460,41616],[21641,42510],[21679,42548],[23681,45570],[23750,45639],[23984,78385],[24503,80105],[26012,82718],[28136,52078],[28317,52972],[28355,53010],[30250,55500],[30496,56586],[33028,97907],[33108,60348],[33123,60363],[34298,101267],[36002,64204],[38717,68117],[38963,69203],[41453,72294],[42724,117076],[44848,77197],[45029,78091],[45067,78129],[46102,124255],[48608,82634],[51915,87166],[53186,136456],[56749,93910],[57144,143741],[59464,97823],[59710,98909],[64041,104160],[69366,111064],[69761,165203],[73727,116992],[77034,121524],[78305,179618],[88599,136372],[93747,143064],[99072,149968],[99467,212153],[110901,164526],[122957,179534],[125815,249983],[149805,211476]
   ]
cell #284 :
  |C| = 105
  W-rep = phi[[4],[2, 1]]+phi[[1],[5, 1]]
  special rep = phi[[4],[2, 1]] , dim = 70
  orbit = [8, 4, 1, 1]
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 70
     35 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [5864],[8967],[9276],[12290],[13464],[13623],[14062],[18036],[18195],[19692],[19744],[19943],[24909],[25779],[25831],[26030],[27950],[27970],[28085],[34734],[34786],[35816],[35836],[35951],[38543],[38635],[46841],[47152],[47172],[48434],[48526],[51820],[62055],[62409],[63946],
     [2511,7207],[3980,11085],[4365,11275],[6238,16317],[6547,16626],[7156,16905],[9662,23439],[9821,23598],[10260,24037],[11148,24202],[14575,32795],[14627,32847],[14826,33046],[15400,31443],[20517,39910],[21274,44662],[21294,44682],[21409,44797],[21873,42742],[28549,53204],[30076,59290],[30168,59382],[30608,56698],[33620,60657],[39075,69315],[41358,76939],[41838,73645],[45261,78323],[46694,80098],[52300,88517],[55778,93652],[59822,99021],[68395,110806],[77419,122875],[98101,149710]
   ]
cell #285 :
  |C| = 140
  W-rep = phi[[3, 3],[1]]+phi[[3, 1],[3]]
  special rep = phi[[3, 1],[3]] , dim = 105
  orbit = [6, 6, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     70 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [15209],[15614],[20326],[22021],[22076],[22599],[27817],[28697],[28752],[30866],[30939],[31627],[31728],[33429],[38338],[39333],[39406],[41558],[42182],[42283],[43173],[44529],[45409],[45464],[51278],[52020],[52644],[52745],[54991],[55437],[56189],[59085],[60080],[60153],[64146],[65575],[68054],[68806],[71702],[72222],[76397],[77139],[77763],[77864],[82146],[82571],[87094],[91269],[93852],[95281],[97760],[98512],[104088],[111006],[112435],[116504],[116929],[121452],[129513],[135884],[136309],[142992],[149910],[161305],[164454],[179046],[179471],[208255],[211404],[233103],
     [3301,38283],[5216,50444],[5491,51351],[6858,59030],[7859,35375],[8264,20731],[8319,66162],[9587,71647],[10437,75563],[10712,76470],[12046,26178],[12101,47867],[12551,84456],[12624,29275],[14239,90435],[14514,91342],[15669,95868],[17763,62760],[17836,36282],[18352,105375],[18524,40094],[18625,40195],[20786,113022],[22526,118814],[24846,80535],[25470,48870],[25571,48971],[26233,130100],[26461,53635],[29202,138194],[34690,62520],[35442,64357],[36209,157325],[47103,80778],[47280,184335]
   ]
cell #286 :
  |C| = 175
  W-rep = phi[[3, 1],[3]]+phi[[2, 1],[4]]
  special rep = phi[[3, 1],[3]] , dim = 105
  orbit = [6, 6, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [8656],[8912],[12235],[12723],[13158],[13518],[16006],[17935],[18090],[18730],[19719],[19804],[21123],[22698],[23133],[25676],[25806],[25891],[26485],[27983],[29374],[29809],[31833],[34761],[35466],[35849],[36381],[40300],[43197],[47127],[47185],[49076],[53659],[64381],[80802],
     [2216,31038],[3460,39505],[3804,22210],[3854,42388],[5484,51450],[5688,28886],[5738,52850],[6183,16262],[6247,31193],[6272,56213],[7017,60252],[8706,67371],[8976,39660],[9001,68830],[9716,23493],[9741,72246],[9827,42603],[9841,42518],[10705,76569],[10909,45598],[10959,77969],[13183,86077],[13543,87118],[13629,53065],[13643,52980],[14507,91441],[14602,32822],[14687,32907],[14701,55508],[14852,56596],[16056,97077],[16326,60407],[16351,98536],[18115,104112],[18755,105966],[19818,68125],[19969,69213],[21173,114231],[21307,44695],[21424,72304],[23158,120435],[23518,121476],[23604,78184],[23618,78099],[25701,128169],[25905,82642],[28100,87176],[29834,139815],[31218,143016],[31858,144870],[32921,97831],[33072,98919],[35966,104170],[39685,164478],[40325,166332],[42413,171331],[42617,117000],[44812,121534],[49101,187347],[52875,194643],[53079,136380],[56713,143074],[60432,211428],[67396,224463],[69330,164536],[77994,244741],[78198,179542],[97102,276923],[99036,211486],[114256,303637]
   ]
cell #287 :
  |C| = 175
  W-rep = phi[[3, 1],[3]]+phi[[2, 1],[4]]
  special rep = phi[[3, 1],[3]] , dim = 105
  orbit = [6, 6, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [19512],[19881],[25968],[26782],[27672],[28151],[32615],[35763],[36017],[37024],[38582],[38755],[41082],[43494],[44384],[48319],[48473],[48646],[49520],[51763],[53956],[54846],[57771],[62448],[63366],[63889],[64678],[70388],[74639],[80627],[80698],[83185],[89511],[104451],[126649],
     [6441,56510],[9170,69127],[10023,42680],[10101,73438],[13352,86374],[13825,53142],[13903,88310],[14764,32984],[15064,56764],[15097,93072],[16520,98833],[19590,108349],[20181,69381],[20214,110226],[21475,44863],[21508,114985],[21889,73765],[21905,73592],[23327,120732],[23800,78261],[23878,122668],[27705,133025],[28184,134365],[28565,88637],[28581,88464],[30003,140112],[30115,59329],[30288,59502],[30304,92154],[30824,93595],[32693,147253],[33284,99087],[33317,149130],[36050,156226],[37057,158441],[38771,109308],[39291,110749],[41160,168715],[41301,76882],[41516,115056],[44417,176187],[44896,177527],[45277,122995],[45293,122822],[48352,185827],[48662,128781],[51978,134436],[54879,199499],[56797,203176],[57804,205391],[59518,148212],[60038,149653],[64104,156297],[69414,228024],[70421,230239],[73471,235925],[73781,171943],[77097,177598],[83218,254198],[88343,261925],[88653,195255],[93810,203247],[99120,280484],[108382,294390],[110964,228095],[122701,315849],[123011,245353],[147286,348810],[149868,280555],[168748,375524]
   ]
cell #288 :
  |C| = 189
  W-rep = phi[[3],[3, 1]]+phi[[2],[4, 1]]
  special rep = phi[[3],[3, 1]] , dim = 105
  orbit = [6, 6, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     21 tau_infinity subcells with 1 member(s)
     84 tau_infinity subcells with 2 member(s)
  subcells = [
     [5845],[8958],[9233],[12281],[13545],[13600],[18117],[18172],[19737],[19810],[25824],[25897],[27989],[28090],[34779],[35855],[35956],[38566],[47191],[48457],[62432],
     [1341,24214],[2281,31455],[2492,16937],[2496,33889],[3525,39922],[3859,22256],[3961,11066],[3965,42945],[4322,24489],[4329,45914],[5743,28932],[5849,53407],[6229,16308],[6274,31220],[6352,31275],[6504,16583],[6511,56956],[7082,60669],[9003,39687],[9081,39742],[9240,69573],[9743,23520],[9798,23575],[9805,72399],[9833,42609],[9866,42536],[10964,45644],[11070,78526],[11290,80110],[13607,87271],[13635,53071],[13668,52998],[14620,32840],[14693,32913],[14726,55526],[14842,56703],[14858,56602],[16353,60434],[16431,60489],[16590,99279],[16941,101408],[18179,104265],[19843,68143],[19959,69320],[19975,69219],[21313,44701],[21414,44802],[21430,72310],[21625,73576],[23582,121629],[23610,78190],[23643,78117],[24496,125627],[25930,82660],[28106,87182],[28301,88448],[30099,59313],[30234,92138],[31282,143169],[32946,97849],[33062,99026],[33078,98925],[33896,151339],[35972,104176],[38701,109292],[39749,164631],[42642,117018],[42952,172675],[44818,121540],[45013,122806],[48592,128765],[53104,136398],[53414,195987],[56719,143080],[59448,148196],[60496,211581],[69336,164542],[73711,171927],[78223,179560],[78533,246085],[88583,195239],[99042,211492],[101415,285563],[122941,245337]
   ]
cell #289 :
  |C| = 105
  W-rep = phi[[4],[2, 1]]+phi[[1],[5, 1]]
  special rep = phi[[4],[2, 1]] , dim = 70
  orbit = [8, 4, 1, 1]
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 70
     35 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [5865],[8968],[9273],[9275],[12291],[13465],[13620],[13622],[18037],[18192],[18194],[19703],[19743],[19801],[24910],[25790],[25830],[25888],[27958],[27961],[28044],[34745],[34785],[35824],[35827],[35910],[38532],[38626],[47160],[47163],[48423],[48517],[62063],[62398],[80294],
     [2512,7208],[3981,11086],[4362,11272],[4364,11274],[6239,16318],[6544,16623],[6546,16625],[7134,16743],[9663,23440],[9818,23595],[9820,23597],[10238,22376],[14040,29052],[14586,32806],[14626,32846],[14684,32904],[15049,31295],[20166,39762],[21282,44670],[21285,44673],[21368,44756],[21731,42600],[24015,45764],[28407,53062],[30065,59279],[30159,59373],[30567,56657],[33269,60509],[34329,61904],[39034,69274],[41829,73636],[45119,78181],[52291,88508],[59781,98980],[77410,122866]
   ]
cell #290 :
  |C| = 35
  W-rep = phi[[3],[4]]
  special rep = phi[[3],[4]] , dim = 35
  orbit = [7, 7]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 35
     35 tau_infinity subcells with 1 member(s)
  subcells = [
     [15251],[20368],[21543],[22110],[28219],[28786],[30348],[33471],[36085],[38815],[41316],[44931],[45498],[48706],[51778],[56832],[59562],[63904],[69449],[73825],[76897],[80713],[88697],[93610],[99155],[110764],[115071],[123055],[134451],[149668],[156312],[177613],[203262],[228110],[280570]
   ]
cell #291 :
  |C| = 175
  W-rep = phi[[3, 1],[3]]+phi[[2, 1],[4]]
  special rep = phi[[3, 1],[3]] , dim = 105
  orbit = [6, 6, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [13182],[13542],[18114],[18754],[19321],[19809],[23157],[25700],[25896],[26710],[27988],[28091],[29833],[31857],[32424],[35691],[35854],[35957],[36709],[38567],[40324],[40891],[43422],[47190],[48004],[48458],[49100],[53884],[57456],[62367],[62433],[64606],[70073],[82870],[102173],
     [2217,56438],[3461,69055],[3805,73123],[3853,42412],[5485,86302],[5689,87995],[5737,52874],[6184,92073],[6255,56601],[6271,31217],[7018,98761],[8657,108034],[8705,67395],[8913,109227],[8984,69218],[9000,39684],[9724,72309],[9740,23517],[9832,42608],[9835,73577],[10706,120660],[10910,122353],[10958,77993],[12236,128700],[12724,130747],[13526,87181],[13634,53070],[13637,88449],[14508,140040],[14692,32912],[14695,92139],[14843,56704],[16007,146938],[16055,97101],[16263,148131],[16334,98924],[16350,60431],[17936,155653],[18098,104175],[19812,109293],[19960,69321],[21124,168400],[21172,114255],[21312,44700],[21415,44803],[22211,171862],[22699,173909],[23501,121539],[23609,78189],[23612,122807],[25899,128766],[28887,195174],[29375,197221],[30100,59314],[31039,202603],[31201,143079],[32915,148197],[33063,99027],[36382,219870],[39506,227451],[39668,164541],[42611,171928],[45599,245272],[51451,258852],[53073,195240],[60253,279911],[60415,211491],[76570,312776],[78192,245338],[91442,339732]
   ]
cell #292 :
  |C| = 140
  W-rep = phi[[3, 3],[1]]+phi[[3, 1],[3]]
  special rep = phi[[3, 1],[3]] , dim = 105
  orbit = [6, 6, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     70 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [22082],[22631],[28758],[30971],[31044],[31734],[38344],[39438],[39511],[42202],[42289],[43179],[43298],[45470],[51456],[52664],[52751],[55457],[56195],[56314],[57431],[59091],[60185],[60258],[67185],[68074],[68812],[68931],[71708],[72228],[73098],[76575],[77783],[77870],[82591],[84236],[87100],[87970],[91447],[92048],[96891],[97780],[98518],[98637],[103625],[104094],[109202],[114045],[116949],[118594],[121458],[122328],[128675],[136329],[137974],[142529],[142998],[148106],[157105],[163991],[164460],[171837],[179491],[191787],[195149],[210941],[211410],[241885],[245247],[267885],
     [5497,51383],[8325,66194],[8718,67272],[10718,76502],[12107,47899],[12656,29307],[12729,84894],[14520,91374],[15675,95900],[16068,96978],[17868,36314],[17941,63198],[18544,106214],[18631,40201],[20792,113054],[21185,114132],[22704,119252],[25490,81050],[25577,48977],[26239,130132],[26467,53641],[26586,53760],[29380,138632],[31647,145118],[34710,101890],[35448,64363],[35567,64482],[36387,157763],[36684,70048],[40114,166580],[47109,80784],[47979,82845],[48890,187595],[62342,102148],[62540,216815]
   ]
cell #293 :
  |C| = 175
  W-rep = phi[[3, 1],[3]]+phi[[2, 1],[4]]
  special rep = phi[[3, 1],[3]] , dim = 105
  orbit = [6, 6, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [27704],[28183],[36049],[37056],[38157],[38761],[44416],[48351],[48652],[49866],[51769],[51968],[54878],[57803],[58904],[63712],[63895],[64094],[65145],[67789],[70420],[71521],[74985],[80704],[81716],[82306],[83217],[89857],[94851],[101985],[102061],[104797],[112005],[129083],[154079],
     [6442,93418],[9171,110572],[10024,116074],[10100,73470],[13353,133371],[13826,135454],[13902,88342],[14765,140889],[15073,93601],[15096,56796],[16521,149476],[19513,160875],[19589,108381],[19882,162351],[20190,110755],[20213,69413],[21484,115062],[21507,44895],[21895,73771],[21898,116664],[23328,176533],[23801,178616],[23877,122700],[25969,186411],[26783,188761],[28160,134442],[28571,88643],[28574,136044],[30004,199845],[30294,59508],[30297,140965],[30814,93800],[32616,207825],[32692,147285],[32985,209301],[33293,149659],[33316,99119],[35764,218296],[36026,156303],[38764,162427],[39281,110954],[41083,232673],[41159,168747],[41307,76888],[41506,77087],[42681,236509],[43495,238859],[44872,177604],[45283,123001],[45286,179206],[48655,186487],[53143,262509],[53957,264859],[55172,97495],[56511,270756],[56773,203253],[59511,209377],[60028,149858],[64679,289743],[69128,297470],[69390,228101],[73774,236585],[78262,316433],[86375,330431],[88646,262585],[98834,351890],[99096,280561],[120733,384355],[123004,316509],[140113,410355]
   ]
cell #294 :
  |C| = 175
  W-rep = phi[[3, 1],[3]]+phi[[2, 1],[4]]
  special rep = phi[[3, 1],[3]] , dim = 105
  orbit = [6, 6, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [51275],[52017],[64143],[65572],[67132],[68021],[76394],[82143],[82538],[84183],[86818],[87062],[91266],[95278],[96838],[103572],[103812],[104056],[105475],[108906],[112432],[113992],[118541],[126524],[127678],[128379],[129510],[137921],[144379],[153865],[153946],[157052],[165841],[186856],[216696],
     [15205,142476],[20322,163938],[21936,170840],[22073,116501],[27813,191734],[28612,194152],[28749,135881],[30335,200815],[30849,142716],[30863,93849],[33425,210888],[38198,223972],[38335,161302],[38802,225663],[39316,164178],[39330,111003],[41541,169686],[41555,77136],[42149,116896],[42175,171541],[44525,241832],[45324,244250],[45461,179043],[48693,253182],[49907,255678],[52003,192998],[52611,136276],[52637,194853],[54987,267832],[55404,97727],[55430,200896],[56157,142960],[58945,276432],[59082,208252],[59549,278123],[60063,211128],[60077,149907],[63753,288143],[64129,218973],[68047,225744],[68774,164422],[71562,303146],[71699,233100],[71946,121176],[72190,121420],[73812,307106],[75026,309602],[77122,243096],[77730,179438],[77756,244951],[82564,253263],[88684,334062],[89898,336558],[91752,147810],[93459,342563],[93835,271433],[97753,278204],[98480,211372],[104838,361981],[110613,369277],[110989,298147],[116922,307187],[123042,387986],[133412,401459],[136302,334143],[149517,421737],[149893,352567],[176574,451557],[179464,388067],[199886,474869]
   ]
cell #295 :
  |C| = 189
  W-rep = phi[[3],[3, 1]]+phi[[2],[4, 1]]
  special rep = phi[[3],[3, 1]] , dim = 105
  orbit = [6, 6, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     21 tau_infinity subcells with 1 member(s)
     84 tau_infinity subcells with 2 member(s)
  subcells = [
     [9239],[13606],[13999],[18178],[19842],[19915],[25929],[26002],[28009],[28096],[35875],[35962],[38572],[38691],[47211],[48463],[48582],[51753],[62438],[63879],[80688],
     [1342,46092],[2282,57134],[2493,60861],[2495,33895],[3526,69751],[3860,42714],[3962,74009],[3964,42951],[4328,24495],[5744,53176],[5846,88881],[5848,53413],[6230,92246],[6275,56622],[6351,31281],[6510,16589],[7083,99457],[7093,34288],[8959,109400],[9004,69239],[9080,39748],[9744,72330],[9804,23581],[9842,73582],[9865,42641],[10197,23974],[10965,78295],[11067,123239],[11069,78532],[11291,125805],[12282,128873],[13546,87202],[13644,88454],[13667,53103],[14702,92144],[14725,32945],[14798,33018],[14848,56709],[14851,93585],[16309,148304],[16354,98945],[16430,60495],[16938,152949],[16940,101414],[18118,104196],[19819,109298],[19965,69326],[19968,110739],[21333,44721],[21420,44808],[21423,115046],[21615,73701],[22257,172035],[23521,121560],[23619,122812],[23642,78222],[24215,181136],[25906,128771],[28099,134426],[28291,88573],[28933,195347],[30105,59319],[30224,59438],[31221,143100],[31456,204055],[32922,148202],[33068,99032],[33071,149643],[35965,156287],[39688,164562],[39923,228903],[41291,76872],[42618,171933],[44811,177588],[45003,122931],[45645,245445],[53080,195245],[56712,203237],[60435,211512],[60670,281363],[69329,228085],[78199,245343],[80111,321809],[99035,280545]
   ]
cell #296 :
  |C| = 105
  W-rep = phi[[4, 1],[2]]+phi[[1, 1],[5]]
  special rep = phi[[4, 1],[2]] , dim = 84
  orbit = [8, 4, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     63 tau_infinity subcells with 1 member(s)
     21 tau_infinity subcells with 2 member(s)
  subcells = [
     [8735],[8935],[12258],[12746],[13278],[13554],[16085],[17958],[18126],[18766],[19479],[19727],[19848],[21202],[22721],[23253],[25712],[25814],[25935],[26493],[26749],[27991],[29397],[29929],[31869],[32582],[34769],[35474],[35730],[35857],[36404],[36712],[38535],[40336],[41049],[43205],[43461],[47135],[47193],[48007],[48426],[49112],[49451],[53667],[53923],[57459],[62370],[62401],[63297],[64389],[64645],[70076],[74570],[80297],[80558],[80810],[82873],[89442],[101640],[102176],[104382],[126580],[153555],
     [2254,31061],[3498,39528],[3883,22233],[5522,51473],[5767,28909],[6206,16285],[6367,31229],[7055,60275],[9096,39696],[9752,23529],[9990,42647],[10743,76592],[10988,45621],[13792,53109],[14545,91464],[14610,32830],[14731,32951],[16446,60443],[21315,44703],[23767,78228],[30068,59282]
   ]
cell #297 :
  |C| = 105
  W-rep = phi[[4],[2, 1]]+phi[[1],[5, 1]]
  special rep = phi[[4],[2, 1]] , dim = 70
  orbit = [8, 4, 1, 1]
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 70
     35 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [5847],[8960],[9234],[12283],[13547],[13601],[13996],[18119],[18173],[19738],[19811],[19912],[25825],[25898],[25999],[27990],[28006],[28089],[34780],[35856],[35872],[35955],[38537],[38565],[47192],[47208],[48428],[48456],[51719],[62403],[62431],[63845],[80299],[80654],[101649],
     [1344,24216],[2284,31457],[2494,16939],[3528,39924],[3862,22258],[3963,11068],[4323,24490],[5746,28934],[6231,16310],[6276,31222],[6505,16584],[7085,60671],[7090,34285],[9005,39689],[9745,23522],[9799,23576],[9834,42610],[10194,23971],[10967,45646],[11293,80112],[13636,53072],[14621,32841],[14694,32914],[14795,33015],[14841,56702],[16355,60436],[19958,69319],[21314,44702],[21330,44718],[21413,44801],[23611,78191],[30070,59284],[30098,59312],[33061,99025],[41257,76838]
   ]
cell #298 :
  |C| = 105
  W-rep = phi[[4],[2, 1]]+phi[[1],[5, 1]]
  special rep = phi[[4],[2, 1]] , dim = 70
  orbit = [8, 4, 1, 1]
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 70
     35 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [3529],[5659],[5859],[7987],[8848],[8962],[9270],[12171],[12285],[13420],[13462],[13617],[17281],[17992],[18034],[18189],[19684],[19702],[19798],[24865],[24907],[25771],[25789],[25885],[27962],[28043],[34442],[34726],[34744],[35828],[35909],[38627],[46833],[47164],[48518],
     [1345,4384],[2285,7086],[2506,7202],[3775,10880],[3975,11080],[4359,11269],[6119,16198],[6233,16312],[6541,16620],[7131,16740],[9618,23395],[9660,23437],[9815,23592],[10235,22373],[14037,29049],[14567,32787],[14585,32805],[14681,32901],[15046,31292],[20163,39759],[21286,44674],[21367,44755],[21728,42597],[24012,45761],[28404,53059],[30160,59374],[30566,56656],[33266,60506],[34326,61901],[39033,69273],[41830,73637],[45116,78178],[52292,88509],[59780,98979],[77411,122867]
   ]
cell #299 :
  |C| = 105
  W-rep = phi[[4],[2, 1]]+phi[[1],[5, 1]]
  special rep = phi[[4],[2, 1]] , dim = 70
  orbit = [8, 4, 1, 1]
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 70
     35 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [3530],[5660],[5858],[5862],[7988],[8849],[8961],[8965],[12172],[12284],[12288],[13430],[13461],[13510],[17282],[18002],[18033],[18082],[19691],[19694],[19766],[24875],[24906],[25778],[25781],[25853],[27951],[28035],[34733],[34736],[35817],[35901],[46840],[47153],[62056],
     [1346,4385],[2286,7087],[2505,7201],[2509,7205],[3776,10881],[3974,11079],[3978,11083],[4348,11167],[6120,16199],[6232,16311],[6236,16315],[6530,15419],[9259,20536],[9628,23405],[9659,23436],[9708,23485],[9985,22263],[13787,28939],[14574,32794],[14577,32797],[14649,32869],[14939,31185],[16609,33639],[20056,39652],[21275,44663],[21359,44747],[21696,42565],[23762,45651],[24515,46713],[28372,53027],[30558,56648],[33159,60399],[39025,69265],[45084,78146],[59772,98971]
   ]
cell #300 :
  |C| = 105
  W-rep = phi[[4],[2, 1]]+phi[[1],[5, 1]]
  special rep = phi[[4],[2, 1]] , dim = 70
  orbit = [8, 4, 1, 1]
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 70
     35 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [3531],[5661],[5860],[7989],[8886],[8963],[9265],[12209],[12286],[13463],[13475],[13612],[18035],[18047],[18184],[19712],[19739],[19748],[24908],[25799],[25826],[25835],[27957],[27972],[34754],[34781],[35823],[35838],[38533],[47159],[47174],[48424],[62062],[62399],[80295],
     [1347,4386],[2287,7088],[2503,7144],[2507,7203],[3777,10882],[3972,10248],[3976,11081],[4354,11264],[5856,14050],[6157,16236],[6234,16313],[6359,15339],[6536,16615],[9088,20456],[9661,23438],[9673,23450],[9810,23587],[9906,22184],[11077,24025],[13708,28860],[14595,32815],[14622,32842],[14631,32851],[14904,31150],[16438,33559],[16948,34339],[20021,39617],[21281,44669],[21296,44684],[21678,42547],[23683,45572],[28354,53009],[30066,59280],[33124,60364],[45066,78128]
   ]
cell #301 :
  |C| = 36
  W-rep = phi[[5, 1, 1],[]]+phi[[5],[1, 1]]
  special rep = phi[[5],[1, 1]] , dim = 21
  orbit = [10, 2, 1, 1]
  depth of tau_infinity partitioning = 1
  number of tau_infinity subcells = 21
     6 tau_infinity subcells with 1 member(s)
     15 tau_infinity subcells with 2 member(s)
  subcells = [
     [24405],[32761],[43881],[58030],[75217],[95490],
     [17117,102359],[17704,65065],[19658,41228],[24644,126775],[25178,83444],[27169,54343],[34410,153583],[34474,154204],[35029,105029],[37283,70647],[46796,183726],[47489,129722],[50098,90089],[62000,216176],[65784,112644]
   ]
cell #302 :
  |C| = 105
  W-rep = phi[[4, 2, 1],[]]+phi[[4],[2, 1]]
  special rep = phi[[4],[2, 1]] , dim = 70
  orbit = [8, 4, 1, 1]
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 70
     35 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [34157],[44617],[46442],[58273],[59204],[61498],[75287],[75576],[76700],[79349],[94658],[95374],[95487],[95501],[111812],[116597],[118355],[118761],[118831],[125455],[135977],[142290],[144550],[145053],[150716],[163752],[171011],[173561],[179139],[194323],[202255],[210702],[227103],[244421],[279563],
     [24714,126845],[25421,83687],[27905,55079],[34485,154215],[35099,105099],[35388,105388],[37526,70890],[38457,71821],[46807,183737],[46877,184352],[47486,129719],[47500,129733],[50168,90159],[50457,90448],[51581,91572],[62019,216228],[62301,154201],[62707,157272],[62777,157342],[65668,112528],[65781,112641],[65795,112655],[80482,184282],[80985,187530],[82239,129606],[83997,137735],[84403,138141],[84473,138211],[101825,216750],[103386,156866],[105646,166012],[106149,166515],[127849,187027],[130399,196873],[155305,219522]
   ]
cell #303 :
  |C| = 154
  W-rep = phi[[4, 1, 1],[1]]+phi[[4, 1],[1, 1]]
  special rep = phi[[4, 1],[1, 1]] , dim = 84
  orbit = [8, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     14 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [61534],[76736],[79606],[79614],[95924],[97310],[97318],[100827],[118926],[119319],[119327],[121006],[145235],[174219],
     [1360,80250],[2575,101710],[2583,62136],[4463,80365],[4660,126958],[4668,81102],[7565,102484],[7609,102601],[8402,158750],[8410,106266],[11777,127073],[11785,81267],[12846,131058],[12890,131175],[15752,205700],[15760,145170],[18963,158865],[18971,106431],[19217,159641],[20869,230548],[20877,166632],[22821,174220],[22865,174337],[26316,254507],[26324,187647],[27313,189987],[27321,131960],[29497,197532],[29541,197649],[32066,205815],[32074,145335],[32320,206591],[34900,286803],[34908,216867],[36504,220181],[36548,220298],[37757,107403],[40533,230663],[40541,166797],[40787,231439],[44025,240085],[44033,175122],[46872,322596],[46972,184447],[47365,251191],[47923,130156],[49309,254622],[49317,187812],[51617,91608],[54487,266085],[54495,198434],[58504,146307],[62018,286278],[62201,216932],[62872,157437],[63265,157830],[63273,157838],[66218,113078],[67604,114464],[67612,114472],[71121,167769],[80364,251190],[81167,187712],[84568,138306],[84961,138699],[84969,138707],[86648,140386],[102483,220180],[106331,166697],[131057,197531]
   ]
cell #304 :
  |C| = 105
  W-rep = phi[[4, 2, 1],[]]+phi[[4],[2, 1]]
  special rep = phi[[4],[2, 1]] , dim = 70
  orbit = [8, 4, 1, 1]
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 70
     35 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [34154],[44614],[46420],[46440],[58270],[59182],[59202],[61330],[74478],[75102],[75204],[75574],[89350],[93535],[95066],[95426],[95485],[101134],[110689],[116289],[118294],[118738],[118750],[123708],[135669],[142229],[144539],[145034],[149593],[163691],[171000],[178831],[194312],[210641],[244410],
     [25418,83684],[27902,55076],[35016,105016],[35386,105386],[37523,70887],[38435,71799],[38455,71819],[47065,126762],[47425,129658],[47484,129717],[49983,89974],[50085,90076],[50455,90446],[62240,154140],[62299,154199],[62684,157249],[62696,157261],[63829,104914],[65360,112220],[65720,112580],[65779,112639],[80459,184259],[80471,184271],[80966,187511],[81931,129298],[83936,137674],[84380,138118],[84392,138130],[101633,216227],[101806,216731],[103325,156805],[105635,166001],[106130,166496],[126085,250587],[127838,187016]
   ]
cell #305 :
  |C| = 154
  W-rep = phi[[4, 1, 1],[1]]+phi[[4, 1],[1, 1]]
  special rep = phi[[4, 1],[1, 1]] , dim = 84
  orbit = [8, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     14 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [46448],[59210],[61532],[61540],[75582],[76734],[76742],[79656],[95580],[95922],[95930],[97360],[118924],[145147],
     [1402,46911],[2532,101615],[2581,62125],[2736,62811],[4456,80346],[4666,81091],[4702,81206],[5280,84507],[7558,102465],[7607,102590],[7615,62965],[8408,106255],[8444,106370],[10501,118865],[12839,131039],[12888,131164],[12896,84661],[13085,131899],[14303,138245],[15758,145159],[15794,145274],[18416,157376],[19215,159630],[19223,107095],[20875,166621],[20911,166736],[22814,174201],[22863,174326],[22871,119019],[23060,175061],[25009,184386],[26322,187636],[26358,187751],[27363,85525],[29490,197513],[29539,197638],[29547,138399],[29736,198373],[32318,206580],[32326,145999],[34564,154294],[34906,216856],[35394,105394],[36497,220162],[36546,220287],[36554,157530],[38463,71827],[40785,231428],[40793,167461],[44075,119883],[46970,184445],[47358,251172],[47579,129812],[47921,130154],[47929,130162],[50463,90454],[51615,91606],[51623,91614],[54537,139263],[62099,286260],[62113,216844],[62870,157435],[65874,112734],[66216,113076],[66224,113084],[67654,114514],[80268,250605],[81079,187624],[84566,138304],[106243,166609]
   ]
cell #306 :
  |C| = 36
  W-rep = phi[[5, 1, 1],[]]+phi[[5],[1, 1]]
  special rep = phi[[5],[1, 1]] , dim = 21
  orbit = [10, 2, 1, 1]
  depth of tau_infinity partitioning = 1
  number of tau_infinity subcells = 21
     6 tau_infinity subcells with 1 member(s)
     15 tau_infinity subcells with 2 member(s)
  subcells = [
     [11258],[16150],[22961],[31991],[43557],[57873],
     [7705,36644],[8800,21267],[11702,49234],[12986,29637],[17183,62619],[17380,64741],[18888,40458],[24728,80837],[25021,83287],[26845,54019],[34422,101680],[34566,102202],[37126,70490],[46808,126127],[62001,153505]
   ]
cell #307 :
  |C| = 105
  W-rep = phi[[4, 2, 1],[]]+phi[[4],[2, 1]]
  special rep = phi[[4],[2, 1]] , dim = 70
  orbit = [8, 4, 1, 1]
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 70
     35 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [16881],[23373],[24391],[24400],[32198],[32747],[32756],[34043],[43099],[43542],[43620],[43876],[53561],[56558],[57643],[57896],[57953],[61758],[69175],[73310],[74777],[75124],[75126],[78680],[88182],[93210],[94988],[95393],[98881],[110364],[116211],[122540],[135591],[149268],[178753],
     [11909,49441],[13398,30049],[17443,64804],[17699,65060],[19095,40665],[19644,41214],[19653,41223],[24791,80900],[25044,83310],[25101,83367],[26830,54004],[26908,54082],[27164,54338],[34589,102225],[34646,102282],[34936,104936],[34938,104938],[35811,64726],[36896,70260],[37149,70513],[37206,70570],[46985,126682],[46987,126684],[47392,129625],[48191,83057],[49658,89649],[50005,89996],[50007,89998],[62040,153570],[62207,154107],[63504,104589],[65282,112142],[65687,112547],[80270,183716],[81853,129220]
   ]
cell #308 :
  |C| = 154
  W-rep = phi[[4, 1, 1],[1]]+phi[[4, 1],[1, 1]]
  special rep = phi[[4, 1],[1, 1]] , dim = 84
  orbit = [8, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     14 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [34162],[44622],[46449],[46477],[58278],[59211],[59239],[61531],[75583],[76733],[95581],[95921],[118923],[145146],
     [1403,46923],[2580,62137],[2737,62823],[2765,35176],[4447,80347],[4665,81103],[4703,47604],[5281,84519],[5309,50245],[7240,101616],[7549,102466],[7606,62887],[8407,106267],[8445,65899],[8592,66486],[10502,118877],[10530,75364],[12830,131040],[12887,84583],[13086,85200],[13114,50880],[14304,138257],[14332,90236],[15757,145171],[15795,95605],[15942,96192],[18417,157388],[18445,105176],[19214,107017],[20874,166633],[20912,112759],[21059,113346],[22805,174202],[22862,118941],[23061,119558],[23089,75999],[25010,184398],[25426,83692],[26321,187648],[26359,129837],[27910,55084],[29481,197514],[29538,138321],[29737,138938],[29765,90871],[32317,145921],[34565,154295],[34905,216868],[35395,105395],[36488,220163],[36545,157452],[37531,70895],[38464,71828],[38492,71856],[40784,167383],[46969,184444],[47349,251173],[47580,129813],[47920,130153],[50464,90455],[51614,91605],[62090,286261],[62112,216843],[62869,157434],[65875,112735],[66215,113075],[80267,250604],[81078,187623],[84565,138303],[106242,166608]
   ]
cell #309 :
  |C| = 36
  W-rep = phi[[5, 1, 1],[]]+phi[[5],[1, 1]]
  special rep = phi[[5],[1, 1]] , dim = 21
  orbit = [10, 2, 1, 1]
  depth of tau_infinity partitioning = 1
  number of tau_infinity subcells = 21
     6 tau_infinity subcells with 1 member(s)
     15 tau_infinity subcells with 2 member(s)
  subcells = [
     [16880],[23372],[32197],[43619],[57884],[75114],
     [11908,49440],[13397,30048],[17442,64803],[19094,40664],[24790,80899],[25032,83298],[26907,54081],[34577,102213],[34926,104926],[37137,70501],[46819,126138],[46975,126672],[49995,89986],[62030,153560],[80242,183666]
   ]
cell #310 :
  |C| = 105
  W-rep = phi[[4, 2, 1],[]]+phi[[4],[2, 1]]
  special rep = phi[[4],[2, 1]] , dim = 70
  orbit = [8, 4, 1, 1]
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 70
     35 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [24401],[32757],[34153],[43877],[44613],[46419],[57954],[58269],[59181],[61329],[74477],[75101],[75125],[75203],[89349],[93534],[95065],[95392],[95414],[101133],[110688],[116288],[118282],[118739],[123707],[135668],[142217],[144528],[149592],[163679],[170989],[178830],[194301],[210629],[244399],
     [17700,65061],[19654,41224],[25102,83368],[25417,83683],[27165,54339],[27901,55075],[34647,102283],[34937,104937],[35015,105015],[37207,70571],[37522,70886],[38434,71798],[46986,126683],[47064,126761],[47391,129624],[47413,129646],[49982,89973],[50006,89997],[50084,90075],[62041,153571],[62206,154106],[62228,154128],[62685,157250],[63828,104913],[65359,112219],[65686,112546],[65708,112568],[80269,183715],[80460,184260],[81930,129297],[83924,137662],[84381,138119],[103313,156793],[105624,165990],[127827,187005]
   ]
cell #311 :
  |C| = 154
  W-rep = phi[[4, 1, 1],[1]]+phi[[4, 1],[1, 1]]
  special rep = phi[[4, 1],[1, 1]] , dim = 84
  orbit = [8, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     14 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [61539],[76741],[79608],[79655],[95929],[97312],[97359],[100766],[119321],[120945],[145237],[145675],[174299],[205708],
     [2531,101607],[4455,126169],[4465,80387],[7302,101729],[7557,154401],[7567,102506],[7614,62964],[11724,126977],[11779,81194],[12838,189083],[12848,131080],[12895,84660],[17530,102579],[18910,158769],[18965,106358],[19222,107094],[22813,239181],[22823,174242],[22870,119018],[26995,131153],[27315,131887],[27362,85524],[29489,265181],[29499,197554],[29546,138398],[32013,205719],[32068,145262],[32325,145998],[36496,290065],[36506,220203],[36553,157529],[37696,159619],[40480,230567],[40535,166724],[40792,167460],[43707,174315],[44027,175049],[44074,119882],[47357,323081],[47367,251213],[47928,130161],[49256,254526],[49311,187739],[51622,91613],[54169,197627],[54489,198361],[54536,139262],[58443,206569],[62098,358924],[62203,216934],[62641,286822],[63267,157832],[64891,220276],[66223,113083],[67606,114466],[67653,114513],[71060,231417],[80258,322604],[80444,251270],[81169,187714],[81607,188152],[84963,138701],[86587,140325],[101718,286811],[102563,220260],[106333,166699],[106771,167137],[126966,254515],[131137,197611],[158758,230556]
   ]
cell #312 :
  |C| = 105
  W-rep = phi[[3, 2],[2]]
  special rep = phi[[3, 2],[2]] , dim = 105
  orbit = [6, 4, 4]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [2750],[4631],[5294],[7362],[7514],[8373],[8577],[10515],[11461],[12643],[12795],[13014],[14317],[15723],[15927],[17855],[18430],[18647],[18705],[19122],[20840],[21044],[22618],[22770],[22989],[25593],[25651],[26287],[26672],[29294],[29446],[29665],[30958],[31750],[31808],[32225],[34871],[35653],[36301],[36453],[36868],[39425],[40217],[40275],[40692],[42305],[42363],[43384],[47314],[47886],[48163],[48993],[49051],[51370],[52767],[52825],[53846],[56400],[57615],[60172],[62195],[63214],[64568],[66181],[67288],[67346],[69017],[70232],[73282],[76489],[77886],[77944],[81161],[83029],[84910],[86264],[88154],[91361],[95887],[96994],[97052],[98723],[102991],[106325],[108193],[113041],[114148],[114206],[119268],[120622],[122512],[130119],[131565],[138648],[140002],[145229],[147097],[157779],[166691],[168559],[174727],[187706],[198039],[216926],[220688]
   ]
cell #313 :
  |C| = 140
  W-rep = phi[[3, 3],[1]]+phi[[3, 1],[3]]
  special rep = phi[[3, 1],[3]] , dim = 105
  orbit = [6, 6, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     70 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [4034],[6411],[6578],[9140],[10012],[10298],[10352],[13814],[14753],[15070],[15124],[15549],[16490],[19870],[20187],[20241],[21481],[21800],[21956],[23789],[25957],[28157],[28476],[28632],[30193],[30680],[32973],[33290],[33344],[36023],[38062],[38660],[39147],[41863],[42669],[44869],[45188],[45344],[48551],[51092],[52325],[53131],[56770],[58809],[59407],[59894],[63097],[66846],[69387],[71426],[73670],[76211],[77444],[78250],[84793],[88542],[91083],[92803],[96552],[99093],[109957],[113706],[119151],[122900],[132756],[138531],[148861],[157662],[175918],[199230],
     [1725,5918],[2854,8041],[3021,9307],[4791,12315],[5077,14100],[5131,14154],[7403,17306],[7720,18213],[7774,18267],[8199,20666],[11506,24925],[11825,25367],[11981,26113],[13055,27732],[17090,34544],[17577,35310],[19011,37472],[19167,38218],[23030,44444],[25151,47559],[27042,50379],[29706,54906],[32114,58219],[32270,58965],[37256,65854],[40581,70836],[40737,71582],[43754,75498],[49357,83633],[54216,90370],[58003,95560],[64938,105310],[70620,112714],[83417,129792],[102332,154274]
   ]
cell #314 :
  |C| = 154
  W-rep = phi[[4, 1, 1],[1]]+phi[[4, 1],[1, 1]]
  special rep = phi[[4, 1],[1, 1]] , dim = 84
  orbit = [8, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     14 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [125171],[147702],[152241],[176903],[182109],[206341],[208588],[214347],[239808],[242246],[274213],[274752],[310009],[345971],
     [16974,216179],[24647,250620],[24665,183817],[34500,216300],[35032,286967],[35050,217088],[35167,154993],[47515,251400],[47613,185074],[50101,327655],[50119,256070],[50236,189675],[50822,133487],[62901,217531],[65810,291592],[65908,222190],[66477,161089],[75220,381579],[75238,309994],[75355,239773],[75941,176649],[84597,256513],[85209,191475],[90092,407579],[90110,336950],[90227,265773],[90813,199961],[95516,346012],[95614,274650],[96183,208039],[105032,431742],[105050,362373],[105167,290657],[107031,224121],[108798,169164],[112670,372726],[112768,301364],[113337,232887],[118955,310437],[119567,241573],[126778,461722],[126796,395023],[127599,255148],[129748,397737],[129846,326744],[133741,200215],[138335,337393],[138947,267573],[145935,276581],[153586,491622],[153691,359443],[154230,429318],[155028,290692],[157466,362816],[159391,231189],[161638,233436],[167397,303295],[183674,461468],[183832,395038],[184637,326307],[185176,326846],[189710,265808],[192148,268246],[216259,429277],[217103,362388],[221753,300927],[222292,301466],[251359,397696],[256085,336965],[291551,372685]
   ]
cell #315 :
  |C| = 105
  W-rep = phi[[3, 2],[2]]
  special rep = phi[[3, 2],[2]] , dim = 105
  orbit = [6, 4, 4]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [17675],[19545],[25092],[27140],[27691],[32648],[34637],[34958],[37043],[37197],[38173],[41115],[43852],[44403],[47007],[48338],[49706],[49882],[50027],[54314],[54865],[57790],[57944],[58920],[63552],[63728],[65036],[65302],[65340],[70407],[70561],[71537],[73457],[74825],[75001],[75146],[81873],[81911],[83204],[83358],[88329],[89697],[89873],[90018],[93258],[93434],[95008],[95046],[102273],[104637],[104813],[104958],[108368],[110412],[110588],[112162],[112200],[116231],[116269],[122687],[126704],[127521],[129240],[129278],[133211],[133387],[135611],[135649],[147272],[149316],[149492],[153679],[154936],[154974],[159313],[161032],[161070],[168734],[176373],[176549],[178773],[178811],[184625],[189618],[189656],[199685],[199861],[206263],[207982],[208020],[221741],[231111],[232830],[232868],[239716],[239754],[255070],[265716],[265754],[274201],[290600],[290638],[300915],[326295],[359431]
   ]
cell #316 :
  |C| = 105
  W-rep = phi[[4, 2, 1],[]]+phi[[4],[2, 1]]
  special rep = phi[[4],[2, 1]] , dim = 70
  orbit = [8, 4, 1, 1]
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 70
     35 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [24402],[32758],[34137],[34152],[43878],[44597],[44612],[46291],[57333],[57865],[57955],[58268],[69950],[73532],[74836],[75137],[75202],[79898],[88404],[93269],[94999],[95402],[95403],[99656],[110423],[116222],[118271],[118729],[122762],[135602],[142206],[149327],[163668],[178764],[210618],
     [17701,65062],[19655,41225],[25103,83369],[25416,83682],[27166,54340],[27885,55059],[27900,55074],[34648,102284],[34949,104949],[35014,105014],[37118,70482],[37208,70572],[37521,70885],[46998,126695],[47063,126760],[47401,129634],[47402,129635],[48413,83279],[49717,89708],[50018,90009],[50083,90074],[62216,154116],[62217,154117],[62675,157240],[63563,104648],[65293,112153],[65696,112556],[65697,112557],[80279,183725],[80450,184250],[81864,129231],[83913,137651],[84371,138109],[101624,216218],[103302,156782]
   ]
cell #317 :
  |C| = 126
  W-rep = phi[[3, 3, 1],[]]+phi[[3],[3, 1]]
  special rep = phi[[3],[3, 1]] , dim = 105
  orbit = [6, 6, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     84 tau_infinity subcells with 1 member(s)
     21 tau_infinity subcells with 2 member(s)
  subcells = [
     [46418],[59180],[61328],[61484],[74476],[75100],[76686],[79335],[89348],[93533],[94644],[95064],[95360],[100326],[101132],[110687],[111798],[116287],[116583],[117775],[118154],[118270],[123706],[125441],[135667],[135963],[137155],[141236],[142089],[142205],[144347],[144518],[149591],[150702],[152610],[162698],[163551],[163667],[169630],[170808],[170979],[173360],[178829],[179125],[180317],[181693],[186758],[192942],[194120],[194291],[200783],[202054],[204612],[209648],[210501],[210617],[218917],[225631],[226902],[229460],[234062],[236856],[243040],[244218],[244389],[249328],[253150],[260062],[262856],[271377],[278091],[279362],[281920],[288682],[298091],[307074],[313986],[316780],[334030],[343102],[352511],[369816],[387954],[422276],
     [38433,71797],[49981,89972],[51567,91558],[63827,104912],[65358,112218],[65654,112514],[81929,129296],[82225,129592],[83796,137534],[83912,137650],[103185,156665],[103301,156781],[105443,165809],[105614,165980],[126468,184246],[127646,186824],[127817,186995],[130198,196672],[153833,216664],[155104,219321],[183964,250990]
   ]
cell #318 :
  |C| = 154
  W-rep = phi[[4, 1, 1],[1]]+phi[[4, 1],[1, 1]]
  special rep = phi[[4, 1],[1, 1]] , dim = 84
  orbit = [8, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     14 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [182331],[208810],[214398],[242297],[248469],[274803],[277325],[283890],[310561],[313195],[346044],[346570],[381641],[416141],
     [34389,286225],[46890,322606],[46909,250679],[62127,286323],[62790,359492],[62809,287026],[62952,217619],[81093,323275],[81204,251860],[84486,398970],[84505,327714],[84648,256601],[85431,191897],[102592,287432],[106257,363721],[106368,292052],[107082,224209],[118844,449068],[118863,381638],[119006,310525],[119789,241995],[131166,328120],[131897,258514],[138224,472380],[138243,407638],[138386,337481],[139169,267995],[145161,416181],[145272,346472],[145986,276669],[157355,493716],[157374,431801],[157517,362904],[159632,294022],[161860,233658],[166623,441029],[166734,373186],[167448,303383],[174328,382044],[175059,312438],[184365,519218],[184384,461781],[185227,326897],[187638,463948],[187749,398197],[192199,268297],[197640,408044],[198371,339394],[206582,348442],[216241,543521],[216332,429350],[216858,491870],[217655,362940],[220289,432207],[222343,301517],[224865,304039],[231430,375156],[250556,519061],[250682,461784],[251432,397769],[251958,398295],[256637,337517],[259271,340151],[286283,491830],[287029,431804],[291624,372758],[292150,373284],[323235,463908],[327717,407641],[363681,440989]
   ]
cell #319 :
  |C| = 553
  W-rep = phi[[3, 2, 1],[1]]+phi[[3, 1, 1],[2]]+phi[[3, 2],[1, 1]]+phi[[3, 1],[2, 1]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     91 tau_infinity subcells with 4 member(s)
  subcells = [
     [46441],[59203],[61497],[75575],[76699],[79348],[79555],[94657],[95373],[95486],[97259],[100443],[111811],[116596],[117892],[118354],[118697],[118749],[124566],[125454],[135976],[137272],[142289],[142632],[144052],[144514],[144538],[150715],[152727],[163751],[164094],[165514],[170742],[170975],[170999],[179138],[180434],[182659],[194054],[194287],[194311],[210701],[211044],[212464],[214543],[242442],[244152],[244385],[244409],
     [6685,145043],[10375,173551],[15147,202245],[15562,204928],[20264,227093],[21969,235462],[22560,173475],[28645,261462],[30693,269695],[30900,202169],[33367,279553],[35387,105387],[38456,71820],[39160,296409],[39367,227017],[41980,234877],[45357,315386],[47485,129718],[50456,90447],[51105,329370],[51580,91571],[52442,260877],[55895,201650],[59907,350829],[60114,279477],[62300,154200],[62695,157260],[65667,112527],[65780,112640],[66963,293342],[67553,114413],[68512,226498],[76224,383294],[77561,314801],[79613,182148],[80470,184270],[82238,129605],[83996,137734],[84339,138077],[84391,138129],[85759,257899],[91096,409294],[96669,347762],[97317,208627],[98218,278958],[100768,214353],[100826,152397],[103385,156865],[103728,157208],[105610,165976],[105634,166000],[107227,223874],[113823,374476],[119326,239847],[120117,311823],[120947,242252],[121005,177059],[125071,182324],[127813,186991],[127837,187015],[139497,338779],[145677,274758],[146131,276334],[147602,208803],[152222,214391],[167593,303048],[174301,310015],[176884,242290],[192344,268442],[206322,274796],
     [1479,12422,80975,187520],[2610,17329,101815,216740],[3128,9414,106139,166505],[4470,24704,126186,250659],[4695,25390,127063,251840],[5154,14177,130389,196863],[7304,34506,101739,216310],[7572,35089,154418,287006],[7797,18290,155295,219512],[8212,20679,157978,229776],[8437,37495,158855,292032],[11726,47521,126987,251410],[11784,47652,81266,185146],[11994,26126,185364,253735],[12585,29236,130313,196787],[12853,50158,189100,327694],[13078,27755,189977,258494],[15787,58242,205805,346452],[17532,62907,102589,217541],[17590,35323,217235,287337],[17797,36243,155219,219436],[18912,65816,158779,291602],[18970,65947,106430,222262],[19180,38231,222480,293927],[20904,70859,230653,373166],[22828,75277,239198,381618],[23053,44467,240075,312418],[25268,47828,184779,251764],[26351,83656,254612,398177],[26997,84603,131163,256523],[27055,50392,256217,328025],[27262,51312,189901,258418],[27320,85248,131959,191547],[29504,90149,265198,407618],[29729,54929,266075,339374],[32015,95522,205729,346022],[32073,95653,145334,274722],[32283,58978,274940,348347],[35148,62945,154700,217517],[36511,105089,290082,431781],[37373,66123,221895,291956],[37698,107037,159629,224131],[37756,66633,107402,161397],[40482,112676,230577,372736],[40540,112807,166796,301436],[40750,71595,301654,375061],[43709,118961,174325,310447],[43767,75511,310141,381949],[43974,76431,239999,312342],[44032,119606,175121,241645],[47372,126835,323098,461761],[49258,129754,254536,397747],[49316,129885,187811,326816],[50217,84641,189382,256499],[50722,85424,132302,191890],[54171,138341,197637,337403],[54229,90383,337097,407949],[54436,91303,265999,339298],[54494,138986,198433,267645],[58120,95829,274355,346376],[58445,145941,206579,276591],[58503,96339,146306,208347],[62643,154236,286832,429328],[63272,155067,157837,290731],[64893,157472,220286,362826],[64951,105323,362520,432112],[66458,107075,159605,224107],[67611,114471,161677,233475],[70737,112983,301069,373090],[71062,167403,231427,303305],[71120,113493,167768,233195],[75336,118999,239480,310423],[75841,119782,175464,241988],[80446,183838,251272,395044],[81609,185182,188154,326852],[83534,130061,326449,398101],[84968,138706,189749,265847],[86589,140327,192154,268252],[86647,133897,140385,200371],[90208,138379,265480,337379],[90713,139162,198776,267988],[96164,145979,206555,276567],[102565,217109,220262,362394],[105148,157510,290364,362802],[106773,167139,222298,301472],[108698,161853,169064,233651],[113318,167441,231403,303281],[127580,185220,255129,326890],[131139,197613,256091,336971],[133722,192192,200196,268290],[159372,222336,231170,301510]
   ]
cell #320 :
  |C| = 140
  W-rep = phi[[3, 3],[1]]+phi[[3, 1],[3]]
  special rep = phi[[3, 1],[3]] , dim = 105
  orbit = [6, 6, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     70 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [10384],[15156],[15585],[20273],[21992],[22042],[22506],[22595],[28668],[28718],[30846],[30935],[30981],[31623],[33376],[38304],[39313],[39402],[39448],[41538],[42178],[42188],[45380],[45430],[51393],[52000],[52640],[52650],[55433],[55443],[59051],[60060],[60149],[60195],[64126],[67171],[68050],[68060],[71668],[76512],[77119],[77759],[77769],[82567],[82577],[84222],[91384],[93832],[96877],[97756],[97766],[103611],[110986],[114031],[116925],[116935],[118580],[136305],[136315],[137960],[142515],[149890],[157091],[163977],[179467],[179477],[191773],[210927],[241871],[267871],
     [5163,14186],[5366,27764],[7806,18299],[8235,20702],[8285,37504],[8515,38254],[10587,44476],[12017,26149],[12067,25399],[12531,29182],[12620,29271],[12666,50415],[14389,54938],[15635,58251],[15865,59001],[17743,36189],[17832,36278],[17878,35346],[18520,40090],[18530,65767],[20752,70868],[20982,71618],[22641,75534],[24826,47260],[25466,48866],[25476,47472],[26199,83665],[29317,90406],[31633,95473],[34686,62516],[34696,62287],[36324,105346],[40100,112627],[48876,129705],[62526,154187]
   ]
cell #321 :
  |C| = 105
  W-rep = phi[[3, 2],[2]]
  special rep = phi[[3, 2],[2]] , dim = 105
  orbit = [6, 4, 4]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [1520],[2706],[3169],[4511],[4618],[5250],[5398],[6726],[7349],[8253],[8360],[8533],[9455],[10471],[10619],[12035],[12463],[12630],[12684],[13001],[14273],[14421],[15603],[15710],[15883],[17842],[17896],[18386],[18692],[20720],[20827],[21000],[22010],[22605],[22659],[22976],[24979],[25638],[26167],[26274],[26555],[28686],[29281],[29335],[29652],[30945],[30999],[31795],[34858],[35364],[35536],[36288],[36342],[38272],[39412],[39466],[40262],[42350],[43267],[45398],[46958],[47873],[49038],[50433],[51357],[51411],[52812],[53729],[56283],[59019],[60159],[60213],[62858],[64451],[66168],[67333],[68900],[71636],[75552],[76476],[76530],[77931],[81492],[84554],[86147],[90424],[91348],[91402],[95874],[97039],[98606],[105364],[106656],[113028],[114193],[118912],[120505],[130106],[138292],[139885],[145560],[157423],[167022],[184433],[188037]
   ]
cell #322 :
  |C| = 140
  W-rep = phi[[3, 3],[1]]+phi[[3, 1],[3]]
  special rep = phi[[3, 1],[3]] , dim = 105
  orbit = [6, 6, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     70 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [15584],[15602],[21991],[22009],[22505],[22596],[28667],[28685],[30845],[30936],[30998],[31624],[39312],[39403],[39465],[41537],[42179],[42341],[45379],[45397],[51410],[51999],[52641],[52803],[55434],[56202],[60059],[60150],[60212],[64125],[67324],[68051],[68819],[72235],[76529],[77118],[77760],[77922],[82568],[86066],[87107],[91401],[93831],[97030],[97757],[98525],[104101],[105955],[110985],[114184],[116926],[120424],[121465],[128158],[136306],[139804],[143005],[144859],[149889],[164467],[166321],[171320],[179468],[187336],[194632],[211417],[224452],[244730],[276912],[303626],
     [8234,20701],[8252,20719],[8532,38271],[12016,26148],[12034,26166],[12530,29181],[12621,29272],[12683,50432],[12992,51348],[15882,59018],[17742,36188],[17833,36279],[17895,35363],[18521,40091],[18683,66159],[20999,71635],[22658,75551],[22967,76467],[24825,47259],[25467,48867],[25629,47864],[26474,84453],[29334,90423],[29643,91339],[31786,95865],[34687,62517],[35455,62757],[36341,105363],[40253,113019],[43186,118811],[47116,80532],[49029,130097],[53648,138191],[64370,157322],[80791,184332]
   ]
cell #323 :
  |C| = 105
  W-rep = phi[[3, 2],[2]]
  special rep = phi[[3, 2],[2]] , dim = 105
  orbit = [6, 4, 4]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [2749],[4630],[5293],[7361],[7505],[8372],[8576],[10514],[11452],[12642],[12786],[13013],[14316],[15722],[15926],[17854],[18429],[18638],[18704],[19113],[20839],[21043],[22617],[22761],[22988],[25584],[25650],[26286],[26663],[29293],[29437],[29664],[30957],[31741],[31807],[32216],[34870],[35644],[36300],[36444],[36787],[39424],[40208],[40274],[40683],[42296],[42362],[43375],[47305],[47885],[48082],[48984],[49050],[51369],[52758],[52824],[53837],[56391],[57534],[60171],[62186],[63205],[64559],[66180],[67279],[67345],[69008],[70151],[73201],[76488],[77877],[77943],[81152],[82948],[84901],[86255],[88073],[91360],[95886],[96985],[97051],[98714],[102910],[106316],[108112],[113040],[114139],[114205],[119259],[120613],[122431],[130118],[131484],[138639],[139993],[145220],[147016],[157770],[166682],[168478],[174646],[187697],[197958],[216917],[220607]
   ]
cell #324 :
  |C| = 105
  W-rep = phi[[4, 2, 1],[]]+phi[[4],[2, 1]]
  special rep = phi[[4],[2, 1]] , dim = 70
  orbit = [8, 4, 1, 1]
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 70
     35 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [24390],[32746],[34042],[34128],[43098],[43541],[44588],[46405],[53560],[56557],[57642],[57856],[59167],[61757],[69174],[73309],[74660],[74765],[75087],[78679],[88181],[93198],[94820],[94872],[94976],[98880],[110352],[116199],[118062],[118084],[122539],[135579],[144310],[149256],[178741],
     [19643,41213],[26829,54003],[27876,55050],[35810,64725],[36895,70259],[37109,70473],[38420,71784],[48190,83056],[48404,83270],[49541,89532],[49646,89637],[49968,89959],[63387,104472],[63492,104577],[63814,104899],[65114,111974],[65166,112026],[65270,112130],[80648,126670],[81685,129052],[81737,129104],[81841,129208],[83704,137442],[83726,137464],[101954,154048],[102006,154100],[103093,156573],[103115,156595],[105406,165772],[126376,184154],[126398,184176],[127609,186787],[153538,216217],[153796,216627],[183688,250579]
   ]
cell #325 :
  |C| = 154
  W-rep = phi[[4, 1, 1],[1]]+phi[[4, 1],[1, 1]]
  special rep = phi[[4, 1],[1, 1]] , dim = 84
  orbit = [8, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     14 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [34161],[44621],[46443],[46476],[58277],[59205],[59238],[61525],[75577],[76727],[95488],[95915],[118825],[145042],
     [2764,35175],[4472,80494],[4697,47592],[5308,50244],[7231,153522],[7309,101836],[7574,62719],[7600,62875],[8439,65887],[8591,66485],[10529,75363],[11388,126264],[11731,80996],[12855,84415],[12881,84571],[13080,85188],[13113,50879],[14331,90235],[15789,95593],[15941,96191],[17459,102361],[18444,105175],[18917,106160],[19208,107005],[20906,112747],[21058,113345],[22830,118773],[22856,118929],[23055,119546],[23088,75998],[25425,83691],[26353,129825],[26924,130935],[27909,55083],[29506,138153],[29532,138309],[29731,138926],[29764,90870],[32020,145064],[32311,145909],[35389,105389],[36513,157284],[36539,157440],[37530,70894],[38458,71822],[38491,71855],[40487,166526],[40778,167371],[43636,174097],[47374,184294],[47487,129720],[47914,130147],[49263,187541],[50458,90449],[51608,91599],[54098,197409],[62302,154202],[62648,216761],[62771,157336],[64820,220058],[65782,112642],[66209,113069],[80546,184346],[80916,251068],[80974,187519],[84467,138205],[101696,286252],[101814,216739],[106138,166504],[126093,250595]
   ]
cell #326 :
  |C| = 140
  W-rep = phi[[3, 3],[1]]+phi[[3, 1],[3]]
  special rep = phi[[3, 1],[3]] , dim = 105
  orbit = [6, 6, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     70 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [4045],[6422],[6624],[9151],[10058],[10087],[10313],[10367],[13860],[13889],[15085],[15139],[15170],[15509],[16501],[19576],[20202],[20256],[20287],[21496],[21916],[21926],[23835],[23864],[27778],[28172],[28592],[28602],[30315],[30325],[32679],[33305],[33359],[33390],[36038],[38188],[38782],[38792],[41146],[44490],[44884],[45304],[45314],[48673],[48683],[49897],[54952],[56785],[58935],[59529],[59539],[63743],[69402],[71552],[73792],[73802],[75016],[88664],[88674],[89888],[93449],[99108],[104828],[110603],[123022],[123032],[133402],[149507],[176564],[199876],
     [1736,5929],[1827,13333],[2865,8052],[3067,9353],[3096,19086],[3207,19547],[4136,23308],[4837,12361],[4866,11900],[5092,14115],[5146,14169],[5177,27142],[6020,29984],[6653,32189],[6764,32650],[7735,18228],[7789,18282],[7820,17677],[8159,20626],[8169,37199],[9382,40656],[9493,41117],[10398,43854],[11521,24940],[11941,26073],[11951,25094],[12390,49432],[14200,54316],[15519,57946],[17212,34818],[17222,34639],[18313,65038],[20636,70563],[26083,83360],[34828,102275]
   ]
cell #327 :
  |C| = 105
  W-rep = phi[[4, 2, 1],[]]+phi[[4],[2, 1]]
  special rep = phi[[4],[2, 1]] , dim = 70
  orbit = [8, 4, 1, 1]
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 70
     35 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [16882],[23374],[24398],[32199],[32754],[34105],[43684],[43874],[44565],[46049],[57091],[57833],[57951],[57967],[69708],[73500],[74832],[75148],[75207],[88372],[93265],[95010],[95416],[99414],[110419],[116233],[118284],[122730],[125762],[135613],[142219],[149323],[163681],[178775],[210631],
     [11436,80964],[11910,49442],[13399,30050],[17054,102296],[17507,64868],[17697,65058],[19096,40666],[19651,41221],[24575,126149],[24634,126765],[25099,83365],[25115,83381],[26972,54146],[27162,54336],[27853,55027],[34400,153573],[34644,102280],[34960,104960],[35019,105019],[37086,70450],[37204,70568],[37220,70584],[47009,126706],[47415,129648],[48381,83247],[49713,89704],[50029,90020],[50088,90079],[62230,154130],[63559,104644],[65304,112164],[65710,112570],[81875,129242],[83926,137664],[103315,156795]
   ]
cell #328 :
  |C| = 105
  W-rep = phi[[3, 2],[2]]
  special rep = phi[[3, 2],[2]] , dim = 105
  orbit = [6, 4, 4]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [7628],[8530],[8548],[11677],[12681],[12909],[13006],[15880],[15898],[17158],[17386],[17893],[18662],[18697],[18863],[20997],[21015],[22656],[22884],[22981],[24734],[25608],[25643],[26623],[26851],[29332],[29560],[29657],[30996],[31765],[31800],[31966],[35604],[36339],[36567],[36839],[39463],[40232],[40267],[40433],[42320],[42355],[43335],[43563],[48134],[49008],[49043],[49209],[51408],[52782],[52817],[53797],[54025],[56351],[57586],[60210],[62594],[63229],[64519],[64747],[67303],[67338],[68968],[70203],[73253],[76527],[77901],[77936],[80843],[81560],[83000],[84925],[86215],[88125],[91399],[97009],[97044],[98674],[101781],[102962],[106724],[108164],[114163],[114198],[119283],[120573],[122483],[127029],[131536],[138663],[139953],[145628],[147068],[157794],[158821],[167090],[168530],[174698],[188105],[198010],[205771],[220659],[230619],[254578],[286874]
   ]
cell #329 :
  |C| = 105
  W-rep = phi[[4, 2, 1],[]]+phi[[4],[2, 1]]
  special rep = phi[[4],[2, 1]] , dim = 70
  orbit = [8, 4, 1, 1]
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 70
     35 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [11257],[16149],[16877],[22960],[23369],[24366],[31990],[32194],[32722],[33857],[42913],[43517],[43556],[43616],[53375],[56533],[57639],[57874],[57895],[69150],[73306],[74776],[75127],[78494],[88178],[93209],[94989],[98856],[101376],[110363],[116212],[122536],[135592],[149267],[178754],
     [7704,36643],[8799,21266],[11701,49233],[11905,49437],[12985,29636],[13394,30045],[17182,62618],[17379,64740],[17439,64800],[18887,40457],[19091,40661],[19619,41189],[24727,80836],[24787,80896],[25022,83288],[25043,83309],[26805,53979],[26844,54018],[26904,54078],[34421,101679],[34567,102203],[34588,102224],[34939,104939],[35786,64701],[36892,70256],[37127,70491],[37148,70512],[46809,126128],[46988,126685],[48187,83053],[49657,89648],[50008,89999],[63503,104588],[65283,112143],[81854,129221]
   ]
cell #330 :
  |C| = 154
  W-rep = phi[[4, 1, 1],[1]]+phi[[4, 1],[1, 1]]
  special rep = phi[[4, 1],[1, 1]] , dim = 84
  orbit = [8, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     14 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [125204],[147735],[152246],[176908],[182099],[206346],[208578],[214334],[239798],[242233],[274116],[274739],[309916],[345890],
     [35172,103015],[46922,126241],[47603,127472],[50241,131589],[50855,86397],[62011,153511],[62138,153660],[62822,154473],[62888,154917],[65898,159264],[66482,108217],[75360,174751],[75974,120755],[80357,183757],[81104,184606],[84518,189155],[84584,189599],[85199,133162],[90232,198063],[90846,140135],[95604,206214],[96188,147121],[102476,217028],[105172,220712],[106268,221722],[107018,161013],[108831,169197],[112758,231062],[113342,168583],[118876,239253],[118942,239697],[119557,176324],[127604,255153],[129836,255021],[131050,256010],[133746,200220],[138256,265253],[138322,265697],[138937,199636],[145172,274182],[145922,207963],[155018,290682],[157387,290137],[157453,290581],[159396,231194],[161628,233426],[166634,300896],[167384,232811],[174212,309934],[184397,323153],[184540,326210],[185163,326833],[187649,326276],[189700,265798],[192135,268233],[197524,336890],[216425,359346],[216869,359412],[217010,362295],[220173,362313],[221656,300830],[222279,301453],[250765,394945],[251183,394963],[251278,397615],[255992,336872],[286271,428961],[286346,429196],[291470,372604],[322565,461459]
   ]
cell #331 :
  |C| = 154
  W-rep = phi[[4, 1, 1],[1]]+phi[[4, 1],[1, 1]]
  special rep = phi[[4, 1],[1, 1]] , dim = 84
  orbit = [8, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     14 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [152440],[177102],[182155],[208634],[214355],[239854],[242254],[248461],[274760],[277317],[310017],[310553],[346036],[381578],
     [34508,153681],[46787,183672],[46901,183819],[47523,184627],[47659,127528],[62116,216257],[62801,217090],[62909,154938],[65818,221743],[65954,159320],[66676,108411],[81082,251357],[81196,185076],[84497,256072],[84605,189620],[85255,133218],[95524,274203],[95660,206270],[96382,147315],[106246,291549],[106360,222192],[107039,161034],[112678,300917],[112814,231118],[113536,168777],[118855,309996],[118963,239718],[119613,176380],[129756,326297],[129892,255077],[131889,191477],[133940,200414],[138235,336952],[138343,265718],[138993,199692],[145150,345969],[145264,274652],[145943,207984],[154238,359433],[155074,290738],[157366,362375],[157474,290602],[161684,233482],[166612,372683],[166726,301366],[167405,232832],[175051,241575],[183840,395046],[184376,395025],[185184,326854],[187627,397694],[187741,326746],[189756,265854],[192156,268254],[198363,267575],[216324,429342],[216847,429275],[217111,362396],[217647,362932],[222300,301474],[224857,304031],[250608,461466],[250619,461721],[251424,397761],[256093,336973],[256629,337509],[286229,491621],[286966,431741],[291616,372750],[327654,407578]
   ]
cell #332 :
  |C| = 126
  W-rep = phi[[3, 3, 1],[]]+phi[[3],[3, 1]]
  special rep = phi[[3],[3, 1]] , dim = 105
  orbit = [6, 6, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     84 tau_infinity subcells with 1 member(s)
     21 tau_infinity subcells with 2 member(s)
  subcells = [
     [16872],[23364],[24323],[24378],[31564],[31924],[32734],[34030],[40031],[42479],[43086],[43359],[43529],[46173],[46612],[52941],[53548],[56375],[56545],[57215],[57478],[57579],[60778],[61745],[68992],[69162],[69832],[72448],[73145],[73246],[74609],[74755],[78060],[78667],[79780],[87320],[88017],[88118],[92095],[93042],[93188],[94810],[98698],[98868],[99538],[100070],[104314],[109249],[110196],[110342],[114955],[116033],[117519],[121678],[122375],[122476],[128722],[134335],[135413],[136899],[140848],[143218],[148153],[149100],[149246],[156196],[162310],[164680],[171884],[177497],[178575],[180061],[186370],[195196],[203146],[209260],[211630],[215641],[227994],[236468],[245294],[262468],[280454],[316392],
     [13389,30040],[18821,40391],[19631,41201],[25767,49167],[26647,53821],[26817,53991],[35628,64543],[35798,64713],[36731,70095],[36832,70196],[48026,82892],[48127,82993],[49490,89481],[49636,89627],[62389,102195],[63336,104421],[63482,104567],[65104,111964],[80597,126619],[81675,129042],[101944,154038]
   ]
cell #333 :
  |C| = 140
  W-rep = phi[[3, 3],[1]]+phi[[3, 1],[3]]
  special rep = phi[[3, 1],[3]] , dim = 105
  orbit = [6, 6, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     70 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [56498],[57632],[69115],[73299],[73435],[74762],[86362],[88171],[88307],[93069],[93195],[94817],[94979],[98821],[108346],[110223],[110349],[114982],[116040],[116202],[118087],[120720],[122529],[122665],[133022],[134362],[135420],[135582],[140100],[140855],[142022],[147250],[149127],[149253],[156223],[158438],[162317],[163484],[168712],[169563],[176184],[177524],[178582],[178744],[185824],[186377],[192875],[199496],[203173],[205388],[209267],[210434],[218850],[228021],[230236],[235922],[236475],[242973],[254195],[261922],[262475],[271310],[280481],[294387],[298024],[315846],[316399],[348807],[352444],[375521],
     [19500,108210],[26770,131582],[27669,133148],[32603,147114],[35751,103008],[36885,70249],[37021,159250],[41070,168576],[43482,174744],[44381,176310],[48180,83046],[48316,127458],[49517,189049],[49643,89634],[53944,198056],[54843,199622],[57768,206200],[63363,154367],[63489,104574],[64666,220705],[65111,111971],[65273,112133],[70385,231048],[74636,239147],[80624,183913],[81682,129049],[81844,129211],[83182,255007],[83729,137467],[89508,265147],[101951,154045],[103118,156598],[104448,290031],[126401,184179],[126646,323047]
   ]
cell #334 :
  |C| = 105
  W-rep = phi[[3, 2],[2]]
  special rep = phi[[3, 2],[2]] , dim = 105
  orbit = [6, 4, 4]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [154907],[160841],[161003],[184509],[188727],[189589],[191280],[207791],[207953],[216394],[216949],[218262],[221029],[221295],[221625],[232639],[232801],[238825],[239687],[241378],[250704],[252284],[252550],[255376],[255931],[264825],[265687],[267378],[270722],[273489],[273755],[274085],[287841],[289709],[290571],[290896],[297436],[300203],[300469],[300799],[306208],[306474],[309300],[309855],[324003],[325583],[325849],[326179],[330397],[333164],[333430],[336256],[336811],[342261],[345316],[351856],[359315],[359933],[361679],[362234],[366029],[366295],[368975],[372030],[377927],[384321],[387088],[387354],[394884],[395467],[397041],[399411],[401157],[403927],[410321],[418489],[418755],[421435],[428983],[429669],[433297],[434871],[443337],[443603],[449509],[451255],[454025],[461833],[465249],[472821],[474567],[480247],[481821],[494157],[494665],[501709],[503283],[508411],[521195],[527791],[533569],[545240],[550723],[566032],[583194]
   ]
cell #335 :
  |C| = 126
  W-rep = phi[[3, 3, 1],[]]+phi[[3],[3, 1]]
  special rep = phi[[3],[3, 1]] , dim = 105
  orbit = [6, 6, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     84 tau_infinity subcells with 1 member(s)
     21 tau_infinity subcells with 2 member(s)
  subcells = [
     [34102],[44562],[46046],[46355],[57088],[57830],[59117],[61000],[69705],[73497],[74148],[74829],[75037],[78767],[88369],[89020],[93262],[93470],[94076],[94858],[94985],[99411],[110416],[110624],[111230],[115149],[116081],[116208],[118093],[118262],[122727],[123378],[125759],[134529],[135461],[135588],[140896],[142028],[142197],[144339],[149320],[149528],[150134],[153088],[156390],[162358],[163490],[163659],[169569],[170800],[177691],[178623],[178750],[182966],[186418],[192881],[194112],[200775],[203340],[209308],[210440],[210609],[213271],[218856],[225623],[228188],[236516],[237434],[242979],[244210],[253142],[262516],[263434],[271316],[278083],[280648],[298030],[307066],[316440],[317358],[334022],[352450],[358046],[387946],
     [27850,55024],[37083,70447],[38370,71734],[48378,83244],[49710,89701],[49918,89909],[63556,104641],[63764,104849],[65152,112012],[65279,112139],[81723,129090],[81850,129217],[83735,137473],[83904,137642],[101992,154086],[103124,156604],[103293,156773],[105435,165801],[126407,184185],[127638,186816],[153825,216656]
   ]
cell #336 :
  |C| = 105
  W-rep = phi[[3, 2],[2]]
  special rep = phi[[3, 2],[2]] , dim = 105
  orbit = [6, 4, 4]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [25382],[27693],[27747],[35001],[37045],[37487],[38178],[44405],[44459],[47050],[47410],[48340],[49708],[49887],[50070],[54867],[54921],[57792],[58234],[58925],[62225],[63554],[63733],[65345],[65705],[70409],[70851],[71542],[73459],[74827],[75006],[75189],[81916],[83206],[83648],[83921],[88331],[89699],[89878],[90061],[93260],[93439],[95051],[95411],[103310],[104639],[104818],[105001],[108370],[110414],[110593],[112205],[112565],[116274],[118279],[122689],[126747],[127523],[129283],[129643],[133213],[133392],[135654],[137659],[142214],[147274],[149318],[149497],[154125],[154979],[156790],[159315],[161075],[163676],[168736],[176375],[176554],[178816],[183814],[185071],[189661],[191472],[199687],[199866],[206265],[208025],[210626],[217085],[222187],[231113],[232873],[239759],[241570],[255072],[256067],[265759],[267570],[274647],[290643],[301361],[309991],[326741],[336947],[362370],[395020]
   ]
cell #337 :
  |C| = 105
  W-rep = phi[[3, 2],[2]]
  special rep = phi[[3, 2],[2]] , dim = 105
  orbit = [6, 4, 4]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [47863],[51258],[51347],[62756],[65555],[66158],[67161],[76377],[76466],[80531],[80993],[82126],[83983],[84212],[84452],[91249],[91338],[95261],[95864],[96867],[101833],[103372],[103601],[105695],[106157],[112415],[113018],[114021],[116484],[118341],[118570],[118810],[127898],[129493],[130096],[130407],[135864],[137721],[137950],[138190],[142276],[142505],[144599],[145061],[155313],[156852],[157081],[157321],[161285],[163738],[163967],[166061],[166523],[171060],[173569],[179026],[184331],[185133],[187076],[187538],[191534],[191763],[194372],[196881],[202263],[208235],[210688],[210917],[216758],[217602],[219530],[222249],[224192],[227111],[233083],[241632],[241861],[244470],[250677],[251858],[256584],[258512],[267632],[267861],[274709],[276652],[279571],[287024],[292050],[301423],[303366],[310508],[312436],[326803],[327712],[337464],[339392],[346470],[362887],[373184],[381636],[398195],[407636],[431799],[461779]
   ]
cell #338 :
  |C| = 126
  W-rep = phi[[3, 3, 1],[]]+phi[[3],[3, 1]]
  special rep = phi[[3],[3, 1]] , dim = 105
  orbit = [6, 6, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     84 tau_infinity subcells with 1 member(s)
     21 tau_infinity subcells with 2 member(s)
  subcells = [
     [61496],[76698],[79347],[79546],[94656],[95372],[97250],[100434],[111810],[116595],[117883],[118353],[118688],[124485],[125453],[135975],[137263],[142288],[142623],[143971],[144409],[144527],[150714],[152718],[163750],[164085],[165433],[169975],[170870],[170988],[173369],[173542],[179137],[180425],[182578],[193287],[194182],[194300],[200845],[202063],[202236],[204827],[210700],[211035],[212383],[213891],[219262],[225693],[226911],[227084],[234071],[235361],[238054],[243385],[244280],[244398],[253212],[260071],[261361],[264054],[268908],[271722],[278153],[279371],[279544],[284828],[288691],[295622],[298436],[307136],[313995],[315285],[317978],[324847],[334092],[343111],[350042],[352856],[369825],[378771],[388016],[404771],[422285],[454869],
     [51579,91570],[65666,112526],[67544,114404],[82237,129604],[83995,137733],[84330,138068],[103384,156864],[103719,157199],[105505,165871],[105623,165989],[127708,186886],[127826,187004],[130207,196681],[130380,196854],[153895,216726],[155113,219330],[155286,219503],[157877,229675],[183973,250999],[185263,253634],[216448,286616]
   ]
cell #339 :
  |C| = 553
  W-rep = phi[[3, 2, 1],[1]]+phi[[3, 1, 1],[2]]+phi[[3, 2],[1, 1]]+phi[[3, 1],[2, 1]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     91 tau_infinity subcells with 4 member(s)
  subcells = [
     [46379],[46433],[59141],[59195],[61024],[61444],[74172],[75061],[75567],[76646],[78970],[78980],[89044],[93494],[94279],[94289],[95061],[95320],[95478],[110648],[111433],[111443],[116284],[116543],[116553],[118346],[118747],[123402],[135664],[135923],[135933],[142281],[144536],[149552],[150337],[150347],[153112],[163743],[170997],[178826],[179085],[179095],[183169],[183179],[194309],[210693],[214675],[242574],[244407],
     [22620,118305],[24407,248523],[30960,142240],[31755,144552],[31942,145045],[32763,277379],[34149,283885],[34178,214665],[35379,105379],[38394,71758],[38448,71812],[39427,163702],[42310,171013],[42365,171126],[43311,173553],[43883,310615],[44609,313190],[44638,242564],[46464,182384],[47477,129710],[49942,89933],[50448,90439],[51527,91518],[52772,194325],[52827,194438],[56327,202247],[56405,202374],[56415,142378],[58265,346565],[59226,208863],[60174,210652],[61454,214406],[62292,154192],[62693,157258],[63788,104873],[65355,112215],[65614,112474],[65772,112632],[67348,224258],[68944,227095],[69022,227222],[69032,163840],[75199,381573],[76656,242305],[77891,244423],[77946,244536],[80468,184268],[81926,129293],[82185,129552],[83988,137726],[84389,138127],[86269,258623],[86279,191636],[95330,274811],[97054,276718],[98650,279555],[98728,279682],[98738,210790],[103377,156857],[105632,165998],[107359,161354],[114208,303432],[120627,312547],[120637,241734],[127835,187013],[140007,339503],[140017,267734],[146263,208304],[167725,233152],[192476,268574],
     [1531,25243,81258,185138],[2752,35112,102587,217539],[3180,37348,106422,222254],[4633,47436,126985,251408],[4687,47582,81536,251842],[5296,50181,131161,256521],[5409,50697,131951,191539],[6737,58095,145326,274714],[7364,62251,101737,216308],[7519,62709,102546,287008],[8375,65731,158777,291600],[8429,65877,106700,292034],[8579,66422,159627,224129],[8608,37872,107349,161344],[9466,70712,166788,301428],[10517,75300,174323,310445],[10630,75816,175113,241637],[11466,80427,80484,250661],[11653,49185,80977,187522],[12474,83509,187803,326808],[12645,29296,83947,137685],[12800,84405,131120,327696],[13016,51372,85032,191498],[13070,85178,86191,258496],[13101,50867,85484,133447],[14319,90172,197635,337401],[14432,90688,198425,267637],[15725,95437,205727,346020],[15779,95583,145604,346454],[15929,96128,206577,276589],[15958,58619,146253,208294],[17134,62570,101817,216742],[17706,65067,217709,362994],[17857,36303,103336,156816],[18432,105112,220284,362824],[18652,40222,105648,166014],[18707,66183,105761,222213],[18839,40409,106141,166507],[19127,67293,106839,224145],[19137,66321,107090,161085],[19660,41230,224919,304093],[20842,112591,230575,372734],[20896,112737,167066,373168],[21046,113282,231425,303303],[21075,71236,167715,233142],[22775,118763,174282,381620],[22991,76491,119390,241596],[23045,119536,120549,312420],[23076,75986,119842,176609],[25413,83679,251953,398290],[25598,48998,127851,187029],[25653,47888,127964,185097],[26289,129669,254534,397745],[26343,129815,188081,398179],[26599,53773,130391,196865],[26677,84915,130518,256537],[26687,84085,84656,189671],[27171,54345,256691,337571],[27897,55071,259266,340146],[27926,55100,192466,268564],[29451,138143,197594,407620],[29667,91363,138770,267596],[29721,138916,139929,339376],[29752,90858,139222,199921],[31810,95889,144665,274673],[32230,96999,145743,276605],[32240,96027,145994,208035],[34873,154151,286830,429326],[35011,105011,286961,431736],[35580,64495,155297,219514],[35658,63219,155424,217555],[35668,62960,103474,154989],[36458,157274,220243,431783],[37518,70882,292145,373279],[38479,71843,161913,233711],[40277,113043,166127,301387],[40697,114153,167205,303319],[40707,113181,167456,232883],[43389,119273,173680,310461],[43399,118443,119014,239769],[47060,126757,322722,461716],[47319,184284,251253,461763],[49053,130121,187142,326767],[50080,90071,327649,407573],[51537,91528,192207,268305],[53851,138653,196992,337417],[53861,137823,138394,265769],[64573,157784,219641,362840],[64583,156954,157525,290653],[65624,112484,222351,301525],[82195,129562,185235,326905]
   ]
cell #340 :
  |C| = 105
  W-rep = phi[[4, 2, 1],[]]+phi[[4],[2, 1]]
  special rep = phi[[4],[2, 1]] , dim = 70
  orbit = [8, 4, 1, 1]
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 70
     35 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [16873],[23365],[24324],[24384],[31565],[31925],[32740],[34124],[40032],[42480],[43360],[43535],[44584],[46613],[52942],[56376],[57484],[57580],[57852],[60779],[68993],[73247],[74610],[74656],[74754],[78061],[88119],[93187],[94784],[94809],[98699],[110341],[118055],[122477],[149245],
     [13390,30041],[18822,40392],[19637,41207],[25768,49168],[26648,53822],[26823,53997],[27872,55046],[35629,64544],[35804,64719],[36737,70101],[36833,70197],[37105,70469],[48032,82898],[48128,82994],[48400,83266],[49491,89482],[49537,89528],[49635,89626],[62395,102201],[63337,104422],[63383,104468],[63481,104566],[65078,111938],[65103,111963],[80598,126620],[80644,126666],[81649,129016],[81674,129041],[83697,137435],[101918,154012],[101943,154037],[103086,156566],[126102,183713],[126369,184147],[153531,216210]
   ]
cell #341 :
  |C| = 154
  W-rep = phi[[4, 1, 1],[1]]+phi[[4, 1],[1, 1]]
  special rep = phi[[4, 1],[1, 1]] , dim = 84
  orbit = [8, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     14 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [24408],[32764],[34155],[34179],[43884],[44615],[44639],[46439],[58271],[59201],[75205],[75573],[95484],[118737],
     [1532,25244],[2590,62252],[2758,35113],[3181,37349],[4468,80483],[4675,47437],[4693,47581],[5302,50182],[5410,50698],[6738,58096],[7285,101807],[7570,62708],[8417,65732],[8435,65876],[8585,66423],[8609,37873],[9467,70713],[10523,75301],[10631,75817],[11325,126086],[11707,80967],[12475,83510],[12851,84404],[13076,85177],[14325,90173],[14433,90689],[15767,95438],[15785,95582],[15935,96129],[15959,58620],[17707,65068],[18438,105113],[18893,106131],[19661,41231],[20884,112592],[20902,112736],[21052,113283],[21076,71237],[22826,118762],[23051,119535],[25419,83685],[26331,129670],[26349,129814],[27172,54346],[27903,55077],[27927,55101],[29502,138142],[29727,138915],[31996,145035],[34915,154152],[35017,105017],[35385,105385],[36509,157273],[37524,70888],[38454,71818],[40463,166497],[47066,126763],[47370,184283],[47483,129716],[49239,187512],[50086,90077],[50454,90445],[62298,154198],[62624,216732],[62683,157248],[65778,112638],[80331,250588],[80458,184258],[84379,138117],[101632,216226]
   ]
cell #342 :
  |C| = 36
  W-rep = phi[[5, 1, 1],[]]+phi[[5],[1, 1]]
  special rep = phi[[5],[1, 1]] , dim = 21
  orbit = [10, 2, 1, 1]
  depth of tau_infinity partitioning = 1
  number of tau_infinity subcells = 21
     6 tau_infinity subcells with 1 member(s)
     15 tau_infinity subcells with 2 member(s)
  subcells = [
     [4382],[6879],[10448],[15535],[22482],[31587],
     [3322,9608],[5227,14250],[7870,18363],[8185,20652],[11967,26099],[12507,29158],[17238,34844],[17719,36165],[18484,40054],[24802,47236],[25430,48830],[34433,62076],[34650,62480],[46820,80304],[62002,101602]
   ]
cell #343 :
  |C| = 105
  W-rep = phi[[4, 2, 1],[]]+phi[[4],[2, 1]]
  special rep = phi[[4],[2, 1]] , dim = 70
  orbit = [8, 4, 1, 1]
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 70
     35 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [7196],[10759],[11224],[11247],[15476],[15696],[16139],[16860],[20593],[22103],[22591],[22740],[23352],[24481],[28779],[30931],[31658],[31672],[31912],[33696],[39398],[42227],[43171],[43212],[43221],[45491],[52689],[56237],[57402],[57417],[60145],[68854],[74566],[77808],[98560],
     [5538,14561],[8346,20813],[8789,21256],[12128,26260],[12616,29267],[12765,29416],[13377,30028],[17828,36274],[17977,36423],[18555,40125],[18569,40139],[18809,40379],[25501,48901],[25515,48915],[25755,49155],[26459,53633],[26500,53674],[26509,53683],[34721,62551],[35440,64355],[35481,64396],[35490,64405],[36655,70019],[36670,70034],[47101,80776],[47142,80817],[47950,82816],[47965,82831],[49447,89438],[62313,102119],[62328,102134],[63293,104378],[80289,126124],[80554,126576],[101636,153551]
   ]
cell #344 :
  |C| = 154
  W-rep = phi[[4, 1, 1],[1]]+phi[[4, 1],[1, 1]]
  special rep = phi[[4, 1],[1, 1]] , dim = 84
  orbit = [8, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     14 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [16890],[23382],[24409],[32765],[34150],[43885],[44610],[46432],[58266],[59194],[75200],[75566],[95477],[118736],
     [1533,25299],[2753,35187],[3182,37404],[3254,19314],[4634,47448],[4686,47665],[5297,50256],[5411,27293],[6739,58151],[6811,32417],[7365,62263],[7518,62720],[8376,65743],[8428,65960],[8580,37620],[9468,70768],[9540,40884],[10518,75375],[10632,44005],[11465,80495],[11642,80968],[12476,83565],[12799,84416],[13069,50559],[13407,30058],[14320,90247],[14434,54467],[15726,95449],[15778,95666],[15930,58367],[17123,101808],[17708,65069],[18433,105187],[18828,106132],[19662,41232],[20843,112603],[20895,112820],[21047,70984],[22774,118774],[23044,75678],[24581,126087],[25414,83680],[26290,129681],[26342,129898],[27173,54347],[27898,55072],[29450,138154],[29720,90550],[31931,145036],[34874,154163],[35012,105012],[35378,105378],[36457,157285],[37519,70883],[38447,71811],[40398,166498],[47061,126758],[47318,184295],[47476,129709],[49174,187513],[50081,90072],[50447,90438],[62291,154191],[62559,216733],[62682,157247],[65771,112631],[80320,250589],[80457,184257],[84378,138116],[101631,216225]
   ]
cell #345 :
  |C| = 140
  W-rep = phi[[3, 3],[1]]+phi[[3, 1],[3]]
  special rep = phi[[3, 1],[3]] , dim = 105
  orbit = [6, 6, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     70 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [10084],[10388],[13886],[15160],[15169],[15586],[19573],[20277],[20286],[21925],[21993],[22507],[22594],[23861],[27777],[28601],[28669],[30324],[30847],[30934],[31622],[32676],[33380],[33389],[38187],[38791],[39314],[39401],[41143],[41539],[42177],[44489],[45313],[45381],[48682],[49896],[52001],[52639],[54951],[55432],[58934],[59538],[60061],[60148],[63742],[64127],[68049],[71551],[73801],[75015],[77120],[77758],[82566],[88673],[89887],[93448],[93833],[97755],[104827],[110602],[110987],[116924],[123031],[133401],[136304],[149506],[149891],[176563],[179466],[199875],
     [1824,27768],[3093,37508],[3206,38255],[4133,44480],[4863,25403],[5167,14190],[5176,50416],[6017,54942],[6650,58255],[6763,59002],[7810,18303],[7819,35347],[8168,65768],[8236,20703],[9379,70872],[9492,71619],[10397,75535],[11950,47473],[12018,26150],[12387,83669],[12532,29183],[12619,29270],[14199,90407],[15518,95474],[17221,62288],[17744,36190],[17831,36277],[18312,105347],[18519,40089],[20635,112628],[24827,47261],[25465,48865],[26082,129706],[34685,62515],[34827,154188]
   ]
cell #346 :
  |C| = 105
  W-rep = phi[[3, 2],[2]]
  special rep = phi[[3, 2],[2]] , dim = 105
  orbit = [6, 4, 4]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [1535],[1831],[2711],[3184],[3215],[4140],[4516],[4619],[5185],[5255],[5358],[6024],[6741],[6772],[7350],[7828],[8258],[8277],[8361],[9470],[9501],[10406],[10476],[10579],[12040],[12059],[12478],[12599],[12631],[14208],[14278],[14381],[15178],[15608],[15627],[15711],[17811],[17843],[18321],[18391],[20295],[20725],[20744],[20828],[22015],[22034],[22574],[22606],[24984],[26172],[26191],[26275],[27786],[28691],[28710],[29250],[29282],[30914],[30946],[33398],[34859],[35369],[36257],[36289],[38277],[38296],[39381],[39413],[44498],[45403],[45422],[46959],[47842],[47874],[50438],[51326],[51358],[54960],[59024],[59043],[60128],[60160],[62859],[66137],[66169],[71641],[71660],[75557],[76445],[76477],[84555],[90429],[91317],[91349],[95843],[95875],[105369],[112997],[113029],[118913],[130075],[130107],[138293],[157424],[184434]
   ]
cell #347 :
  |C| = 36
  W-rep = phi[[5, 1, 1],[]]+phi[[5],[1, 1]]
  special rep = phi[[5],[1, 1]] , dim = 21
  orbit = [10, 2, 1, 1]
  depth of tau_infinity partitioning = 1
  number of tau_infinity subcells = 21
     6 tau_infinity subcells with 1 member(s)
     15 tau_infinity subcells with 2 member(s)
  subcells = [
     [11249],[16141],[22742],[31660],[43148],[57393],
     [8791,21258],[12767,29418],[17979,36425],[18557,40127],[25503,48903],[26436,53610],[34723,62553],[35417,64332],[36646,70010],[47078,80753],[47941,82807],[62053,101668],[62304,102110],[80280,126115],[101600,153504]
   ]
cell #348 :
  |C| = 105
  W-rep = phi[[4, 2, 1],[]]+phi[[4],[2, 1]]
  special rep = phi[[4],[2, 1]] , dim = 70
  orbit = [8, 4, 1, 1]
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 70
     35 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [16866],[23358],[24382],[31918],[32738],[34132],[43218],[43533],[44592],[46286],[57328],[57404],[57482],[57860],[69945],[73527],[74564],[74586],[74751],[79893],[88399],[93184],[94786],[94900],[99651],[110338],[116123],[118168],[122757],[135503],[142103],[149242],[163565],[178665],[210515],
     [13383,30034],[18815,40385],[19635,41205],[25761,49161],[26506,53680],[26821,53995],[27880,55054],[35487,64402],[35802,64717],[36657,70021],[36735,70099],[37113,70477],[47148,80823],[47952,82818],[48030,82896],[48408,83274],[49445,89436],[49467,89458],[49632,89623],[62315,102121],[62393,102199],[63291,104376],[63313,104398],[63478,104563],[65080,111940],[65194,112054],[80291,126126],[80552,126574],[80574,126596],[81651,129018],[81765,129132],[83810,137548],[101634,153549],[101920,154014],[103199,156679]
   ]
cell #349 :
  |C| = 154
  W-rep = phi[[4, 1, 1],[1]]+phi[[4, 1],[1, 1]]
  special rep = phi[[4, 1],[1, 1]] , dim = 84
  orbit = [8, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     14 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [61567],[76769],[79619],[97323],[100769],[119332],[120948],[125006],[145678],[147537],[174302],[174779],[205789],[239188],
     [4401,126070],[7293,153602],[7305,101751],[11396,126196],[11715,184548],[11727,126999],[11790,81359],[17467,154428],[17533,102693],[18901,221664],[18913,158791],[18976,106523],[19250,66703],[25203,127168],[26932,189110],[26998,131267],[27326,85174],[32004,274124],[32016,205741],[32079,145427],[32353,96409],[37308,158960],[37699,106929],[40471,300838],[40483,230589],[40546,166889],[40820,113563],[43644,239208],[43710,174429],[44038,119532],[49247,326218],[49259,254548],[49322,187904],[50657,131773],[51650,91641],[54106,265208],[54172,197741],[54500,138912],[58055,205910],[58446,145833],[62632,359354],[62644,286844],[63278,157843],[64828,290092],[64894,220390],[67617,114477],[70672,230758],[71063,167295],[75776,174935],[80339,394589],[80447,251273],[80924,323108],[81610,188155],[83469,254717],[84974,138712],[86590,140328],[90648,198247],[101614,358931],[101799,286892],[102566,220263],[103043,220740],[106774,167140],[108633,168999],[126176,323088],[127047,254596],[131140,197614],[131617,198091],[154408,290072],[158839,230637],[189090,265188]
   ]
cell #350 :
  |C| = 140
  W-rep = phi[[3, 3],[1]]+phi[[3, 1],[3]]
  special rep = phi[[3, 1],[3]] , dim = 105
  orbit = [6, 6, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     70 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [4014],[4023],[6391],[6400],[6573],[6595],[9120],[9129],[9946],[10007],[10029],[10305],[13748],[13809],[13831],[14748],[14980],[15077],[16470],[16479],[19435],[19865],[20097],[20194],[21488],[21654],[23723],[23784],[23806],[25952],[27588],[28164],[28330],[30263],[32538],[32968],[33200],[33297],[36030],[37916],[38730],[41005],[42664],[44300],[44876],[45042],[48621],[49835],[53126],[54762],[56777],[58663],[59477],[63681],[69394],[71280],[73740],[74954],[78245],[88612],[89826],[93387],[99100],[104766],[110541],[122970],[133340],[149445],[176502],[199814],
     [1705,5898],[1714,5907],[2834,8021],[2843,8030],[3016,9302],[3038,9324],[4725,11878],[4786,12310],[4808,12332],[5084,14107],[5387,13311],[7398,17301],[7630,17648],[7727,18220],[8467,19064],[8550,19518],[10608,23286],[11513,24932],[11679,25086],[12911,27113],[14410,29962],[15817,32167],[15900,32621],[17160,34631],[18865,37191],[20934,40634],[21017,41088],[22886,43825],[26381,49410],[29562,54287],[31968,57938],[36569,65009],[40435,70555],[49211,83352],[62596,102267]
   ]
cell #351 :
  |C| = 105
  W-rep = phi[[3, 2],[2]]
  special rep = phi[[3, 2],[2]] , dim = 105
  orbit = [6, 4, 4]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [4716],[5378],[7527],[8458],[8528],[10599],[11474],[11664],[12679],[12808],[13008],[14401],[15808],[15878],[17145],[17891],[18660],[18699],[18850],[20925],[20995],[22654],[22783],[22983],[25606],[25645],[26372],[26610],[26625],[29330],[29459],[29659],[30994],[31763],[31802],[31953],[35591],[35606],[36337],[36466],[39461],[40230],[40269],[40420],[42318],[42357],[43322],[43337],[47327],[49006],[49045],[49196],[51406],[52780],[52819],[53784],[53799],[56338],[56353],[60208],[62581],[63227],[64506],[64521],[67301],[67340],[68955],[68970],[76525],[77899],[77938],[80438],[81547],[81562],[84923],[86202],[86217],[91397],[97007],[97046],[98661],[98676],[102557],[106711],[106726],[114161],[114200],[119281],[120560],[120575],[131131],[138661],[139940],[139955],[145615],[145630],[157792],[167077],[167092],[174293],[188092],[188107],[197605],[220254],[251264]
   ]
cell #352 :
  |C| = 154
  W-rep = phi[[4, 1, 1],[1]]+phi[[4, 1],[1, 1]]
  special rep = phi[[4, 1],[1, 1]] , dim = 84
  orbit = [8, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     14 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [100896],[121075],[125036],[147567],[152206],[174809],[176868],[182103],[206306],[208582],[239273],[239802],[274207],[309937],
     [11312,183670],[17058,216255],[17074,153658],[24659,183795],[25119,251355],[25135,184604],[25233,127447],[35044,217066],[35132,154828],[37224,291547],[37240,221720],[37338,159239],[37826,108438],[47607,184960],[50113,256048],[50201,189510],[50687,133137],[57971,345967],[57987,274180],[58085,206189],[58573,147342],[65902,222076],[66442,160924],[70588,372681],[70604,300894],[70702,231037],[71190,168804],[75232,309972],[75320,239608],[75806,176299],[83385,397692],[83401,326274],[83499,254996],[85203,191361],[86717,140455],[90104,336928],[90192,265608],[90678,199611],[95608,274536],[96148,207874],[102300,429273],[102316,359410],[103073,220770],[105044,362351],[105132,290492],[108663,169029],[112762,301250],[113302,232722],[119561,241459],[126153,461464],[126261,323173],[126790,395001],[127564,255113],[129840,326630],[131647,198121],[133706,200180],[138941,267459],[153514,428964],[153685,359437],[154493,290157],[155022,290686],[159356,231154],[161632,233430],[183760,394966],[184631,326301],[189175,265273],[189704,265802],[217031,362316],[221747,300921],[256013,336893]
   ]
cell #353 :
  |C| = 105
  W-rep = phi[[3, 2],[2]]
  special rep = phi[[3, 2],[2]] , dim = 105
  orbit = [6, 4, 4]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [11869],[13302],[17428],[19055],[19496],[23277],[24776],[25052],[26766],[26893],[27685],[29953],[32158],[32599],[34597],[35747],[36881],[37037],[37157],[40625],[41066],[43478],[43605],[44397],[48176],[48332],[49401],[49666],[49700],[53940],[54067],[54859],[56494],[57628],[57784],[57904],[63512],[63546],[64662],[64789],[69111],[70245],[70401],[70521],[73295],[73451],[74785],[74819],[80885],[83042],[83198],[83318],[86358],[88167],[88323],[89657],[89691],[93218],[93252],[98817],[102233],[103004],[104597],[104631],[108206],[108362],[110372],[110406],[120716],[122525],[122681],[126250],[127481],[127515],[131578],[133171],[133205],[140096],[147110],[147266],[149276],[149310],[154482],[159273],[159307],[168572],[168728],[174740],[176333],[176367],[189164],[198052],[199645],[199679],[206223],[206257],[220701],[231071],[231105],[239262],[255030],[255064],[265262],[290146],[323162]
   ]
cell #354 :
  |C| = 105
  W-rep = phi[[4, 2, 1],[]]+phi[[4],[2, 1]]
  special rep = phi[[4],[2, 1]] , dim = 70
  orbit = [8, 4, 1, 1]
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 70
     35 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [16867],[23359],[24381],[24387],[31919],[32737],[32743],[34039],[43095],[43219],[43532],[43538],[53557],[56554],[57416],[57481],[57567],[61754],[69171],[73234],[74574],[74575],[74685],[78676],[88106],[93118],[94776],[94889],[98877],[110272],[116112],[122464],[135492],[149176],[178654],
     [13384,30035],[18816,40386],[19634,41204],[19640,41210],[25762,49162],[26507,53681],[26820,53994],[26826,54000],[35488,64403],[35801,64716],[35807,64722],[36669,70033],[36734,70098],[36820,70184],[47149,80824],[47964,82830],[48029,82895],[48115,82981],[49455,89446],[49456,89447],[49566,89557],[62327,102133],[62392,102198],[63301,104386],[63302,104387],[63412,104497],[65070,111930],[65183,112043],[80562,126584],[80563,126585],[81641,129008],[81754,129121],[101644,153559],[101910,154004],[126094,183705]
   ]
cell #355 :
  |C| = 126
  W-rep = phi[[3, 3, 1],[]]+phi[[3],[3, 1]]
  special rep = phi[[3],[3, 1]] , dim = 105
  orbit = [6, 6, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     84 tau_infinity subcells with 1 member(s)
     21 tau_infinity subcells with 2 member(s)
  subcells = [
     [34131],[44591],[46285],[46407],[57327],[57859],[59169],[61317],[69944],[73526],[74465],[74750],[75089],[79243],[79892],[88398],[89337],[93183],[93522],[94552],[94874],[94888],[99650],[101121],[110337],[110676],[111706],[115300],[116097],[116111],[118083],[118158],[122756],[123695],[125349],[134680],[135477],[135491],[140912],[142018],[142093],[144327],[149241],[149580],[150610],[151840],[156541],[162374],[163480],[163555],[169559],[170788],[173176],[177842],[178639],[178653],[186434],[192871],[194100],[196488],[200763],[203491],[209324],[210430],[210505],[215127],[218846],[225611],[228339],[236532],[242969],[244198],[246586],[253130],[262532],[271306],[278071],[280799],[298020],[307054],[316456],[334010],[352440],[387934],
     [27879,55053],[37112,70476],[38422,71786],[48407,83273],[49631,89622],[49970,89961],[63477,104562],[63816,104901],[65168,112028],[65182,112042],[81739,129106],[81753,129120],[83725,137463],[83800,137538],[102008,154102],[103114,156594],[103189,156669],[105423,165789],[126397,184175],[127626,186804],[153813,216644]
   ]
cell #356 :
  |C| = 553
  W-rep = phi[[3, 2, 1],[1]]+phi[[3, 1, 1],[2]]+phi[[3, 2],[1, 1]]+phi[[3, 1],[2, 1]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     91 tau_infinity subcells with 4 member(s)
  subcells = [
     [34126],[44586],[46413],[57854],[59175],[61323],[61491],[74471],[74658],[75095],[76693],[79342],[89343],[93528],[94651],[94796],[94972],[95367],[100396],[101127],[110682],[111805],[116195],[116590],[117845],[118178],[118256],[123701],[125448],[135575],[135970],[137225],[141965],[142113],[142191],[149586],[150709],[152680],[163427],[163575],[163653],[178737],[179132],[180387],[182277],[208756],[210377],[210525],[210603],
     [3993,118063],[6601,144423],[10035,170884],[10347,173455],[13837,194196],[15119,202149],[15556,144443],[20236,226997],[21795,234857],[21963,170904],[23812,244294],[27874,55048],[28471,260857],[28639,194216],[30687,201579],[33339,279457],[37107,70471],[38057,293322],[38428,71792],[39154,226427],[41933,170418],[45183,314781],[45351,244314],[48402,83268],[49539,89530],[49976,89967],[51099,257828],[51574,91565],[52395,193730],[58804,347742],[59901,278887],[63385,104470],[63822,104907],[65090,111950],[65266,112126],[65661,112521],[66916,223550],[71421,374456],[76218,311752],[77514,243828],[79649,125165],[80646,126668],[81661,129028],[81837,129204],[82232,129599],[83820,137558],[83898,137636],[85377,191223],[91090,338708],[96622,276010],[97353,147696],[100781,152235],[100820,152391],[101930,154024],[103209,156689],[103287,156767],[113776,302724],[119735,241321],[120960,176897],[120999,177053],[125009,182108],[125024,182142],[139115,267321],[145690,206335],[147540,208587],[147555,208621],[161806,233604],[174782,239807],[174797,239841],[205792,274212],
     [1684,5877,83705,137443],[2813,8000,103094,156574],[3044,9330,105519,165885],[4534,11583,126377,184155],[4814,12338,127722,186900],[5126,14149,130293,196767],[7317,17103,153626,216290],[7636,17654,154609,217426],[7769,18262,155199,219416],[8206,20673,105539,165905],[8556,19524,159514,224016],[11399,24664,126206,183805],[11739,25164,184572,251390],[11820,25362,184759,251744],[11988,26120,127742,186920],[12917,27119,189291,256408],[13050,27727,189881,258398],[15906,32627,206464,276476],[17470,35049,154438,217076],[17545,35161,102765,154900],[17584,35317,154629,217446],[18925,37269,221688,291582],[19006,37467,221875,291936],[19174,38225,159534,224036],[21023,41094,231312,303190],[22892,43831,239389,310332],[23025,44439,239979,312322],[25206,47612,127178,184970],[25221,47646,127256,185048],[26935,50118,189120,256058],[27010,50230,131339,189582],[27049,50386,189311,256428],[27356,50816,85518,133481],[29568,54293,265389,337288],[29701,54901,265979,339278],[32028,58016,274148,346002],[32109,58214,274335,346356],[32277,58972,206484,276496],[36575,65015,290273,362711],[37311,65907,158970,222086],[37326,65941,159048,222164],[37711,66471,107001,160996],[37750,66627,107396,161391],[40495,70633,300862,372716],[40576,70831,301049,373070],[40744,71589,231332,303210],[43647,75237,239218,309982],[43722,75349,174501,239680],[43761,75505,239409,310352],[44068,75935,119876,176643],[49271,83430,326242,397727],[49352,83628,326429,398081],[50660,85208,131783,191371],[50675,85242,131861,191449],[54109,90109,265218,336938],[54184,90221,197813,265680],[54223,90377,265409,337308],[54530,90807,139256,199955],[58058,95613,205920,274546],[58073,95647,205998,274624],[58458,96177,145905,207946],[58497,96333,146300,208341],[62656,102345,359378,429308],[64831,105049,290102,362361],[64906,105161,220462,290564],[64945,105317,290293,362731],[67647,108792,114507,169158],[70675,112767,230768,301260],[70690,112801,230846,301338],[71075,113331,167367,232794],[71114,113487,167762,233189],[75779,119566,174945,241469],[75794,119600,175023,241547],[80927,126795,323118,395011],[81622,127593,188167,255142],[83472,129845,254727,326640],[83487,129879,254805,326718],[86602,133735,140340,200209],[86641,133891,140379,200365],[90651,138946,198257,267469],[90666,138980,198335,267547],[101802,153690,286895,359442],[103046,155027,220743,290691],[103061,155061,220758,290725],[106786,159385,167152,231183],[108636,161637,169002,233435],[108651,161671,169017,233469],[127050,184636,254599,326306],[131620,189709,198094,265807],[131635,189743,198109,265841],[158842,221752,230640,300926]
   ]
cell #357 :
  |C| = 36
  W-rep = phi[[5, 1, 1],[]]+phi[[5],[1, 1]]
  special rep = phi[[5],[1, 1]] , dim = 21
  orbit = [10, 2, 1, 1]
  depth of tau_infinity partitioning = 1
  number of tau_infinity subcells = 21
     6 tau_infinity subcells with 1 member(s)
     15 tau_infinity subcells with 2 member(s)
  subcells = [
     [7195],[10758],[15695],[22536],[31598],[43137],
     [5537,14560],[8345,20812],[12127,26259],[12561,29212],[17773,36219],[18495,40065],[24856,47290],[25441,48841],[26425,53599],[34661,62491],[35406,64321],[46831,80315],[47067,80742],[62042,101657],[80243,126065]
   ]
cell #358 :
  |C| = 105
  W-rep = phi[[4, 2, 1],[]]+phi[[4],[2, 1]]
  special rep = phi[[4],[2, 1]] , dim = 70
  orbit = [8, 4, 1, 1]
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 70
     35 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [11250],[16142],[16865],[16871],[22743],[23357],[23363],[24322],[31563],[31661],[31917],[31923],[40030],[42478],[43160],[43217],[43295],[46611],[52940],[56311],[57403],[57405],[57508],[60777],[68928],[73175],[74565],[74674],[78059],[88047],[93107],[98634],[110261],[122405],[149165],
     [8792,21259],[12768,29419],[13382,30033],[13388,30039],[17980,36426],[18558,40128],[18814,40384],[18820,40390],[25504,48904],[25760,49160],[25766,49166],[26448,53622],[26505,53679],[26583,53757],[34724,62554],[35429,64344],[35486,64401],[35564,64479],[36656,70020],[36658,70022],[36761,70125],[47090,80765],[47147,80822],[47951,82817],[47953,82819],[48056,82922],[49446,89437],[49555,89546],[62314,102120],[62316,102122],[63292,104377],[63401,104486],[80290,126125],[80553,126575],[101635,153550]
   ]
cell #359 :
  |C| = 154
  W-rep = phi[[4, 1, 1],[1]]+phi[[4, 1],[1, 1]]
  special rep = phi[[4, 1],[1, 1]] , dim = 84
  orbit = [8, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     14 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [34177],[44637],[46456],[59218],[61536],[75590],[76738],[79604],[95926],[97308],[118928],[119317],[145233],[174208],
     [2585,62160],[4461,80388],[4670,81126],[4710,47739],[7284,101703],[7563,102507],[7611,62990],[8412,106290],[8452,66034],[8607,37871],[11324,126078],[11706,126951],[11775,81282],[12844,131081],[12892,84686],[13093,50633],[15762,145194],[15802,95740],[15957,58618],[18892,158743],[18961,106446],[19219,66351],[20879,166656],[20919,112894],[21074,71235],[22819,174243],[22867,119044],[23068,75752],[26326,187671],[26366,129972],[27311,85097],[27925,55099],[29495,197555],[29543,138424],[29744,90624],[31995,205693],[32064,145350],[32322,96057],[34910,216891],[35402,105402],[36502,220204],[36550,157555],[38471,71835],[40462,230541],[40531,166812],[40789,113211],[44023,119455],[46974,184449],[47363,251214],[47925,130158],[49238,254500],[49307,187827],[50471,90462],[51619,91610],[54485,138835],[62199,216930],[62623,286796],[62874,157439],[63263,157828],[66220,113080],[67602,114462],[80330,322589],[80353,251179],[81165,187710],[84570,138308],[84959,138697],[101622,286267],[102472,220169],[106329,166695],[131046,197520]
   ]
cell #360 :
  |C| = 175
  W-rep = phi[[3, 1],[3]]+phi[[2, 1],[4]]
  special rep = phi[[3, 1],[3]] , dim = 105
  orbit = [6, 6, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [19345],[19833],[19851],[25920],[25938],[26734],[27454],[27994],[28094],[32448],[35715],[35860],[35960],[36967],[38570],[40915],[43446],[44166],[47196],[48262],[48461],[49508],[53908],[54628],[57714],[62436],[63354],[64630],[70331],[74627],[80615],[83128],[89499],[104439],[126637],
     [3846,73381],[3877,73580],[5730,88253],[5761,88452],[6200,92142],[6270,93060],[6326,56462],[6374,56607],[8698,108292],[8929,109296],[8999,110214],[9055,69079],[9103,69224],[9739,114973],[9759,72315],[9856,42632],[9993,42650],[10951,122611],[10982,122810],[12252,128769],[13181,133013],[13237,86326],[13541,134353],[13561,87187],[13658,53094],[13795,53112],[14716,32936],[14734,32954],[14846,56707],[16048,147196],[16279,148200],[16349,149118],[16405,98785],[16453,98930],[18113,156214],[18133,104181],[18753,158429],[19963,69324],[21165,168658],[21318,44706],[21418,44806],[22227,171931],[23156,176175],[23212,120684],[23516,177515],[23536,121545],[23633,78213],[23770,78231],[25699,185815],[28903,195243],[29832,199487],[29888,140064],[30103,59317],[31216,203164],[31236,143085],[31856,205379],[33066,99030],[39683,228012],[39703,164547],[40323,230227],[42411,235913],[45615,245341],[49099,254186],[52873,261913],[60430,280472],[60450,211497],[67394,294378],[77992,315837],[97100,348798],[114254,375512]
   ]
cell #361 :
  |C| = 105
  W-rep = phi[[3, 2],[2]]
  special rep = phi[[3, 2],[2]] , dim = 105
  orbit = [6, 4, 4]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [3217],[5187],[5361],[6774],[7830],[8260],[8280],[8514],[9503],[10408],[10582],[12042],[12062],[12647],[12665],[14210],[14384],[15180],[15610],[15630],[15864],[17859],[17877],[18323],[18529],[18629],[20297],[20727],[20747],[20981],[22017],[22037],[22622],[22640],[25475],[25575],[26174],[26194],[26465],[27788],[28693],[28713],[29298],[29316],[30962],[31632],[31732],[33400],[34695],[35371],[35446],[36305],[36323],[38279],[38299],[39429],[40099],[40199],[42287],[43177],[44500],[45405],[45425],[47107],[47890],[48875],[48975],[50440],[51374],[52749],[53639],[54962],[59026],[59046],[60176],[62525],[63196],[64361],[66185],[67270],[71643],[71663],[75559],[76493],[77868],[80782],[81048],[84892],[90431],[91365],[95891],[96976],[101888],[105371],[106212],[113045],[114130],[119250],[130123],[138630],[145116],[157761],[166578],[187593],[216813]
   ]
cell #362 :
  |C| = 140
  W-rep = phi[[3, 3],[1]]+phi[[3, 1],[3]]
  special rep = phi[[3, 1],[3]] , dim = 105
  orbit = [6, 6, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     70 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [10351],[10368],[15123],[15140],[15510],[15540],[20240],[20257],[21799],[21917],[21947],[22497],[28475],[28593],[28623],[30316],[30671],[30837],[33343],[33360],[38061],[38783],[39138],[39304],[41529],[41782],[45187],[45305],[45335],[48674],[51083],[51991],[52244],[55362],[58808],[59530],[59885],[60051],[64117],[66765],[67979],[71425],[73793],[76202],[77110],[77363],[82496],[84141],[88665],[91074],[93823],[96471],[97685],[103530],[110977],[113625],[116854],[118499],[123023],[136234],[137879],[142434],[149881],[157010],[163896],[179396],[191692],[210846],[241790],[267790],
     [5130,14153],[5147,14170],[7773,18266],[7790,18283],[8160,20627],[8190,20657],[11824,25366],[11942,26074],[11972,26104],[12522,29173],[13054,27731],[17213,34819],[17568,35301],[17734,36180],[19010,37471],[19158,38209],[23029,44443],[24817,47251],[25070,47463],[27033,50370],[29705,54905],[32113,58218],[32261,58956],[34615,62278],[37175,65758],[40580,70835],[40728,71573],[43745,75489],[49356,83632],[54207,90361],[57922,95464],[64929,105301],[70539,112618],[83336,129696],[102251,154178]
   ]
cell #363 :
  |C| = 175
  W-rep = phi[[3, 1],[3]]+phi[[2, 1],[4]]
  special rep = phi[[3, 1],[3]] , dim = 105
  orbit = [6, 6, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [13497],[13550],[18069],[18122],[19723],[19753],[25330],[25810],[25840],[27534],[27977],[34765],[35247],[35843],[37435],[37945],[44246],[47179],[47454],[50316],[54708],[58182],[58692],[62269],[65749],[70799],[71309],[75435],[83596],[90307],[95455],[105247],[112609],[129687],[154169],
     [2228,56590],[3472,69207],[3752,72298],[3869,42522],[5636,87170],[5753,52984],[6151,91975],[6192,55512],[6334,55994],[6363,31225],[7029,98913],[7964,104164],[8880,109129],[8921,68129],[9063,68611],[9092,39692],[9695,23472],[9748,23525],[9900,72573],[9941,42042],[10857,121528],[10974,78103],[12203,128602],[12244,82646],[13245,85858],[13702,87445],[13743,52504],[14606,32826],[14636,32856],[14926,31172],[15314,143068],[16230,148033],[16271,97835],[16413,98317],[16442,60439],[17638,155555],[19389,107484],[19430,67025],[20043,39639],[20431,164530],[21301,44689],[21683,42552],[22178,171764],[22219,117004],[23220,120216],[23677,121803],[23718,77623],[27103,130649],[28359,53014],[28854,195076],[28895,136384],[29896,139596],[30741,202505],[32492,146388],[32533,96731],[33146,60386],[33534,211480],[39208,227353],[40959,167850],[41000,113885],[43815,173811],[45071,78133],[45566,245174],[45607,179546],[51153,258754],[54277,197123],[59955,279813],[64999,219772],[76272,312678],[91144,339634]
   ]
cell #364 :
  |C| = 105
  W-rep = phi[[3, 2],[2]]
  special rep = phi[[3, 2],[2]] , dim = 105
  orbit = [6, 4, 4]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [7629],[8529],[8549],[11678],[12680],[12910],[13007],[15879],[15899],[17159],[17397],[17892],[18661],[18698],[18864],[20996],[21016],[22655],[22885],[22982],[24745],[25607],[25644],[26624],[26862],[29331],[29561],[29658],[30995],[31764],[31801],[31967],[35605],[36338],[36568],[36850],[39462],[40231],[40268],[40434],[42319],[42356],[43336],[43574],[48145],[49007],[49044],[49210],[51407],[52781],[52818],[53798],[54036],[56352],[57597],[60209],[62595],[63228],[64520],[64758],[67302],[67339],[68969],[70214],[73264],[76526],[77900],[77937],[80854],[81561],[83011],[84924],[86216],[88136],[91398],[97008],[97045],[98675],[101792],[102973],[106725],[108175],[114162],[114199],[119282],[120574],[122494],[127040],[131547],[138662],[139954],[145629],[147079],[157793],[158832],[167091],[168541],[174709],[188106],[198021],[205782],[220670],[230630],[254589],[286885]
   ]
cell #365 :
  |C| = 147
  W-rep = phi[[4, 2],[1]]+phi[[4, 1],[2]]
  special rep = phi[[4, 1],[2]] , dim = 84
  orbit = [8, 4, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     21 tau_infinity subcells with 1 member(s)
     63 tau_infinity subcells with 2 member(s)
  subcells = [
     [22084],[22633],[22773],[28760],[30973],[31753],[31948],[38346],[39440],[42308],[43317],[43549],[45472],[52770],[56333],[59093],[60187],[68950],[71710],[77889],[98656],
     [2796,63217],[3306,67291],[4646,81164],[4750,81542],[5340,84913],[5499,51385],[5503,86197],[6863,96997],[7377,62198],[7517,36456],[7536,102552],[8327,66196],[8388,106328],[8492,106706],[9592,114151],[10561,119271],[10720,76504],[10724,120555],[11464,47317],[11483,80433],[11645,126955],[11659,49191],[12109,47901],[12658,29309],[12798,29449],[12817,131126],[14363,138651],[14522,91376],[14526,139935],[15677,95902],[15738,145232],[15842,145610],[17126,101707],[17140,62576],[17372,64733],[17870,36316],[18476,157782],[18650,40220],[18831,158747],[18845,40415],[20794,113056],[20855,166694],[20959,167072],[22792,174288],[24584,126082],[24720,80829],[25596,48996],[26241,130134],[26302,187709],[26406,188087],[26605,53779],[26837,54011],[29468,197600],[31934,205697],[34414,101672],[34886,216929],[35586,64501],[36475,220249],[40401,230545],[47336,251259],[49177,254504],[62562,286800],[80323,322593]
   ]
cell #366 :
  |C| = 140
  W-rep = phi[[3, 3],[1]]+phi[[3, 1],[3]]
  special rep = phi[[3, 1],[3]] , dim = 105
  orbit = [6, 6, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     70 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [31052],[31772],[39519],[42327],[42421],[43303],[51464],[52789],[52883],[56218],[56319],[57436],[57572],[60266],[67404],[68835],[68936],[72251],[73103],[73239],[74602],[76583],[77908],[78002],[86082],[87123],[87975],[88111],[91455],[92053],[93035],[97110],[98541],[98642],[104117],[105971],[109207],[110189],[114264],[114948],[120440],[121481],[122333],[122469],[128174],[128680],[134328],[139820],[143021],[144875],[148111],[149093],[156189],[164483],[166337],[171336],[171842],[177490],[187352],[194648],[195154],[203139],[211433],[224468],[227987],[244746],[245252],[276928],[280447],[303642],
     [8726,67310],[12737,84932],[13275,86183],[16076,97016],[17949,63236],[18669,40239],[18763,106692],[21193,114170],[22712,119290],[23250,120541],[25615,49015],[25709,81528],[26490,131016],[26591,53765],[29388,138670],[29926,139921],[31866,145596],[35471,102442],[35572,64487],[36395,157801],[36689,70053],[36825,70189],[40333,167058],[43202,174178],[47132,126345],[47984,82850],[48120,82986],[49109,188073],[49483,89474],[53664,197490],[62347,102153],[63329,104414],[64386,220139],[80590,126612],[80807,251149]
   ]
cell #367 :
  |C| = 105
  W-rep = phi[[3, 2],[2]]
  special rep = phi[[3, 2],[2]] , dim = 105
  orbit = [6, 4, 4]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [8729],[12740],[13285],[16079],[17952],[18672],[18773],[19482],[21196],[22715],[23260],[25618],[25719],[26635],[26752],[29391],[29936],[31055],[31775],[31876],[32585],[35616],[35733],[36398],[36715],[36829],[39522],[40242],[40343],[41052],[42330],[42431],[43347],[43464],[48010],[48124],[49018],[49119],[49487],[51467],[52792],[52893],[53809],[53926],[56363],[57462],[57576],[60269],[62373],[63239],[63333],[64531],[64648],[67313],[67414],[68980],[70079],[70193],[73243],[74606],[76586],[77911],[78012],[80594],[81572],[82876],[82990],[84935],[86227],[88115],[89478],[91458],[97019],[97120],[98686],[102179],[102952],[104418],[106736],[108154],[114173],[114274],[119293],[120585],[122473],[126616],[126924],[131526],[138673],[139965],[145640],[147058],[153770],[157804],[158716],[167102],[168520],[174688],[188117],[198000],[205666],[220649],[230514],[254473],[286769]
   ]
cell #368 :
  |C| = 154
  W-rep = phi[[4, 1, 1],[1]]+phi[[4, 1],[1, 1]]
  special rep = phi[[4, 1],[1, 1]] , dim = 84
  orbit = [8, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     14 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [61612],[76814],[79628],[97332],[100771],[119341],[120950],[125004],[145680],[147535],[174304],[174777],[205787],[239179],
     [7307,101775],[11394,126219],[11729,127023],[11799,81520],[17047,153597],[17465,154451],[17535,102884],[18915,158815],[18985,106684],[19295,67461],[24568,183676],[25108,184543],[25201,127370],[26930,189133],[27000,131458],[27335,86175],[32018,205765],[32088,145588],[32398,97167],[37213,221659],[37306,159162],[37701,108086],[40485,230613],[40555,167050],[40865,114321],[43642,239231],[43712,174620],[44047,120533],[49261,254572],[49331,188065],[50655,133060],[51695,91686],[54104,265231],[54174,197932],[54509,139913],[57960,274119],[58053,206112],[58448,146990],[62646,286868],[63287,157852],[64826,290115],[64896,220581],[67626,114486],[70577,300833],[70670,230960],[71065,168452],[75774,176222],[80449,251275],[80922,323131],[81612,188157],[83374,326213],[83467,254919],[84983,138721],[86592,140330],[90646,199534],[101797,286890],[102289,359349],[102568,220265],[103041,220738],[106776,167142],[108631,168997],[126142,394584],[126167,323079],[127045,254594],[131142,197616],[131615,198089],[153520,358922],[154399,290063],[158837,230635],[189081,265179]
   ]
cell #369 :
  |C| = 105
  W-rep = phi[[4, 2, 1],[]]+phi[[4],[2, 1]]
  special rep = phi[[4],[2, 1]] , dim = 70
  orbit = [8, 4, 1, 1]
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 70
     35 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [11252],[16144],[16827],[16868],[22460],[22745],[23360],[24380],[29136],[31085],[31726],[31920],[32736],[34273],[39552],[42281],[43220],[43232],[43531],[45848],[52743],[56248],[57428],[57480],[57485],[60299],[68865],[73152],[74573],[74587],[77862],[88024],[94777],[98571],[122382],
     [8794,21261],[12770,29421],[13385,30036],[17982,36428],[18623,40193],[18817,40387],[19633,41203],[25569,48969],[25763,49163],[26508,53682],[26520,53694],[26819,53993],[35489,64404],[35501,64416],[35800,64715],[36681,70045],[36733,70097],[36738,70102],[47150,80825],[47976,82842],[48028,82894],[48033,82899],[49454,89445],[49468,89459],[62339,102145],[62391,102197],[63300,104385],[63314,104399],[65071,111931],[80561,126583],[80575,126597],[81642,129009],[101643,153558],[101911,154005],[126095,183706]
   ]
cell #370 :
  |C| = 126
  W-rep = phi[[3, 3, 1],[]]+phi[[3],[3, 1]]
  special rep = phi[[3],[3, 1]] , dim = 105
  orbit = [6, 6, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     84 tau_infinity subcells with 1 member(s)
     21 tau_infinity subcells with 2 member(s)
  subcells = [
     [24385],[32741],[34037],[34120],[43093],[43536],[44580],[46274],[53555],[56552],[57316],[57565],[57848],[61182],[61752],[69169],[69933],[73232],[73515],[74330],[74652],[74672],[78674],[79881],[88104],[88387],[89202],[92302],[93085],[93105],[94807],[94879],[98875],[99639],[100986],[109456],[110239],[110259],[114998],[116030],[116102],[118074],[122462],[122745],[123560],[124184],[128929],[134378],[135410],[135482],[140845],[142009],[143670],[148360],[149143],[149163],[156239],[162307],[163471],[165132],[169550],[172091],[177540],[178572],[178644],[186367],[192862],[195403],[203189],[209257],[210421],[212082],[218837],[228037],[236465],[242960],[245501],[249912],[262465],[271297],[280497],[298011],[316389],[352431],
     [19638,41208],[26824,53998],[27868,55042],[35805,64720],[36818,70182],[37101,70465],[48113,82979],[48396,83262],[49533,89524],[49553,89544],[63379,104464],[63399,104484],[65101,111961],[65173,112033],[80640,126662],[81672,129039],[81744,129111],[83716,137454],[101941,154035],[103105,156585],[126388,184166]
   ]
cell #371 :
  |C| = 105
  W-rep = phi[[3, 2],[2]]
  special rep = phi[[3, 2],[2]] , dim = 105
  orbit = [6, 4, 4]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [17647],[19497],[19517],[25085],[26767],[27112],[27684],[32600],[32620],[34630],[34957],[35748],[36882],[37036],[37190],[41067],[41087],[43479],[43824],[44396],[47006],[48177],[48331],[49699],[50026],[53941],[54286],[54858],[56495],[57629],[57783],[57937],[63545],[64663],[65008],[65301],[69112],[70246],[70400],[70554],[73296],[73450],[74818],[75145],[81872],[83043],[83197],[83351],[86359],[88168],[88322],[89690],[90017],[93251],[95007],[98818],[102266],[103005],[104630],[104957],[108207],[108361],[110405],[112161],[116230],[120717],[122526],[122680],[126703],[127514],[129239],[131579],[133204],[135610],[140097],[147111],[147265],[149309],[153678],[154935],[159306],[161031],[168573],[168727],[174741],[176366],[178772],[184624],[189617],[198053],[199678],[206256],[207981],[220702],[221740],[231104],[232829],[239715],[255063],[265715],[274200],[290599],[300914],[326294],[359430]
   ]
cell #372 :
  |C| = 154
  W-rep = phi[[4, 1, 1],[1]]+phi[[4, 1],[1, 1]]
  special rep = phi[[4, 1],[1, 1]] , dim = 84
  orbit = [8, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     14 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [214667],[242566],[248525],[277381],[283898],[310617],[313203],[320010],[346578],[349235],[381649],[382151],[416192],[449069],
     [46786,250555],[62115,286282],[62135,216321],[80366,250670],[81081,323234],[81101,251421],[81260,185140],[102485,287017],[102600,217552],[106245,363680],[106265,291613],[106424,222256],[107351,161346],[127074,251851],[131059,327705],[131174,256534],[131953,191541],[145149,416140],[145169,346033],[145328,274716],[146255,208296],[158866,292043],[159640,224142],[166611,440988],[166631,372747],[166790,301430],[167717,233144],[174221,381629],[174336,310458],[175115,241639],[187626,463907],[187646,397758],[187805,326810],[189988,258505],[192468,268566],[197533,407629],[197648,337414],[198427,267639],[205816,346463],[206590,276602],[216846,491829],[216866,429339],[217711,362996],[220182,431792],[220297,362837],[224921,304095],[230664,373177],[231438,303316],[240086,312429],[250607,519060],[250690,461792],[251192,461772],[251966,398303],[254623,398188],[256693,337573],[259279,340159],[266086,339385],[286226,543522],[286334,491881],[287037,431812],[287539,432314],[292158,373292],[294815,375949],[322607,519219],[323286,463959],[327725,407649],[328227,408151],[359493,493717],[363732,441040],[398971,472381]
   ]
cell #373 :
  |C| = 154
  W-rep = phi[[4, 1, 1],[1]]+phi[[4, 1],[1, 1]]
  special rep = phi[[4, 1],[1, 1]] , dim = 84
  orbit = [8, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     14 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [100902],[121081],[125042],[147573],[152208],[174815],[176870],[182101],[206308],[208580],[239275],[239800],[274205],[309930],
     [17076,153682],[24657,183818],[25137,184628],[25239,127533],[34477,216252],[35042,217089],[35134,154939],[37242,221744],[37344,159325],[37832,108444],[46799,250558],[47492,251352],[47605,185075],[50111,256071],[50203,189621],[50693,133223],[57989,274204],[58091,206275],[58579,147348],[65787,291544],[65900,222191],[66444,161035],[70606,300918],[70708,231123],[71196,168810],[75230,309995],[75322,239719],[75812,176385],[83403,326298],[83505,255082],[85201,191476],[86723,140461],[90102,336951],[90194,265719],[90684,199697],[95493,345964],[95606,274651],[96150,207985],[102318,359434],[103079,220776],[105042,362374],[105134,290603],[108669,169035],[112647,372678],[112760,301365],[113304,232833],[119559,241574],[126263,323175],[126788,395024],[127566,255115],[129725,397689],[129838,326745],[131653,198127],[133708,200182],[138939,267574],[153683,359435],[154207,429270],[154495,290159],[155020,290684],[159358,231156],[161630,233428],[183729,461461],[183753,394959],[184629,326299],[189177,265275],[189702,265800],[216186,428957],[217024,362309],[221745,300919],[256006,336886]
   ]
cell #374 :
  |C| = 189
  W-rep = phi[[3],[3, 1]]+phi[[2],[4, 1]]
  special rep = phi[[3],[3, 1]] , dim = 105
  orbit = [6, 6, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     21 tau_infinity subcells with 1 member(s)
     84 tau_infinity subcells with 2 member(s)
  subcells = [
     [69879],[87367],[89231],[104361],[109251],[109485],[128724],[128958],[134070],[134299],[155931],[156160],[162009],[162277],[184132],[186069],[186337],[192569],[216568],[218544],[250899],
     [24319,124665],[31560,144151],[33991,151513],[34032,100505],[40027,165613],[42475,172120],[43047,172849],[43088,117954],[46220,79827],[46608,182758],[52937,195432],[53509,196161],[53550,137334],[55666,201119],[56236,202881],[56547,143265],[57262,99585],[60774,212563],[61211,101015],[61706,214800],[61747,152789],[68283,225967],[68853,227729],[69164,164727],[72269,234230],[72495,121725],[73095,236167],[73147,171886],[74359,123589],[78056,245530],[78628,246259],[78669,180496],[79396,247221],[82800,253486],[87141,260230],[87967,262167],[88019,195198],[92045,269028],[92097,148155],[92331,148389],[93006,203110],[93020,271004],[94705,272232],[97989,278427],[98559,280189],[98870,211677],[104135,288850],[109199,295742],[110160,227958],[110174,297718],[111859,298946],[114690,177232],[114919,177461],[114933,304823],[116000,236435],[117158,307410],[121499,314154],[122325,316091],[122377,245296],[125502,393558],[128672,324967],[134313,331779],[135380,262435],[136538,334366],[140547,208959],[140815,209227],[143039,343270],[148103,350162],[149064,280418],[149078,352138],[150763,353366],[156174,361084],[164501,369984],[169257,242667],[171834,378891],[177475,385703],[178542,316359],[179700,388290],[195146,404891],[203124,413544],[211451,422444],[227972,438392],[245244,454989],[280432,485342]
   ]
cell #375 :
  |C| = 105
  W-rep = phi[[3, 2],[2]]
  special rep = phi[[3, 2],[2]] , dim = 105
  orbit = [6, 4, 4]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [102948],[108014],[108150],[126920],[130727],[131522],[132988],[146918],[147054],[153766],[154314],[155633],[158137],[158404],[158712],[168380],[168516],[173889],[174684],[176150],[183860],[185523],[185790],[188448],[188996],[197201],[197996],[199462],[202583],[205087],[205354],[205662],[217983],[219850],[220645],[220976],[227431],[229935],[230202],[230510],[235621],[235888],[238546],[239094],[252231],[253894],[254161],[254469],[258832],[261621],[261888],[264546],[265094],[270443],[273436],[279891],[286765],[287496],[289430],[289978],[294086],[294353],[297157],[300150],[306155],[312756],[315545],[315812],[322994],[323717],[325530],[328184],[330118],[333111],[339712],[348506],[348773],[351577],[358965],[359880],[364163],[365976],[375220],[375487],[382108],[384042],[387035],[395117],[399358],[408108],[410042],[416623],[418436],[432271],[432947],[441471],[443284],[449456],[464390],[472768],[479897],[494104],[501359],[520845],[543672]
   ]
cell #376 :
  |C| = 105
  W-rep = phi[[3, 2],[2]]
  special rep = phi[[3, 2],[2]] , dim = 105
  orbit = [6, 4, 4]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [35345],[38253],[47471],[50414],[51257],[59000],[62286],[62705],[65554],[65766],[67162],[71617],[75533],[76376],[80480],[82125],[83982],[84213],[84401],[90405],[91248],[95260],[95472],[96868],[103371],[103602],[105345],[105644],[105696],[112414],[112626],[114022],[116483],[118340],[118571],[118759],[127847],[127899],[129492],[129704],[135863],[137720],[137951],[138139],[142275],[142506],[144548],[144600],[154186],[156851],[157082],[157270],[161284],[163737],[163968],[166010],[166062],[171009],[171061],[179025],[184280],[185132],[187025],[187077],[191533],[191764],[194321],[194373],[208234],[210687],[210918],[216320],[217551],[217603],[222248],[224141],[224193],[233082],[241631],[241862],[244419],[244471],[251420],[256533],[256585],[267631],[267862],[274708],[276601],[276653],[291612],[301422],[303315],[303367],[310457],[310509],[326802],[337413],[337465],[346032],[362836],[362888],[372746],[397757],[429338]
   ]
cell #377 :
  |C| = 105
  W-rep = phi[[3, 2],[2]]
  special rep = phi[[3, 2],[2]] , dim = 105
  orbit = [6, 4, 4]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [63194],[67163],[67268],[81046],[84214],[84890],[86055],[96869],[96974],[101886],[102385],[103603],[105697],[105944],[106210],[114023],[114128],[118572],[119248],[120413],[126288],[127900],[128147],[130460],[130959],[137952],[138628],[139793],[142507],[144601],[144848],[145114],[155366],[157083],[157759],[158080],[163969],[166063],[166310],[166576],[171062],[171309],[173622],[174121],[185466],[187078],[187325],[187591],[191765],[194374],[194621],[196934],[197433],[202316],[205030],[210919],[216811],[217604],[219583],[220082],[224194],[224441],[227164],[229878],[235564],[241863],[244472],[244719],[251092],[251911],[253837],[256586],[258565],[261564],[267863],[276654],[276901],[279624],[286330],[287439],[292103],[294029],[303368],[303615],[310510],[312489],[315488],[323282],[328127],[337466],[339445],[346523],[348449],[362889],[363728],[373237],[375163],[382051],[398248],[408051],[416188],[432214],[441036],[463955],[491877]
   ]
cell #378 :
  |C| = 126
  W-rep = phi[[3, 3, 1],[]]+phi[[3],[3, 1]]
  special rep = phi[[3],[3, 1]] , dim = 105
  orbit = [6, 6, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     84 tau_infinity subcells with 1 member(s)
     21 tau_infinity subcells with 2 member(s)
  subcells = [
     [46417],[59179],[61327],[61475],[74475],[75099],[76677],[79326],[89347],[93532],[94635],[95063],[95351],[100245],[101131],[110686],[111789],[116286],[116574],[117694],[118145],[118269],[123705],[125432],[135666],[135954],[137074],[141155],[142080],[142204],[144346],[144519],[149590],[150693],[152529],[162617],[163542],[163666],[169621],[170807],[170980],[173361],[178828],[179116],[180236],[181041],[186677],[192933],[194119],[194292],[200782],[202055],[203960],[209567],[210492],[210616],[218908],[225630],[226903],[228808],[234063],[236775],[243031],[244217],[244390],[253149],[260063],[262775],[271368],[278090],[279363],[281268],[288683],[298082],[307073],[313987],[316699],[321714],[334029],[343103],[352502],[369817],[387953],[422277],
     [38432,71796],[49980,89971],[51558,91549],[63826,104911],[65357,112217],[65645,112505],[81928,129295],[82216,129583],[83787,137525],[83911,137649],[103176,156656],[103300,156780],[105442,165808],[105615,165981],[126459,184237],[127645,186823],[127818,186996],[130199,196673],[153832,216663],[155105,219322],[183965,250991]
   ]
cell #379 :
  |C| = 553
  W-rep = phi[[3, 2, 1],[1]]+phi[[3, 1, 1],[2]]+phi[[3, 2],[1, 1]]+phi[[3, 1],[2, 1]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     91 tau_infinity subcells with 4 member(s)
  subcells = [
     [24388],[32744],[34040],[34130],[43096],[43539],[44590],[46264],[46284],[46399],[53558],[56555],[57306],[57326],[57568],[57858],[59161],[61755],[69172],[69923],[69943],[73053],[73235],[73525],[74749],[75081],[78677],[79871],[79891],[87925],[88107],[88397],[93182],[94866],[94887],[98878],[99629],[99649],[100874],[110336],[116110],[118082],[121053],[122283],[122465],[122755],[135490],[149240],[178652],
     [4026,74697],[6403,93130],[6605,94901],[9132,110284],[9949,115663],[10039,116124],[10333,118159],[13751,135043],[13841,135504],[14970,92756],[14990,141598],[15105,142094],[15503,144328],[16482,149188],[19438,160464],[19641,41211],[20087,109910],[20107,163060],[20222,163556],[23726,178205],[23816,178666],[26827,54001],[27578,132709],[27598,190856],[27878,55052],[32541,207414],[33190,148814],[33210,210010],[33325,210506],[35808,64723],[36821,70185],[37111,70475],[37804,107964],[38414,71778],[41008,232262],[44290,175871],[44310,240954],[46474,79710],[48116,82982],[48406,83272],[49630,89621],[49962,89953],[54752,199183],[54772,266954],[58551,146868],[59236,97414],[61545,100793],[61565,100894],[63476,104561],[63808,104893],[65160,112020],[65181,112041],[71168,168330],[76747,120972],[76767,121073],[79617,125034],[81731,129098],[81752,129119],[83724,137462],[86695,140433],[95935,145702],[97321,147565],[100750,152183],[102000,154094],[103113,156593],[119330,174807],[120929,176845],[126396,184174],[145659,206283],[174187,239158],
     [1717,5910,49578,89569],[2846,8033,63424,104509],[3048,9334,65195,112055],[4728,11881,81305,127393],[4818,12342,81766,129133],[5112,14135,83801,137539],[5390,13314,85120,133083],[7620,17557,63050,102944],[7640,17658,102694,154829],[7755,18248,103190,156670],[8153,20620,105424,165790],[8470,19067,106469,159185],[8560,19528,106930,160925],[10611,23289,119478,176245],[11788,25231,81357,127445],[11806,25348,127159,184951],[11935,26067,127627,186805],[12901,27022,84746,131518],[12921,27123,131268,189511],[13036,27713,131764,191352],[13111,27417,50877,86419],[14413,29965,138858,199557],[15820,32170,145373,206135],[15910,32631,145834,207875],[17206,34812,153814,216645],[17414,34995,154327,216977],[17514,35109,102680,154815],[18974,37336,106521,159237],[18992,37453,158951,222067],[19228,37723,66411,108146],[19248,37824,66701,108436],[20937,40637,166835,230983],[21027,41098,167296,232723],[22876,43734,119104,174680],[22896,43835,174430,239609],[23011,44425,174926,241450],[23086,44129,75996,120777],[24762,47044,183873,250732],[25061,47433,126891,184504],[26384,49413,187850,254942],[26879,50064,189009,255959],[26979,50178,131254,189497],[27324,50685,85172,133135],[29552,54196,138484,197992],[29572,54297,197742,265609],[29687,54887,198238,267450],[29762,54591,90868,140157],[32077,58083,145425,206187],[32095,58200,205901,274527],[32331,58470,96117,147050],[32351,58571,96407,147340],[34606,62248,153737,216389],[36559,64918,157615,220641],[36579,65019,220391,290493],[37166,65728,158683,221620],[37680,66419,106916,160911],[38489,67708,71853,114568],[40544,70700,166887,231035],[40562,70817,230749,301241],[40798,71087,113271,168512],[40818,71188,113561,168802],[43591,75183,239107,309883],[43691,75297,174416,239595],[44036,75804,119530,176297],[47934,81634,130167,188179],[49320,83497,187902,254994],[49338,83614,254708,326621],[51628,86614,91619,140352],[51648,86715,91639,140453],[54053,90055,265107,336839],[54153,90169,197728,265595],[54498,90676,138910,199609],[57913,95434,205633,274080],[58427,96125,145820,207861],[63276,103071,157841,220768],[64775,104995,289991,362262],[64875,105109,220377,290479],[66229,106798,113089,167164],[67615,108661,114475,169027],[70530,112588,230481,300794],[71044,113279,167282,232709],[80871,126741,323007,394912],[81591,127541,188136,255090],[83327,129666,254440,326174],[84972,131645,138710,198119],[86571,133683,140309,200157],[102242,154148,286736,359310],[102451,154378,220148,290042],[106755,159333,167121,231131],[126354,183924,251158,323058],[131025,189060,197499,265158]
   ]
cell #380 :
  |C| = 140
  W-rep = phi[[3, 3],[1]]+phi[[3, 1],[3]]
  special rep = phi[[3, 1],[3]] , dim = 105
  orbit = [6, 6, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     70 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [4027],[6404],[6596],[9133],[9950],[10030],[10306],[10332],[13752],[13832],[14981],[15078],[15104],[15502],[16483],[19439],[20098],[20195],[20221],[21489],[21655],[21909],[23727],[23807],[27589],[28165],[28331],[28585],[30264],[30308],[32542],[33201],[33298],[33324],[36031],[37917],[38731],[38775],[41009],[44301],[44877],[45043],[45297],[48622],[48666],[49836],[54763],[56778],[58664],[59478],[59522],[63682],[69395],[71281],[73741],[73785],[74955],[88613],[88657],[89827],[93388],[99101],[104767],[110542],[122971],[123015],[133341],[149446],[176503],[199815],
     [1718,5911],[2847,8034],[3039,9325],[4729,11882],[4809,12333],[5085,14108],[5111,14134],[5391,13315],[7631,17649],[7728,18221],[7754,18247],[8152,20619],[8471,19068],[8551,19519],[10612,23290],[11514,24933],[11680,25087],[11934,26066],[12912,27114],[14414,29966],[15821,32171],[15901,32622],[17161,34632],[17205,34811],[18866,37192],[20938,40638],[21018,41089],[22887,43826],[26385,49414],[29563,54288],[31969,57939],[36570,65010],[40436,70556],[49212,83353],[62597,102268]
   ]
cell #381 :
  |C| = 175
  W-rep = phi[[3, 1],[3]]+phi[[2, 1],[4]]
  special rep = phi[[3, 1],[3]] , dim = 105
  orbit = [6, 6, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [5629],[7957],[8837],[12160],[13427],[13498],[17270],[17999],[18070],[19763],[24872],[25331],[25850],[27535],[34536],[35257],[37436],[37955],[44247],[47551],[50326],[54709],[58183],[58702],[65846],[70800],[71319],[75445],[83597],[90317],[95552],[105257],[112706],[129784],[154266],
     [2221,15307],[2227,31102],[3465,20424],[3471,39569],[3745,10850],[3751,41584],[3870,22135],[5635,52046],[5754,28811],[6108,16187],[6150,55283],[6193,30373],[6333,56004],[7022,33527],[7028,60316],[7963,64172],[8879,67900],[8922,38840],[9062,68621],[9625,23402],[9696,23473],[9899,72670],[9942,42043],[10856,77165],[10975,45523],[12202,82417],[12245,48731],[13244,85868],[13701,87542],[13744,52505],[14646,32866],[14927,31173],[15313,93878],[16229,97606],[16272,59587],[16412,98327],[17637,102831],[19388,107581],[19431,67026],[20044,39640],[20430,111032],[21693,42562],[22177,116775],[22220,73850],[23219,120226],[23676,121900],[23719,77624],[27102,131405],[28369,53024],[28853,136155],[28896,88722],[29895,139606],[30740,141735],[32491,146485],[32534,96732],[33147,60387],[33533,149936],[39207,163197],[40958,167947],[41001,113886],[43814,174567],[45081,78143],[45565,179317],[45608,123080],[51152,190993],[54276,197879],[59954,210147],[64998,220528],[76271,241091],[91143,267091]
   ]
cell #382 :
  |C| = 175
  W-rep = phi[[3, 1],[3]]+phi[[2, 1],[4]]
  special rep = phi[[3, 1],[3]] , dim = 105
  orbit = [6, 6, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [13549],[18121],[19722],[25809],[27966],[28063],[34764],[35832],[35929],[38631],[47168],[47779],[48522],[50998],[62166],[63068],[66074],[66817],[76117],[81132],[84764],[90989],[95780],[96523],[106296],[112934],[113677],[119122],[130012],[138502],[145200],[157633],[166662],[187677],[216897],
     [6362,31224],[6372,56579],[9091,39691],[9101,69196],[9747,23524],[9757,72287],[9999,42521],[13559,87159],[13801,52983],[14605,32825],[14669,91872],[14740,55511],[14988,92774],[16441,60438],[16451,98902],[18131,104153],[19786,109026],[19857,68128],[20105,109928],[21290,44678],[21387,44775],[21716,115490],[21787,72898],[23534,121517],[23776,78102],[25873,128499],[25944,82645],[27596,132727],[28392,134870],[28463,87770],[30164,59378],[30586,56676],[31234,143057],[32889,147930],[32960,97834],[33208,148832],[35280,154766],[37978,160291],[38049,107809],[39053,69293],[39701,164519],[41834,73641],[42585,171661],[42656,117003],[44308,175889],[45104,178032],[45175,122128],[50349,189448],[52296,88513],[53047,194973],[53118,136383],[54770,199201],[56027,201716],[58725,207241],[58796,146713],[59800,98999],[60448,211469],[68644,226564],[71342,232089],[71413,168175],[75468,239546],[77415,122871],[78166,245071],[78237,179545],[85891,257965],[90340,265546],[98350,279024],[105280,290430],[120249,311889],[139629,338845]
   ]
cell #383 :
  |C| = 175
  W-rep = phi[[3, 1],[3]]+phi[[2, 1],[4]]
  special rep = phi[[3, 1],[3]] , dim = 105
  orbit = [6, 6, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [28190],[36056],[38585],[48476],[51733],[51862],[62451],[63859],[63988],[67856],[80668],[81417],[82373],[85684],[101758],[102787],[106581],[107537],[120042],[127006],[131361],[139422],[145485],[146441],[158798],[166947],[167903],[174523],[187962],[197835],[205748],[220484],[230596],[254555],[286851],
     [15222,56803],[15234,93565],[20339,69420],[20351,110719],[21514,44902],[21526,115026],[22114,73595],[28202,134406],[28790,88467],[30118,59332],[30202,140662],[30352,92157],[30725,141691],[33442,99126],[33454,149623],[36068,156267],[38669,162124],[38819,109311],[39192,163153],[41271,76852],[41400,76981],[41872,170168],[42022,115775],[44914,177568],[45502,122825],[48560,186184],[48710,128784],[51137,190949],[52334,193480],[52484,135155],[55239,97562],[55820,93694],[56815,203217],[59416,209074],[59566,148215],[59939,210103],[63106,217369],[66855,223300],[67005,160576],[68437,110848],[69432,228065],[72626,116731],[73679,236282],[73829,171946],[76256,241047],[77453,243578],[77603,178317],[84802,256351],[87498,136111],[88551,262282],[88701,195258],[91128,267047],[92812,269829],[96561,275760],[96711,207526],[98143,149752],[99138,280525],[109966,296543],[113715,302474],[113865,232374],[119160,310275],[121856,179273],[122909,316206],[123059,245356],[132765,329504],[138540,337231],[148870,350963],[157671,362654],[175927,383428],[199239,409428]
   ]
cell #384 :
  |C| = 105
  W-rep = phi[[3, 2],[2]]
  special rep = phi[[3, 2],[2]] , dim = 105
  orbit = [6, 4, 4]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [1816],[1822],[3085],[3091],[3210],[4125],[4131],[4855],[4861],[5095],[5137],[5180],[6009],[6015],[6642],[6648],[6767],[7738],[7780],[7823],[8146],[8217],[9371],[9377],[9496],[10082],[10316],[10358],[10401],[11524],[11928],[11999],[12379],[12385],[12577],[13884],[14118],[14160],[14203],[15130],[15173],[15496],[15567],[17199],[17789],[18231],[18273],[18316],[19571],[20247],[20290],[20613],[20684],[21974],[22552],[23859],[24943],[25373],[26060],[26131],[27738],[27781],[28650],[29228],[30892],[32674],[33350],[33393],[34805],[35328],[36235],[37478],[38236],[39359],[41141],[44450],[44493],[45362],[46950],[47820],[50397],[51304],[54912],[54955],[58225],[58983],[60106],[62850],[66115],[70842],[71600],[75516],[76423],[83639],[84546],[90388],[91295],[95821],[105328],[112975],[118904],[130053],[138284],[157415],[184425]
   ]
cell #385 :
  |C| = 175
  W-rep = phi[[3, 1],[3]]+phi[[2, 1],[4]]
  special rep = phi[[3, 1],[3]] , dim = 105
  orbit = [6, 6, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [27695],[28174],[36040],[37047],[38155],[38759],[44407],[48342],[48650],[49864],[51767],[51970],[54869],[57794],[58902],[63710],[63893],[64096],[65143],[67791],[70411],[71519],[74983],[80702],[81714],[82308],[83208],[89855],[94849],[101983],[102063],[104795],[112003],[129081],[154077],
     [6428,93416],[9157,110570],[10019,116072],[10075,73461],[13339,133369],[13821,135452],[13877,88333],[14760,140887],[15086,93599],[15087,56787],[16507,149474],[19508,160873],[19564,108372],[19877,162349],[20203,110753],[20204,69404],[21497,115060],[21498,44886],[21893,73769],[21915,116666],[23314,176531],[23796,178614],[23852,122691],[25964,186409],[26778,188759],[28173,134440],[28569,88641],[28591,136046],[29990,199843],[30292,59506],[30314,140967],[30816,93802],[32611,207823],[32667,147276],[32980,209299],[33306,149657],[33307,99110],[35759,218294],[36039,156301],[38781,162429],[39283,110956],[41078,232671],[41134,168738],[41305,76886],[41508,77089],[42676,236507],[43490,238857],[44885,177602],[45281,122999],[45303,179208],[48672,186489],[53138,262507],[53952,264857],[55174,97497],[56506,270754],[56786,203251],[59528,209379],[60030,149860],[64674,289741],[69123,297468],[69403,228099],[73791,236587],[78257,316431],[86370,330429],[88663,262587],[98829,351888],[99109,280559],[120728,384353],[123021,316511],[140108,410353]
   ]
cell #386 :
  |C| = 105
  W-rep = phi[[3, 2],[2]]
  special rep = phi[[3, 2],[2]] , dim = 105
  orbit = [6, 4, 4]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [1823],[3092],[3209],[4132],[4862],[5138],[5179],[5350],[6016],[6649],[6766],[7781],[7822],[8216],[8269],[9378],[9495],[10083],[10359],[10400],[10571],[11998],[12051],[12386],[12537],[12567],[13885],[14161],[14202],[14373],[15131],[15172],[15566],[15619],[17749],[17779],[18274],[18315],[18512],[19572],[20248],[20289],[20683],[20736],[21973],[22512],[22542],[23860],[24832],[25374],[25458],[26130],[26183],[27739],[27780],[28649],[29188],[29218],[30882],[31615],[32675],[33351],[33392],[34678],[35327],[36195],[36225],[37479],[38235],[39349],[40082],[41142],[44451],[44492],[45361],[47266],[47810],[48858],[50396],[51294],[54913],[54954],[58226],[58982],[60096],[62508],[62748],[66105],[70843],[71599],[75515],[76413],[80523],[83640],[84444],[90387],[91285],[95811],[105327],[112965],[118802],[130043],[138182],[157313],[184323]
   ]
cell #387 :
  |C| = 175
  W-rep = phi[[3, 1],[3]]+phi[[2, 1],[4]]
  special rep = phi[[3, 1],[3]] , dim = 105
  orbit = [6, 6, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [8733],[8933],[12256],[12744],[13277],[13553],[16083],[17956],[18125],[18765],[19726],[19849],[21200],[22719],[23252],[25711],[25813],[25936],[26492],[27992],[29395],[29928],[31868],[34768],[35473],[35858],[36402],[40335],[43204],[47134],[47194],[49111],[53666],[64388],[80809],
     [2251,31059],[3495,39526],[3881,22231],[3910,42423],[5519,51471],[5765,28907],[5794,52885],[6204,16283],[6366,31228],[6384,56220],[7052,60273],[8762,67406],[9095,39695],[9113,68837],[9751,23528],[9769,72253],[9991,42648],[10003,42525],[10740,76590],[10986,45619],[11015,78004],[13295,86084],[13571,87125],[13793,53110],[13805,52987],[14542,91462],[14609,32829],[14732,32952],[14744,55515],[15067,56605],[16112,97112],[16445,60442],[16463,98543],[18143,104119],[18783,105973],[19861,68132],[20184,69222],[21229,114266],[21316,44704],[21478,72313],[23270,120442],[23546,121483],[23768,78229],[23780,78106],[25729,128176],[25948,82649],[28154,87185],[29946,139822],[31246,143023],[31886,144877],[32964,97838],[33287,98928],[36020,104179],[39713,164485],[40353,166339],[42441,171338],[42660,117007],[44866,121543],[49129,187354],[52903,194650],[53122,136387],[56767,143083],[60460,211435],[67424,224470],[69384,164545],[78022,244748],[78241,179549],[97130,276930],[99090,211495],[114284,303644]
   ]
cell #388 :
  |C| = 105
  W-rep = phi[[4, 2, 1],[]]+phi[[4],[2, 1]]
  special rep = phi[[4],[2, 1]] , dim = 70
  orbit = [8, 4, 1, 1]
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 70
     35 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [7197],[10760],[11255],[15858],[16147],[16855],[22799],[22958],[23347],[24187],[31428],[31907],[31936],[31988],[39895],[42462],[43357],[43547],[43567],[52924],[56373],[57590],[57886],[60642],[68990],[73257],[74767],[78043],[80083],[88129],[93200],[98696],[110354],[122487],[149258],
     [4766,26422],[5539,14562],[7543,36482],[7702,36641],[8508,20975],[8797,21264],[11490,47343],[11647,49179],[11699,49231],[12824,29475],[12983,29634],[13372,30023],[17128,62564],[17180,62616],[17370,64731],[17390,64751],[18804,40374],[18833,40403],[18885,40455],[24586,80325],[24718,80827],[24738,80847],[25034,83300],[25750,49150],[26645,53819],[26835,54009],[26855,54029],[34412,101670],[34579,102215],[35626,64541],[36843,70207],[37139,70503],[48138,83004],[49648,89639],[63494,104579]
   ]
cell #389 :
  |C| = 105
  W-rep = phi[[3, 2],[2]]
  special rep = phi[[3, 2],[2]] , dim = 105
  orbit = [6, 4, 4]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [5349],[5359],[8268],[8278],[8520],[10570],[10580],[12050],[12060],[12536],[12600],[12671],[14372],[14382],[15618],[15628],[15870],[17748],[17812],[17883],[18501],[18598],[20735],[20745],[20987],[22035],[22511],[22575],[22646],[24831],[25447],[25544],[26182],[26192],[26526],[28711],[29187],[29251],[29322],[30915],[30986],[31604],[31701],[34667],[35507],[36194],[36258],[36329],[38297],[39382],[39453],[40071],[40168],[42256],[43238],[45423],[47265],[47843],[48847],[48944],[51327],[51398],[52718],[53700],[56254],[59044],[60129],[60200],[62497],[63165],[64422],[66138],[67239],[68871],[71661],[76446],[76517],[77837],[80417],[81463],[84861],[86118],[91318],[91389],[95844],[96945],[98577],[102536],[106627],[112998],[114099],[119219],[120476],[130076],[131110],[138599],[139856],[145531],[157730],[166993],[174272],[188008],[197584],[220233],[251243]
   ]
cell #390 :
  |C| = 105
  W-rep = phi[[4, 2, 1],[]]+phi[[4],[2, 1]]
  special rep = phi[[4],[2, 1]] , dim = 70
  orbit = [8, 4, 1, 1]
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 70
     35 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [4380],[6877],[7192],[10446],[10755],[11239],[15533],[15692],[16131],[16730],[22363],[22481],[22533],[22732],[29039],[31072],[31588],[31608],[31723],[39539],[42278],[43150],[43242],[45751],[52740],[56258],[57498],[60286],[61891],[68875],[73165],[77859],[88037],[98581],[122395],
     [3320,9606],[5225,14248],[5534,14557],[7868,18361],[8183,20650],[8342,20809],[8781,21248],[11965,26097],[12124,26256],[12506,29157],[12558,29209],[12757,29408],[17236,34842],[17718,36164],[17770,36216],[17969,36415],[18485,40055],[18505,40075],[18620,40190],[24801,47235],[24853,47287],[25431,48831],[25451,48851],[25566,48966],[26438,53612],[26530,53704],[34432,62075],[34651,62481],[34671,62501],[35419,64334],[35511,64426],[36751,70115],[46821,80305],[47080,80755],[48046,82912]
   ]
cell #391 :
  |C| = 140
  W-rep = phi[[3, 3],[1]]+phi[[3, 1],[3]]
  special rep = phi[[3, 1],[3]] , dim = 105
  orbit = [6, 6, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     70 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [22085],[22634],[28761],[30974],[31045],[31735],[38347],[39441],[39512],[42203],[42290],[43180],[43297],[45473],[51457],[52665],[52752],[55458],[56196],[56313],[57430],[59094],[60188],[60259],[67186],[68075],[68813],[68930],[71711],[72229],[73097],[76576],[77784],[77871],[82592],[84237],[87101],[87969],[91448],[92047],[96892],[97781],[98519],[98636],[103626],[104095],[109201],[114046],[116950],[118595],[121459],[122327],[128674],[136330],[137975],[142530],[142999],[148105],[157106],[163992],[164461],[171836],[179492],[191788],[195148],[210942],[211411],[241886],[245246],[267886],
     [5500,51386],[8328,66197],[8719,67273],[10721,76505],[12110,47902],[12659,29310],[12730,84895],[14523,91377],[15678,95903],[16069,96979],[17871,36317],[17942,63199],[18545,106215],[18632,40202],[20795,113057],[21186,114133],[22705,119253],[25491,81051],[25578,48978],[26242,130135],[26468,53642],[26585,53759],[29381,138633],[31648,145119],[34711,101891],[35449,64364],[35566,64481],[36388,157764],[36683,70047],[40115,166581],[47110,80785],[47978,82844],[48891,187596],[62341,102147],[62541,216816]
   ]
cell #392 :
  |C| = 126
  W-rep = phi[[3, 3, 1],[]]+phi[[3],[3, 1]]
  special rep = phi[[3],[3, 1]] , dim = 105
  orbit = [6, 6, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     84 tau_infinity subcells with 1 member(s)
     21 tau_infinity subcells with 2 member(s)
  subcells = [
     [11241],[16133],[16732],[16843],[22365],[22734],[23335],[24175],[29041],[31074],[31416],[31779],[31895],[33739],[39541],[39883],[42334],[42450],[42795],[43210],[43305],[45753],[52796],[52912],[53257],[55575],[56226],[56321],[57438],[57570],[60288],[60630],[61893],[68192],[68843],[68938],[72259],[73105],[73237],[74600],[77915],[78031],[78376],[80071],[82709],[87131],[87977],[88109],[92055],[93033],[97898],[98549],[98644],[101258],[104125],[109209],[110187],[114946],[117067],[121489],[122335],[122467],[124246],[128682],[134326],[136447],[143029],[143732],[148113],[149091],[156187],[164491],[165194],[171844],[177488],[179609],[195156],[203137],[211441],[212144],[227985],[245254],[249974],[280445],
     [8783,21250],[12759,29410],[13360,30011],[17971,36417],[18676,40246],[18792,40362],[25622,49022],[25738,49138],[26498,53672],[26593,53767],[35479,64394],[35574,64489],[36691,70055],[36823,70187],[47140,80815],[47986,82852],[48118,82984],[49481,89472],[62349,102155],[63327,104412],[80588,126610]
   ]
cell #393 :
  |C| = 105
  W-rep = phi[[4],[2, 1]]+phi[[1],[5, 1]]
  special rep = phi[[4],[2, 1]] , dim = 70
  orbit = [8, 4, 1, 1]
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 70
     35 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [39993],[52190],[53493],[64316],[68087],[68267],[69859],[82604],[82784],[86866],[87069],[87347],[103860],[104063],[104341],[108913],[108957],[109164],[126572],[128386],[128430],[128637],[133987],[134018],[153953],[153997],[155848],[155879],[161966],[184049],[184080],[186026],[216208],[216525],[250572],
     [16824,61365],[22457,74513],[24285,46574],[29133,89385],[31082,94022],[31526,60740],[33975,61690],[34270,101169],[39549,111176],[41728,77309],[42215,116962],[43031,78612],[45845,123743],[46200,79807],[52677,136342],[55470,97793],[55650,97973],[56164,142967],[57242,99565],[60296,150080],[68781,164429],[71994,121224],[72197,121427],[72475,121705],[73060,171799],[77796,179504],[87932,195111],[91759,147817],[91803,147861],[92010,148068],[98487,211379],[114607,177149],[114638,177180],[122290,245209],[140504,208916]
   ]
cell #394 :
  |C| = 189
  W-rep = phi[[3],[3, 1]]+phi[[2],[4, 1]]
  special rep = phi[[3],[3, 1]] , dim = 105
  orbit = [6, 6, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     21 tau_infinity subcells with 1 member(s)
     84 tau_infinity subcells with 2 member(s)
  subcells = [
     [20560],[28271],[29069],[36137],[38806],[38895],[48697],[48786],[51794],[51975],[63920],[64101],[67796],[68015],[80729],[82313],[82532],[86812],[102068],[103806],[126518],
     [7177,33883],[10281,42939],[11191,24448],[11220,46066],[14083,53401],[15218,56884],[15443,33663],[15472,57108],[16760,34206],[16778,60856],[16926,101402],[20335,69501],[20589,69725],[21595,44983],[21940,73816],[22099,73905],[22393,45781],[22411,74004],[24058,78520],[24477,125779],[28616,88688],[28775,88777],[29087,88876],[30339,59553],[30428,59642],[30446,92241],[30821,93807],[30873,93626],[33438,99207],[33692,99431],[34224,152944],[38913,109395],[39288,110961],[39340,110780],[41332,76913],[41513,77094],[41565,115087],[42143,116890],[42163,116671],[45328,123046],[45487,123135],[45799,123234],[46084,181131],[48804,128868],[52027,134467],[52605,136270],[52625,136051],[55179,97502],[55398,97721],[55418,140972],[56166,142710],[57126,204050],[59660,148299],[60035,149865],[60087,149684],[64153,156328],[68035,162434],[68783,164172],[69743,228898],[71940,121170],[72199,169680],[73923,172030],[77146,177629],[77724,179432],[77744,179213],[82552,186494],[87071,192992],[88795,195342],[93859,203278],[97741,209384],[98489,211122],[99449,281358],[104065,218967],[111013,228126],[116910,236592],[121429,243090],[123153,245440],[125797,321804],[136290,262592],[142969,271427],[149917,280586],[164431,298141],[179452,316516],[211381,352561]
   ]
cell #395 :
  |C| = 105
  W-rep = phi[[3, 2],[2]]
  special rep = phi[[3, 2],[2]] , dim = 105
  orbit = [6, 4, 4]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [13153],[13165],[18725],[18737],[19325],[23128],[23140],[25671],[25683],[26480],[26564],[26714],[29804],[29816],[31828],[31840],[32428],[35461],[35545],[35695],[36664],[36793],[40295],[40307],[40895],[42395],[43192],[43276],[43426],[47122],[47959],[48088],[49071],[49083],[49561],[52857],[53654],[53738],[53888],[56292],[56442],[57411],[57540],[62322],[63407],[64376],[64460],[64610],[67378],[68909],[69059],[70028],[70157],[73207],[74680],[77976],[80797],[81501],[82825],[82954],[86156],[86306],[88079],[89552],[93113],[97084],[98615],[98765],[102128],[102916],[104492],[106665],[108118],[110267],[114238],[120514],[120664],[122437],[126225],[127376],[131490],[133066],[139894],[140044],[145569],[147022],[149171],[154457],[159168],[167031],[168484],[174652],[176228],[188046],[189139],[197964],[199540],[206118],[220613],[230966],[239237],[254925],[265237],[290121],[323137]
   ]
cell #396 :
  |C| = 105
  W-rep = phi[[3, 2],[2]]
  special rep = phi[[3, 2],[2]] , dim = 105
  orbit = [6, 4, 4]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [81522],[86060],[86177],[102436],[105949],[106686],[108008],[120418],[120535],[126339],[126859],[128152],[130465],[130721],[131010],[139798],[139915],[144853],[145590],[146912],[153705],[155371],[155627],[158131],[158651],[166315],[167052],[168374],[171314],[173627],[173883],[174172],[185517],[187330],[188067],[188387],[194626],[196939],[197195],[197484],[202321],[202577],[205081],[205601],[217922],[219588],[219844],[220133],[224446],[227169],[227425],[229929],[230449],[235615],[238485],[244724],[251143],[251916],[253888],[254408],[258570],[258826],[261615],[264485],[270382],[276906],[279629],[279885],[286704],[287490],[289369],[292108],[294080],[297096],[303620],[312494],[312750],[315539],[322637],[323656],[328178],[330057],[339450],[339706],[346528],[348500],[351516],[359523],[364102],[373242],[375214],[382102],[383981],[398253],[399001],[408102],[409981],[416562],[432265],[441410],[449099],[464329],[472411],[493747],[519249]
   ]
cell #397 :
  |C| = 154
  W-rep = phi[[4, 1, 1],[1]]+phi[[4, 1],[1, 1]]
  special rep = phi[[4, 1],[1, 1]] , dim = 84
  orbit = [8, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     14 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [79727],[97431],[100741],[120920],[124929],[145030],[147460],[152105],[174043],[176767],[204902],[205519],[238365],[273245],
     [27434,51484],[35238,63187],[37671,67261],[44146,76603],[46933,80421],[47686,81467],[50307,84883],[50580,86122],[54608,91475],[58418,96967],[62012,101610],[62150,101765],[62833,102540],[62980,102874],[65981,106631],[66341,108076],[67725,114585],[71035,114121],[75426,119241],[75699,120480],[80358,126172],[81116,127013],[84529,131114],[84676,131448],[86562,140300],[90298,138621],[90571,139860],[95687,145535],[96047,146980],[102477,154404],[105238,157752],[106126,166492],[106280,158805],[108556,168922],[112841,166997],[113201,168442],[118887,174276],[119034,174610],[128329,187507],[129919,188012],[130881,197355],[131051,189086],[133605,200079],[138267,197588],[138414,197922],[145184,205755],[155787,220004],[157398,220237],[157545,220571],[157952,229750],[158569,230367],[166646,230603],[174213,239184],[184408,251247],[185338,253709],[185955,254326],[187661,254562],[188267,264365],[197525,265184],[216523,286691],[216881,286858],[217802,289249],[220174,290068],[220785,299959],[250857,322965],[251184,323084],[252040,325339],[286272,358927],[286422,359175],[322569,394577]
   ]
cell #398 :
  |C| = 154
  W-rep = phi[[4, 1, 1],[1]]+phi[[4, 1],[1, 1]]
  special rep = phi[[4, 1],[1, 1]] , dim = 84
  orbit = [8, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     14 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [24415],[32771],[34140],[44600],[46409],[57868],[59171],[61481],[75091],[76683],[94876],[95357],[118151],[144317],
     [5417,27444],[7650,63638],[8570,37608],[10638,44156],[11416,126421],[11816,81944],[12931,49792],[13046,50486],[14440,54618],[15920,58355],[16977,216194],[17087,153834],[17487,103138],[17574,103389],[19002,65373],[19164,66236],[19668,41238],[21037,70972],[22906,74911],[23021,75605],[24650,183940],[25148,127647],[26952,83749],[27039,84000],[27888,55062],[29582,89783],[29697,90477],[32105,95079],[32267,95942],[35035,155080],[36589,104723],[37121,70485],[37253,105444],[38424,71788],[40572,112233],[40734,113096],[43664,118107],[43751,118358],[48416,83282],[49348,129311],[49972,89963],[50104,130174],[51564,91555],[54126,137487],[54213,137738],[58000,144348],[63818,104903],[64848,156618],[64935,156869],[65170,112030],[65651,112511],[70617,165810],[75223,173336],[80944,184199],[81741,129108],[82222,129589],[83414,186825],[83793,137531],[90095,196648],[102010,154104],[102329,216665],[103182,156662],[105035,219297],[105413,165779],[126465,184243],[126781,250966],[127616,186794],[153589,286245],[153803,216634],[183695,250586]
   ]
cell #399 :
  |C| = 189
  W-rep = phi[[3],[3, 1]]+phi[[2],[4, 1]]
  special rep = phi[[3],[3, 1]] , dim = 105
  orbit = [6, 6, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     21 tau_infinity subcells with 1 member(s)
     84 tau_infinity subcells with 2 member(s)
  subcells = [
     [111704],[134678],[137126],[156539],[162372],[162669],[186432],[186729],[192630],[192850],[218605],[218825],[225336],[225594],[250960],[252855],[253113],[259786],[286537],[288406],[322822],
     [46282,181664],[57324,204583],[61244,213612],[61315,151838],[69941,229431],[73523,236827],[74392,237775],[74463,173174],[79241,125347],[79889,249299],[88395,262827],[89264,263775],[89335,196486],[92364,269357],[93093,271065],[93520,203489],[94550,150608],[99647,281891],[100297,152581],[101048,284549],[101119,215125],[109518,296071],[110247,297779],[110674,228337],[115006,304884],[115298,177840],[116043,306779],[116095,236530],[117746,180288],[122753,316751],[123622,317699],[123693,246584],[124698,319470],[128991,325296],[134386,331840],[135423,333735],[135475,262530],[140858,340957],[140910,209322],[141207,209619],[141997,271285],[142019,342826],[144184,344850],[148422,350491],[149151,352199],[149578,280797],[156247,361145],[162320,367671],[163459,297999],[163481,369540],[165646,371564],[169318,242728],[169538,242948],[169560,376746],[170771,307037],[172153,379220],[177548,385764],[178585,387659],[178637,316454],[182791,392769],[186380,396527],[192872,402746],[194083,333993],[195465,405220],[200488,277796],[200746,278054],[203197,413605],[209270,420131],[210409,352419],[210431,422000],[212596,424024],[218847,430645],[228045,438453],[233786,313710],[236478,446625],[242970,452844],[244181,387917],[245563,455318],[262478,469937],[271307,477595],[280505,485403],[298021,499057],[316402,513099],[352441,537961]
   ]
cell #400 :
  |C| = 105
  W-rep = phi[[3, 2],[2]]
  special rep = phi[[3, 2],[2]] , dim = 105
  orbit = [6, 4, 4]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [19480],[19492],[26750],[26762],[27675],[32583],[32595],[35731],[35743],[36713],[36805],[37027],[41050],[41062],[43462],[43474],[44387],[48008],[48100],[48322],[49463],[49610],[53924],[53936],[54849],[56490],[57460],[57552],[57774],[62371],[63309],[63456],[64646],[64658],[65190],[69107],[70077],[70169],[70391],[73219],[73441],[74582],[74729],[80570],[81761],[82874],[82966],[83188],[86354],[88091],[88313],[89454],[89601],[93162],[94896],[98813],[102177],[102928],[104394],[104541],[108130],[108352],[110316],[112050],[116119],[120712],[122449],[122671],[126592],[127425],[129128],[131502],[133115],[135499],[140092],[147034],[147256],[149220],[153654],[154824],[159217],[160920],[168496],[168718],[174664],[176277],[178661],[184600],[189506],[197976],[199589],[206167],[207870],[220625],[221716],[231015],[232718],[239604],[254974],[265604],[274176],[290488],[300890],[326270],[359406]
   ]
cell #401 :
  |C| = 154
  W-rep = phi[[4, 1, 1],[1]]+phi[[4, 1],[1, 1]]
  special rep = phi[[4, 1],[1, 1]] , dim = 84
  orbit = [8, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     14 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [100925],[121104],[125044],[147575],[152197],[174817],[176859],[182090],[206297],[208569],[239172],[239789],[274107],[309846],
     [25241,81582],[34519,101785],[35123,102966],[37346,106746],[37855,67445],[46788,126073],[46913,126232],[47534,127033],[47594,127463],[50192,131540],[50695,86237],[58093,145650],[58602,97151],[62117,153605],[62813,154464],[65829,158825],[65889,159255],[66433,108168],[70710,167112],[71219,114305],[75311,174702],[75814,120595],[81083,184551],[83507,188127],[84509,189146],[85190,133153],[86746,140484],[90183,198014],[90686,139975],[95535,205775],[95595,206205],[96139,147072],[103081,220778],[105123,220663],[106247,221667],[108671,169037],[112689,230623],[112749,231053],[113293,168534],[118867,239244],[119548,176315],[127555,255104],[129767,254582],[129827,255012],[131655,198129],[133697,200171],[138247,265244],[138928,199627],[145151,274127],[154249,286878],[154392,290056],[155009,290673],[157378,290128],[159347,231145],[161619,233417],[166613,300841],[183938,323072],[184388,323144],[184531,326201],[187628,326221],[189074,265172],[189691,265789],[216416,359337],[216848,359357],[216940,362225],[221647,300821],[250609,394592],[250695,394875],[255922,336802],[286233,428953]
   ]
cell #402 :
  |C| = 105
  W-rep = phi[[3, 2],[2]]
  special rep = phi[[3, 2],[2]] , dim = 105
  orbit = [6, 4, 4]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [35343],[38182],[38251],[47469],[49891],[50412],[51255],[58929],[58998],[62284],[62692],[63737],[65349],[65552],[65764],[71546],[71615],[75010],[75531],[76374],[80467],[81920],[82123],[83980],[84388],[89882],[90403],[91246],[93443],[95055],[95258],[95470],[103369],[104822],[105343],[105631],[110597],[112209],[112412],[112624],[116278],[116481],[118338],[118746],[127834],[129287],[129490],[129702],[133396],[135658],[135861],[137718],[138126],[142273],[144535],[149501],[154184],[154983],[156849],[157257],[161079],[161282],[163735],[165997],[170996],[176558],[178820],[179023],[184267],[185130],[187012],[189665],[191531],[194308],[199870],[208029],[208232],[210685],[216307],[217538],[222246],[224128],[232877],[233080],[239763],[241629],[244406],[251407],[256520],[265763],[267629],[274706],[276588],[290647],[291599],[301420],[303302],[310444],[326800],[337400],[346019],[362823],[372733],[397744],[429325]
   ]
cell #403 :
  |C| = 189
  W-rep = phi[[3],[3, 1]]+phi[[2],[4, 1]]
  special rep = phi[[3],[3, 1]] , dim = 105
  orbit = [6, 6, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     21 tau_infinity subcells with 1 member(s)
     84 tau_infinity subcells with 2 member(s)
  subcells = [
     [165439],[193293],[196214],[219268],[225795],[226020],[253314],[253539],[259842],[260147],[288462],[288767],[295382],[295699],[322878],[324607],[324924],[331452],[359129],[360757],[394752],
     [79380,247933],[94689,272944],[100335,283056],[100485,213897],[111843,299658],[117142,307463],[117784,308479],[117934,238060],[124491,182584],[125486,320971],[136522,334419],[137164,335435],[137314,264060],[141245,341271],[142764,342882],[143245,271728],[143977,212389],[150747,354078],[151566,214853],[152619,356894],[152769,284834],[162707,367985],[164226,369596],[164707,298442],[169734,376802],[169981,243391],[171548,378531],[171592,307238],[172902,246312],[179684,388343],[180326,389359],[180476,317984],[181702,391155],[186767,396841],[193046,402802],[194860,404531],[194904,334194],[200903,411589],[200947,278255],[201172,278480],[202798,343187],[202829,413217],[204621,415114],[209657,420445],[211176,422056],[211657,352862],[219021,430701],[225751,436437],[227646,369901],[227677,438065],[229469,439962],[233842,313766],[234147,314071],[234178,444850],[236124,378848],[236865,446939],[243144,452900],[244958,454629],[245002,388118],[249337,459526],[253270,462916],[260178,468162],[262124,404848],[262865,470251],[268668,349802],[268985,350119],[271481,477651],[278211,483387],[280106,422361],[280137,485015],[281929,486912],[288798,492824],[298195,499113],[304496,385376],[307194,506078],[314102,511324],[316048,454946],[316789,513413],[334150,525458],[343218,531728],[352615,538017],[369932,548882],[388074,559816],[422392,578588]
   ]
cell #404 :
  |C| = 553
  W-rep = phi[[3, 2, 1],[1]]+phi[[3, 1, 1],[2]]+phi[[3, 2],[1, 1]]+phi[[3, 1],[2, 1]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     91 tau_infinity subcells with 4 member(s)
  subcells = [
     [33860],[34082],[34094],[42916],[44542],[44554],[46038],[46361],[53378],[56536],[57080],[57810],[57822],[59123],[61006],[69153],[69697],[73489],[74154],[74642],[74741],[75043],[78497],[88361],[89026],[93174],[93476],[94793],[94956],[98859],[99403],[101379],[110328],[110630],[116179],[118175],[122719],[123384],[125207],[125751],[135559],[142110],[147738],[149232],[149534],[153094],[163572],[178721],[210522],
     [11260,182366],[16152,208845],[16857,214301],[16886,152429],[22047,73372],[23349,242200],[23378,177091],[24351,248352],[24369,182064],[27830,55004],[27842,55016],[28723,88244],[30990,93292],[31705,94934],[31909,274006],[32707,277208],[32725,208543],[37063,70427],[37075,70439],[38309,108283],[38376,71740],[39457,110446],[42260,116157],[42347,116304],[43154,118066],[43264,118204],[43502,309758],[43520,239063],[45435,122602],[48358,83224],[48370,83236],[49523,89514],[49622,89613],[49924,89915],[50858,86400],[51402,133245],[52722,135537],[52809,135684],[56280,142139],[57472,345225],[57502,144426],[59056,147187],[60204,149350],[63369,104454],[63468,104553],[63770,104855],[65087,111947],[65250,112110],[67330,161105],[68897,163601],[71673,168649],[73169,170887],[75977,120758],[76521,176407],[77841,178699],[77928,178846],[80630,126652],[81658,129025],[81821,129188],[83817,137555],[88041,194199],[90849,140138],[91393,199719],[97036,208055],[98603,210551],[101927,154021],[103206,156686],[108834,169200],[114190,232903],[122399,244297],
     [1846,13149,85466,133429],[3221,19151,106985,160980],[3250,19310,66665,108400],[4155,23124,119824,176591],[5191,26701,131323,189566],[5353,27183,131780,191368],[5371,27235,85164,133127],[6039,29800,139204,199903],[6778,32254,145889,207930],[6807,32413,96371,147304],[7834,35682,102749,154884],[8272,36906,158967,222083],[8290,36958,106513,159229],[8512,37536,108080,224019],[8524,37556,67243,160958],[8802,21269,161895,233693],[9507,40721,167351,232778],[9536,40880,113525,168766],[10412,43413,174485,239664],[10574,43895,174942,241466],[10592,43947,119522,176289],[12054,48201,127175,184967],[12072,48253,81349,127437],[12540,49501,189117,256055],[12663,49720,131452,256411],[12675,49740,84865,189544],[12998,50488,86144,191397],[13374,30025,192102,268200],[13403,30054,133929,200403],[14214,53875,197797,265664],[14376,54357,198254,267466],[14394,54409,138902,199601],[15622,57653,205917,274543],[15640,57705,145417,206179],[15862,58283,146984,276479],[15874,58303,96949,207908],[17752,63347,154435,217073],[17875,63566,102878,217429],[17887,63169,63586,154862],[18327,64597,220446,290548],[18527,65116,158809,291585],[18602,40172,65228,112088],[18689,65375,106653,222112],[18806,40376,221546,300720],[19604,41174,224748,303922],[19622,41192,161593,233391],[20739,70270,230765,301257],[20757,70322,166879,231027],[20979,70900,168446,303193],[20991,70920,114103,232756],[22515,74620,239215,309979],[22638,74839,174614,310335],[22650,74859,119223,239642],[22973,75607,120502,241495],[24835,80608,126203,183802],[25473,81687,127017,251393],[25548,48948,81799,129166],[25635,81489,81946,184996],[25752,49152,252801,326100],[26186,83067,254724,326637],[26204,83119,187894,254986],[26442,53616,83708,137446],[26552,53726,83846,137584],[26790,53964,255834,336714],[26808,53982,188965,265063],[29191,89492,265215,336935],[29314,89711,197926,337291],[29326,89731,138603,265642],[29649,90479,139882,267495],[31630,94822,205759,346005],[31792,95081,145557,274572],[34693,101769,101956,216293],[35423,64338,103097,156577],[35533,64448,103235,156715],[35771,64686,288299,362137],[35789,64704,218500,289947],[36198,104432,290099,362358],[36321,104651,220575,362714],[36333,104671,157734,290526],[36725,70089,290805,371939],[36755,70119,105522,165888],[40097,111976,230607,372719],[40259,112235,167019,301286],[47084,80759,126380,184158],[47269,126630,323115,395008],[48020,82886,323912,396950],[48050,82916,127725,186903],[48873,129054,254566,397730],[49035,129313,188034,326666],[62383,102189,359093,429190],[62523,154050,286862,429311]
   ]
cell #405 :
  |C| = 175
  W-rep = phi[[3, 1],[3]]+phi[[2, 1],[4]]
  special rep = phi[[3, 1],[3]] , dim = 105
  orbit = [6, 6, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [38184],[38758],[38788],[48649],[48679],[49893],[51229],[51766],[51971],[58931],[63739],[63892],[64097],[65526],[67792],[71548],[75012],[76348],[80701],[82097],[82309],[83767],[89884],[91220],[95232],[102064],[103156],[104824],[112386],[118125],[126439],[129464],[137505],[156636],[184217],
     [10015,116667],[10079,116455],[13817,136047],[13881,135835],[14756,140968],[15081,93598],[15091,142060],[15166,93445],[19568,161256],[19873,162430],[20198,110752],[20208,163522],[20283,110599],[21492,115059],[21502,169601],[21892,73768],[21922,73798],[23792,179209],[23856,178997],[25960,186490],[27699,191318],[27774,133398],[28168,134439],[28178,192913],[28568,88640],[28598,88670],[30291,59505],[30321,59535],[30817,93803],[32671,208206],[32976,209380],[33301,149656],[33311,210472],[33386,149503],[36034,156300],[36044,218888],[37051,221333],[39284,110957],[41138,233054],[41304,76885],[41509,77090],[42672,236588],[44411,241416],[44486,176560],[44880,177601],[44890,243011],[45280,122998],[45310,123028],[48346,252588],[53134,262588],[54873,267416],[54948,199872],[55175,97498],[56781,203250],[56791,271348],[57798,273793],[60031,149861],[69398,228098],[69408,298062],[70415,300507],[73465,306512],[78253,316512],[83212,325887],[88337,333468],[99104,280558],[99114,352482],[108376,366333],[122695,387392],[147280,418793],[168742,443641]
   ]
cell #406 :
  |C| = 105
  W-rep = phi[[3, 2],[2]]
  special rep = phi[[3, 2],[2]] , dim = 105
  orbit = [6, 4, 4]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [3213],[5183],[5355],[6770],[7826],[8220],[8274],[8513],[9499],[10404],[10576],[12002],[12056],[12596],[12664],[14206],[14378],[15176],[15570],[15624],[15863],[17808],[17876],[18319],[18528],[18564],[20293],[20687],[20741],[20980],[21977],[22031],[22571],[22639],[25474],[25510],[26134],[26188],[26454],[27784],[28653],[28707],[29247],[29315],[30911],[31631],[31667],[33396],[34694],[35331],[35435],[36254],[36322],[38239],[38293],[39378],[40098],[40134],[42222],[43166],[44496],[45365],[45419],[47096],[47839],[48874],[48910],[50400],[51323],[52684],[53628],[54958],[58986],[59040],[60125],[62524],[63131],[64350],[66134],[67205],[71603],[71657],[75519],[76442],[77803],[80771],[81037],[84827],[90391],[91314],[95840],[96911],[101877],[105331],[106201],[112994],[114065],[119185],[130072],[138565],[145105],[157696],[166567],[187582],[216802]
   ]
cell #407 :
  |C| = 175
  W-rep = phi[[3, 1],[3]]+phi[[2, 1],[4]]
  special rep = phi[[3, 1],[3]] , dim = 105
  orbit = [6, 6, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [13294],[13570],[18142],[18782],[19484],[19853],[23269],[25728],[25940],[26754],[27996],[28146],[29945],[31885],[32587],[35735],[35862],[36012],[36717],[38577],[40352],[41054],[43466],[47198],[48012],[48468],[49128],[53928],[57464],[62375],[62443],[64650],[70081],[82878],[102181],
     [2252,56482],[3496,69099],[3882,73131],[3909,42440],[5520,86346],[5766,88003],[5793,52902],[6205,92081],[6373,56609],[6383,31245],[7053,98805],[8734,108042],[8761,67423],[8934,109235],[9102,69226],[9112,39712],[9758,72317],[9768,23545],[9995,42652],[9998,73587],[10741,120704],[10987,122361],[11014,78021],[12257,128708],[12745,130755],[13560,87189],[13797,53114],[13800,88459],[14543,140084],[14736,32956],[14739,92149],[15059,56759],[16084,146946],[16111,97129],[16284,148139],[16452,98932],[16462,60459],[17957,155661],[18132,104183],[19856,109303],[20176,69376],[21201,168408],[21228,114283],[21320,44708],[21470,44858],[22232,171870],[22720,173917],[23535,121547],[23772,78233],[23775,122817],[25943,128776],[28908,195182],[29396,197229],[30110,59324],[31060,202611],[31235,143087],[32959,148207],[33279,99082],[36403,219878],[39527,227459],[39702,164549],[42655,171938],[45620,245280],[51472,258860],[53117,195250],[60274,279919],[60449,211499],[76591,312784],[78236,245348],[91463,339740]
   ]
cell #408 :
  |C| = 105
  W-rep = phi[[4, 2, 1],[]]+phi[[4],[2, 1]]
  special rep = phi[[4],[2, 1]] , dim = 70
  orbit = [8, 4, 1, 1]
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 70
     35 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [7198],[10761],[11242],[11254],[15859],[16134],[16146],[16733],[22366],[22735],[22800],[22957],[29042],[31075],[31780],[31947],[31987],[39542],[42335],[43316],[43555],[43558],[45754],[52797],[56332],[57581],[57875],[60289],[61894],[68949],[73248],[77916],[88120],[98655],[122478],
     [4767,26423],[5540,14563],[7544,36483],[7701,36640],[8509,20976],[8784,21251],[8796,21263],[11491,47344],[11658,49190],[11698,49230],[12760,29411],[12825,29476],[12982,29633],[17139,62575],[17179,62615],[17378,64739],[17381,64742],[17972,36418],[18677,40247],[18844,40414],[18884,40454],[24726,80835],[24729,80838],[25023,83289],[25623,49023],[26604,53778],[26843,54017],[26846,54020],[34420,101678],[34568,102204],[35585,64500],[36834,70198],[37128,70492],[46810,126129],[48129,82995]
   ]
cell #409 :
  |C| = 105
  W-rep = phi[[4, 2, 1],[]]+phi[[4],[2, 1]]
  special rep = phi[[4],[2, 1]] , dim = 70
  orbit = [8, 4, 1, 1]
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 70
     35 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [4381],[6878],[7189],[7191],[10447],[10752],[10754],[11161],[15413],[15534],[15689],[15691],[20530],[22096],[22492],[22532],[22590],[28772],[30930],[31596],[31599],[31682],[33633],[39397],[42237],[43139],[43233],[45484],[46707],[52699],[56249],[60144],[68866],[77818],[98572],
     [3321,9607],[5226,14249],[5531,14554],[5533,14556],[7869,18362],[8184,20651],[8339,20806],[8341,20808],[11966,26098],[12121,26253],[12123,26255],[12517,29168],[12557,29208],[12615,29266],[17237,34843],[17729,36175],[17769,36215],[17827,36273],[18493,40063],[18496,40066],[18579,40149],[24812,47246],[24852,47286],[25439,48839],[25442,48842],[25525,48925],[26427,53601],[26521,53695],[34659,62489],[34662,62492],[35408,64323],[35502,64417],[46829,80313],[47069,80744],[62044,101659]
   ]
cell #410 :
  |C| = 154
  W-rep = phi[[4, 1, 1],[1]]+phi[[4, 1],[1, 1]]
  special rep = phi[[4, 1],[1, 1]] , dim = 84
  orbit = [8, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     14 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [61624],[76826],[79585],[97289],[100700],[118727],[120879],[124920],[144989],[147451],[173437],[174034],[204893],[238287],
     [19307,38358],[25298,47858],[27292,51342],[32410,59105],[34530,62181],[35197,63146],[37403,66153],[37630,67220],[40877,71722],[44004,76461],[46924,80412],[47545,81147],[47677,81458],[50266,84842],[50571,86113],[51707,91698],[54466,91333],[58150,95859],[58377,96926],[62107,101705],[62824,102531],[65840,106311],[65972,106622],[67583,114443],[70767,113013],[70994,114080],[75385,119200],[75690,120471],[80262,126080],[81073,126953],[83564,130091],[84369,138107],[84520,131105],[86521,140259],[90257,138580],[90562,139851],[95546,145215],[95678,145526],[103758,157238],[105197,157711],[106085,166451],[106237,158745],[108547,168913],[112700,166677],[112832,166988],[118878,174267],[128288,187466],[129778,187692],[129910,188003],[130275,196749],[130872,197346],[138258,197579],[145141,205695],[154260,216912],[155181,219398],[155778,219995],[157389,220228],[157943,229741],[166603,230543],[184041,251067],[184399,251238],[185329,253700],[187618,254502],[188189,264287],[216514,286682],[216838,286798],[217724,289171],[250599,322591],[250779,322887],[286237,358909]
   ]
cell #411 :
  |C| = 105
  W-rep = phi[[4],[2, 1]]+phi[[1],[5, 1]]
  special rep = phi[[4],[2, 1]] , dim = 70
  orbit = [8, 4, 1, 1]
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 70
     35 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [29111],[38937],[39982],[48828],[52030],[52179],[53488],[64156],[64305],[67837],[68025],[68262],[82354],[82542],[82779],[86822],[86861],[87058],[102109],[103816],[103855],[104052],[108867],[108902],[126528],[126567],[128340],[128375],[133981],[153907],[153942],[155842],[183703],[184043],[216202],
     [11223,46318],[15475,57360],[16802,34248],[20592,69977],[22102,73947],[22435,45823],[24274,46563],[24480,79925],[28778,88819],[30470,59684],[30876,93862],[31515,60729],[33695,99683],[33970,61685],[39343,111016],[41568,77149],[41717,77298],[42153,116900],[43026,78607],[45490,123177],[52615,136280],[55220,97543],[55408,97731],[55645,97968],[56153,142956],[60090,149920],[68770,164418],[71950,121180],[71989,121219],[72186,121416],[77734,179442],[91713,147771],[91748,147806],[98476,211368],[114601,177143]
   ]
cell #412 :
  |C| = 189
  W-rep = phi[[3],[3, 1]]+phi[[2],[4, 1]]
  special rep = phi[[3],[3, 1]] , dim = 105
  orbit = [6, 6, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     21 tau_infinity subcells with 1 member(s)
     84 tau_infinity subcells with 2 member(s)
  subcells = [
     [29086],[38912],[39939],[48803],[52026],[52136],[64152],[64262],[67822],[68023],[82339],[82540],[86820],[87060],[102094],[103814],[104054],[108904],[126526],[128377],[153944],
     [7178,61046],[10282,74194],[11192,78777],[11219,46083],[14084,89066],[15219,93968],[15444,94086],[15471,57125],[16777,34223],[16927,153134],[20336,111122],[20561,111240],[20588,69742],[21596,115159],[21941,116697],[22098,73922],[22410,45798],[24059,123424],[24231,46520],[24449,182976],[24476,125796],[28272,134539],[28617,136077],[28774,88794],[30340,140998],[30445,59659],[30832,142718],[30872,93858],[31472,60686],[33439,150026],[33664,150144],[33691,99448],[33884,213281],[36138,156400],[38807,162460],[39299,164180],[39339,111012],[41524,169688],[41564,77145],[41674,77255],[42151,116898],[42154,171539],[42940,237444],[44984,177701],[45329,179239],[45486,123152],[48698,186520],[51986,193000],[52613,136278],[52616,194851],[53402,263444],[55205,97528],[55406,97729],[55409,200894],[56155,142958],[56885,203350],[59554,209410],[60046,211130],[60086,149916],[64112,218975],[68026,225742],[68772,164420],[69502,228198],[71948,121178],[72188,121418],[73817,236618],[77105,243098],[77732,179440],[77735,244949],[78521,317368],[82543,253261],[88689,262618],[91750,147808],[93818,271435],[97732,278202],[98478,211370],[99208,280658],[101403,358056],[110972,298149],[116901,307185],[123047,316542],[136281,334141],[149876,352569],[179443,388065]
   ]
cell #413 :
  |C| = 154
  W-rep = phi[[4, 1, 1],[1]]+phi[[4, 1],[1, 1]]
  special rep = phi[[4, 1],[1, 1]] , dim = 84
  orbit = [8, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     14 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [16889],[23381],[24393],[32749],[34129],[43544],[44589],[46404],[57857],[59166],[74661],[75086],[94871],[118061],
     [3253,19313],[4733,48256],[5395,27238],[6810,32416],[7320,101966],[7639,63576],[8475,36961],[8559,37546],[9539,40883],[10616,43950],[11411,126410],[11742,81697],[11811,81933],[12920,49730],[13041,50475],[13406,30057],[14418,54412],[15825,57708],[15909,58293],[17049,153797],[17482,103127],[18928,65126],[18997,65362],[19646,41216],[20942,70325],[21026,70910],[22895,74849],[23016,75594],[24570,183689],[25110,127610],[26389,83122],[26832,54006],[26947,83738],[27877,55051],[29571,89721],[29692,90466],[32031,94832],[32100,95068],[35813,64728],[36578,104661],[37110,70474],[37215,105407],[38419,71783],[40498,111986],[40567,112222],[43659,118096],[48405,83271],[49274,129064],[49343,129300],[49542,89533],[49967,89958],[54121,137476],[57962,144311],[62659,154060],[63388,104473],[63813,104898],[64843,156607],[65165,112025],[70579,165773],[80649,126671],[80939,184188],[81736,129103],[83376,186788],[83703,137441],[102005,154099],[102291,216628],[103092,156572],[126144,250580],[126375,184153],[153537,216216]
   ]
cell #414 :
  |C| = 175
  W-rep = phi[[3, 1],[3]]+phi[[2, 1],[4]]
  special rep = phi[[3, 1],[3]] , dim = 105
  orbit = [6, 6, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [67182],[68071],[82588],[84233],[86024],[87065],[96888],[103622],[104059],[105913],[108909],[109168],[114042],[118591],[120382],[128116],[128382],[128641],[130238],[134022],[137971],[139762],[144817],[153949],[155144],[155883],[157102],[166279],[173400],[184004],[184084],[187294],[196712],[219361],[251030],
     [22077,171278],[28753,194590],[30867,202094],[31041,142526],[38339,224410],[39334,226942],[39508,163988],[41559,234102],[42183,171544],[42199,116946],[45465,244688],[51279,258343],[51453,191784],[52021,260102],[52645,194856],[52661,136326],[55438,200899],[55454,97777],[56160,142963],[56188,202833],[59086,276870],[60081,279402],[60255,210938],[64147,288722],[65576,291222],[68055,225747],[68777,164425],[68805,227681],[71703,303584],[72193,121423],[72221,234182],[73064,171803],[76398,312267],[76572,241882],[77140,314026],[77764,244954],[77780,179488],[82147,324329],[82572,253266],[87093,260182],[87936,195115],[91270,339223],[91444,267882],[91755,147813],[92014,148072],[93853,343142],[95282,345642],[97761,278207],[98483,211375],[98511,280141],[104087,288802],[111007,369856],[112436,372356],[114642,177184],[116505,378253],[116930,307190],[121451,314106],[122294,245213],[129514,397367],[135885,404253],[136310,334146],[142991,343222],[149911,422316],[161306,435197],[164453,369936],[179047,454351],[179472,388070],[208256,482147],[211403,422396],[233104,503609]
   ]
cell #415 :
  |C| = 189
  W-rep = phi[[3],[3, 1]]+phi[[2],[4, 1]]
  special rep = phi[[3],[3, 1]] , dim = 105
  orbit = [6, 6, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     21 tau_infinity subcells with 1 member(s)
     84 tau_infinity subcells with 2 member(s)
  subcells = [
     [53253],[68188],[69524],[82705],[87127],[87222],[104121],[104216],[108931],[109172],[128404],[128645],[134026],[134293],[153971],[155887],[156154],[162003],[184088],[186063],[216562],
     [16724,151290],[22357,172626],[24096,180667],[24171,124242],[29033,195938],[31066,143120],[31337,203586],[31412,143728],[33735,101254],[39533,164582],[39804,228434],[39879,165190],[41658,234315],[42209,171566],[42446,117063],[42791,78372],[45745,246036],[45865,125578],[52120,260315],[52671,194878],[52908,136443],[55464,200921],[55571,97894],[56197,202837],[56222,143025],[56907,99230],[60280,211532],[60551,280894],[60626,212140],[61885,285514],[64246,288935],[68081,225769],[68814,227685],[68839,164487],[72230,234186],[72255,121485],[72350,121580],[73068,171807],[73096,236161],[77239,314239],[77790,244976],[78027,179605],[79992,321340],[80067,249970],[82598,253288],[87102,260186],[87940,195119],[87968,262161],[91777,147835],[92018,148076],[92046,269022],[93000,203104],[93952,343355],[97787,278229],[98520,280145],[98545,211437],[100121,354927],[104096,288806],[109200,295736],[110154,227952],[111106,370069],[114646,177188],[114913,177455],[116956,307212],[117570,379811],[121460,314110],[122298,245217],[122326,316085],[128673,324961],[136336,334168],[136950,405811],[140541,208953],[143000,343226],[148104,350156],[149058,280412],[150010,422529],[164462,369940],[171835,378885],[179498,388092],[180112,455909],[195147,404885],[211412,422400],[215692,490591],[245245,454983]
   ]
cell #416 :
  |C| = 175
  W-rep = phi[[3, 1],[3]]+phi[[2, 1],[4]]
  special rep = phi[[3, 1],[3]] , dim = 105
  orbit = [6, 6, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [86079],[87120],[87147],[104114],[104141],[105968],[107978],[108919],[109171],[120437],[128171],[128392],[128644],[130691],[134025],[139817],[144872],[146882],[153959],[155597],[155886],[157914],[166334],[168344],[173853],[184087],[185300],[187349],[197165],[204864],[216485],[219814],[229712],[253671],[286653],
     [31046,202547],[31126,202836],[39513,227395],[39593,227684],[41608,234185],[42204,235398],[42418,171333],[42520,171554],[51458,258796],[52070,260185],[52666,261398],[52880,194645],[52982,194866],[55459,268945],[55510,200909],[56215,143018],[56567,143045],[60260,279855],[60340,280144],[64196,288805],[67187,293863],[67401,224465],[68076,295659],[68127,225757],[68832,164480],[69184,164507],[72248,121478],[72275,121505],[73067,171806],[76577,312720],[77189,314109],[77785,315322],[77999,244743],[78101,244964],[82593,324884],[82644,253276],[84238,327341],[87939,195118],[91449,339676],[91765,147823],[92017,148075],[93902,343225],[96893,348283],[97107,276925],[97782,350079],[97833,278217],[98538,211430],[98890,211457],[103627,360491],[111056,369939],[114047,374997],[114261,303639],[114645,177187],[116951,378808],[117002,307200],[118596,381265],[122297,245216],[136331,404808],[136382,334156],[137976,407265],[142531,412951],[149960,422399],[157107,431428],[163993,437799],[179493,454906],[179544,388080],[191789,467008],[210943,484749],[241887,510170],[267887,529550]
   ]
cell #417 :
  |C| = 175
  W-rep = phi[[3, 1],[3]]+phi[[2, 1],[4]]
  special rep = phi[[3, 1],[3]] , dim = 105
  orbit = [6, 6, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [67175],[68064],[68093],[82581],[82610],[84226],[86023],[86827],[87064],[96881],[103615],[103821],[104058],[105912],[108908],[114035],[118584],[120381],[126533],[128115],[128381],[130237],[137964],[139761],[144816],[153948],[155143],[157095],[166278],[173399],[184003],[187293],[196711],[219360],[251029],
     [22057,171277],[22133,171543],[28733,194589],[28809,194855],[30371,200898],[30862,202093],[31013,142519],[31114,142725],[38319,224409],[38838,225746],[39329,226941],[39480,163981],[39581,164187],[41554,234101],[41596,169695],[42192,116939],[42486,116968],[45445,244687],[45521,244953],[48729,253265],[51274,258342],[51425,191777],[52016,260101],[52058,193007],[52654,136319],[52948,136348],[55447,97770],[55476,97799],[56159,142962],[59066,276869],[59585,278206],[60076,279401],[60227,210931],[60328,211137],[64142,288721],[64184,218982],[65571,291221],[68776,164424],[71683,303583],[71955,121185],[72192,121422],[73848,307189],[76393,312266],[76544,241875],[77135,314025],[77177,243105],[77773,179481],[78067,179510],[82142,324328],[88720,334145],[91265,339222],[91416,267875],[91754,147812],[93848,343141],[93890,271442],[95277,345641],[98482,211374],[111002,369855],[111044,298156],[112431,372355],[116500,378252],[123078,388069],[129509,397366],[135880,404252],[149906,422315],[149948,352576],[161301,435196],[179042,454350],[208251,482146],[233099,503608]
   ]
cell #418 :
  |C| = 105
  W-rep = phi[[3, 2],[2]]
  special rep = phi[[3, 2],[2]] , dim = 105
  orbit = [6, 4, 4]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [8643],[12710],[13160],[15993],[17922],[18609],[18732],[19317],[21110],[22685],[23135],[25555],[25678],[26559],[26706],[29361],[29811],[31025],[31712],[31835],[32420],[35540],[35687],[36368],[36705],[36744],[39492],[40179],[40302],[40887],[42267],[42390],[43271],[43418],[48000],[48039],[48955],[49078],[49474],[51437],[52729],[52852],[53733],[53880],[56287],[57452],[57491],[60239],[62363],[63176],[63320],[64455],[64602],[67250],[67373],[68904],[70069],[70108],[73158],[74593],[76556],[77848],[77971],[80581],[81496],[82866],[82905],[84872],[86151],[88030],[89465],[91428],[96956],[97079],[98610],[102169],[102867],[104405],[106660],[108069],[114110],[114233],[119230],[120509],[122388],[126603],[126911],[131441],[138610],[139889],[145564],[146973],[153757],[157741],[158703],[167026],[168435],[174603],[188041],[197915],[205653],[220564],[230501],[254460],[286756]
   ]
cell #419 :
  |C| = 105
  W-rep = phi[[3, 2],[2]]
  special rep = phi[[3, 2],[2]] , dim = 105
  orbit = [6, 4, 4]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [67166],[84217],[86052],[96872],[103606],[105700],[105941],[107975],[114026],[118575],[120410],[127903],[128144],[130457],[130688],[137955],[139790],[142510],[144604],[144845],[146879],[155363],[155594],[157086],[157911],[158060],[163972],[166066],[166307],[168341],[171065],[171306],[173619],[173850],[185297],[185446],[187081],[187322],[188208],[191768],[194377],[194618],[196931],[197162],[202313],[204861],[205010],[210922],[216482],[217607],[217743],[219580],[219811],[224197],[224438],[227161],[229709],[229858],[235544],[238306],[241866],[244475],[244716],[250798],[251908],[253668],[253817],[256589],[258562],[261544],[264306],[267866],[276657],[276898],[279621],[286650],[287419],[289190],[292100],[294009],[303371],[303612],[310513],[312486],[315468],[322906],[323208],[328107],[337469],[339442],[346520],[348429],[359009],[362892],[363654],[373234],[375143],[382031],[398245],[408031],[416114],[432194],[440962],[463881],[491803]
   ]
cell #420 :
  |C| = 140
  W-rep = phi[[3, 3],[1]]+phi[[3, 1],[3]]
  special rep = phi[[3, 1],[3]] , dim = 105
  orbit = [6, 6, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     70 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [31056],[31776],[39523],[42331],[42422],[43304],[51468],[52793],[52884],[56219],[56320],[57437],[57571],[60270],[67405],[68836],[68937],[72252],[73104],[73238],[74601],[76587],[77912],[78003],[86083],[87124],[87976],[88110],[91459],[92054],[93034],[97111],[98542],[98643],[104118],[105972],[109208],[110188],[114265],[114947],[120441],[121482],[122334],[122468],[128175],[128681],[134327],[139821],[143022],[144876],[148112],[149092],[156188],[164484],[166338],[171337],[171843],[177489],[187353],[194649],[195155],[203138],[211434],[224469],[227986],[244747],[245253],[276929],[280446],[303643],
     [8730,67314],[12741,84936],[13276,86184],[16080,97020],[17953,63240],[18673,40243],[18764,106693],[21197,114174],[22716,119294],[23251,120542],[25619,49019],[25710,81529],[26491,131017],[26592,53766],[29392,138674],[29927,139922],[31867,145597],[35472,102443],[35573,64488],[36399,157805],[36690,70054],[36824,70188],[40334,167059],[43203,174179],[47133,126346],[47985,82851],[48119,82985],[49110,188074],[49482,89473],[53665,197491],[62348,102154],[63328,104413],[64387,220140],[80589,126611],[80808,251150]
   ]
cell #421 :
  |C| = 105
  W-rep = phi[[3, 2],[2]]
  special rep = phi[[3, 2],[2]] , dim = 105
  orbit = [6, 4, 4]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [102947],[108015],[108149],[126919],[130728],[131521],[132987],[146919],[147053],[153765],[154313],[155634],[158138],[158403],[158711],[168381],[168515],[173890],[174683],[176149],[183859],[185524],[185789],[188447],[188995],[197202],[197995],[199461],[202584],[205088],[205353],[205661],[217982],[219851],[220644],[220975],[227432],[229936],[230201],[230509],[235622],[235887],[238545],[239093],[252230],[253895],[254160],[254468],[258833],[261622],[261887],[264545],[265093],[270442],[273435],[279892],[286764],[287497],[289429],[289977],[294087],[294352],[297156],[300149],[306154],[312757],[315546],[315811],[322993],[323716],[325529],[328185],[330117],[333110],[339713],[348507],[348772],[351576],[358964],[359879],[364162],[365975],[375221],[375486],[382109],[384041],[387034],[395116],[399357],[408109],[410041],[416622],[418435],[432272],[432946],[441470],[443283],[449455],[464389],[472767],[479896],[494103],[501358],[520844],[543671]
   ]
cell #422 :
  |C| = 126
  W-rep = phi[[3, 3, 1],[]]+phi[[3],[3, 1]]
  special rep = phi[[3],[3, 1]] , dim = 105
  orbit = [6, 6, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     84 tau_infinity subcells with 1 member(s)
     21 tau_infinity subcells with 2 member(s)
  subcells = [
     [16854],[23346],[24186],[24350],[31427],[31906],[32706],[33841],[39894],[42461],[42897],[43356],[43501],[45902],[52923],[53359],[56372],[56517],[56944],[57471],[57578],[60641],[68989],[69134],[69561],[72387],[73138],[73245],[74608],[74756],[78042],[78478],[80082],[87259],[88010],[88117],[92088],[93041],[93189],[94811],[98695],[98840],[99267],[101360],[104253],[109242],[110195],[110343],[114954],[116034],[121617],[122368],[122475],[125615],[128715],[134334],[135414],[140849],[143157],[148146],[149099],[149247],[151327],[156195],[162311],[164619],[171877],[172663],[177496],[178576],[186371],[195189],[195975],[203145],[209261],[211569],[227993],[236469],[245287],[246073],[262469],[280453],[285551],[316393],
     [13371,30022],[18803,40373],[19603,41173],[25749,49149],[26644,53818],[26789,53963],[35625,64540],[35770,64685],[36724,70088],[36831,70195],[48019,82885],[48126,82992],[49489,89480],[49637,89628],[62382,102188],[63335,104420],[63483,104568],[65105,111965],[80596,126618],[81676,129043],[101945,154039]
   ]
cell #423 :
  |C| = 154
  W-rep = phi[[4, 1, 1],[1]]+phi[[4, 1],[1, 1]]
  special rep = phi[[4, 1],[1, 1]] , dim = 84
  orbit = [8, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     14 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [79730],[97434],[100798],[120977],[125003],[145707],[147534],[152188],[174776],[176850],[205691],[206288],[239163],[274029],
     [17562,63244],[24677,80432],[25200,81541],[27027,84940],[27437,51487],[34510,101776],[35062,102551],[35114,102957],[37305,106705],[37728,67318],[43739,119298],[44149,76606],[46880,126165],[47525,127024],[50131,131125],[50183,131531],[50654,86196],[54201,138678],[54611,91478],[58052,145609],[58475,97024],[62022,153518],[62780,154397],[64923,157809],[65820,158816],[66424,108159],[67728,114588],[70669,167071],[71092,114178],[75250,174287],[75302,174693],[75773,120554],[81639,188184],[83466,188086],[84476,189079],[86619,140357],[90122,197599],[90174,198005],[90645,139934],[95526,205766],[96130,147063],[103040,220737],[105062,220248],[105114,220654],[106803,167169],[108630,168996],[112680,230614],[113284,168525],[118834,239177],[126808,251258],[126949,254498],[127546,255095],[129758,254573],[131614,198088],[133688,200162],[138214,265177],[153795,286794],[154240,286869],[154383,290047],[157345,290061],[158741,230539],[159338,231136],[183929,323063],[184355,323077],[184453,326123],[189065,265163],[216231,358920],[216338,359259],[221569,300743],[250564,394581]
   ]
cell #424 :
  |C| = 105
  W-rep = phi[[3, 2],[2]]
  special rep = phi[[3, 2],[2]] , dim = 105
  orbit = [6, 4, 4]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [13284],[18772],[19487],[23259],[25718],[26571],[26757],[27667],[29935],[31875],[32590],[35552],[35738],[36800],[37019],[40342],[41057],[42430],[43283],[43469],[44379],[48095],[48314],[49118],[49515],[49550],[52892],[53745],[53931],[54841],[56299],[56485],[57547],[57766],[63361],[63396],[64467],[64653],[65098],[67413],[68916],[69102],[70164],[70383],[73214],[74634],[74669],[78011],[80622],[81508],[81669],[82961],[83180],[86163],[86349],[88086],[89506],[89541],[93102],[94804],[97119],[98622],[98808],[101938],[102923],[104446],[104481],[106672],[108125],[110256],[111958],[114273],[120521],[120707],[122444],[126644],[127365],[129036],[131497],[133055],[139901],[140087],[145576],[147029],[149160],[154032],[154354],[159157],[167038],[168491],[174659],[176217],[183900],[188053],[189036],[197971],[199529],[206107],[220620],[230955],[239134],[254914],[265134],[290018],[323034]
   ]
cell #425 :
  |C| = 105
  W-rep = phi[[3, 2],[2]]
  special rep = phi[[3, 2],[2]] , dim = 105
  orbit = [6, 4, 4]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [27694],[37046],[38177],[44406],[48341],[49709],[49886],[51228],[54868],[57793],[58924],[63555],[63732],[65344],[65525],[70410],[71541],[73460],[74828],[75005],[76347],[81915],[82096],[83207],[83766],[83909],[88332],[89700],[89877],[91219],[93261],[93438],[95050],[95231],[103155],[103298],[104640],[104817],[105440],[108371],[110415],[110592],[112204],[112385],[116273],[118124],[118267],[122690],[126438],[127524],[127643],[129282],[129463],[133214],[133391],[135653],[137504],[137647],[142202],[144344],[147275],[149319],[149496],[153830],[154978],[156635],[156778],[159316],[161074],[163664],[165806],[168737],[176376],[176553],[178815],[184216],[185059],[186821],[189660],[191460],[199688],[199865],[206266],[208024],[210614],[216661],[216993],[222175],[231114],[232872],[239758],[241558],[250748],[255073],[255975],[265758],[267558],[274635],[290642],[301349],[309899],[326729],[336855],[362278],[394928]
   ]
cell #426 :
  |C| = 105
  W-rep = phi[[3, 2],[2]]
  special rep = phi[[3, 2],[2]] , dim = 105
  orbit = [6, 4, 4]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [47862],[51259],[51346],[62755],[65556],[66157],[67160],[76378],[76465],[80530],[80992],[82127],[83984],[84211],[84451],[91250],[91337],[95262],[95863],[96866],[101832],[103373],[103600],[105694],[106156],[112416],[113017],[114020],[116485],[118342],[118569],[118809],[127897],[129494],[130095],[130406],[135865],[137722],[137949],[138189],[142277],[142504],[144598],[145060],[155312],[156853],[157080],[157320],[161286],[163739],[163966],[166060],[166522],[171059],[173568],[179027],[184330],[185134],[187075],[187537],[191535],[191762],[194371],[196880],[202262],[208236],[210689],[210916],[216757],[217601],[219529],[222250],[224191],[227110],[233084],[241633],[241860],[244469],[250676],[251857],[256583],[258511],[267633],[267860],[274710],[276651],[279570],[287023],[292049],[301424],[303365],[310507],[312435],[326804],[327711],[337463],[339391],[346469],[362886],[373183],[381635],[398194],[407635],[431798],[461778]
   ]
cell #427 :
  |C| = 189
  W-rep = phi[[3],[3, 1]]+phi[[2],[4, 1]]
  special rep = phi[[3],[3, 1]] , dim = 105
  orbit = [6, 6, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     21 tau_infinity subcells with 1 member(s)
     84 tau_infinity subcells with 2 member(s)
  subcells = [
     [89260],[109514],[111670],[128987],[134382],[134644],[156243],[156505],[162052],[162284],[186112],[186344],[192576],[192843],[216611],[218551],[218818],[225329],[250906],[252848],[286530],
     [34036,151804],[43092,173140],[46224,181333],[46278,124694],[53554,196452],[56551,203455],[57266,204252],[57320,144180],[61240,101044],[61751,215091],[69168,228303],[69883,229100],[69937,165642],[72499,234410],[73151,236210],[73519,172149],[74388,123618],[78673,246550],[79207,125313],[79831,248968],[79885,182787],[87371,260410],[88023,262210],[88391,195461],[92101,269071],[92360,148418],[93043,271011],[93089,203193],[94516,150574],[98874,280763],[99589,281560],[99643,212592],[100509,282584],[104365,289030],[109255,295785],[110197,297725],[110243,228041],[114956,304830],[115002,177544],[115264,177806],[116007,236442],[116032,306772],[117958,308007],[121729,314334],[122381,316134],[122749,245559],[128728,325010],[134336,331786],[135387,262442],[135412,333728],[137338,334963],[140590,209002],[140822,209234],[140847,340950],[141990,271278],[143269,343450],[148159,350205],[149101,352145],[149147,280501],[152793,427869],[156197,361091],[162309,367664],[163452,297992],[164731,370164],[169264,242674],[169531,242941],[171890,378934],[177498,385710],[178549,316366],[178574,387652],[180500,388887],[186369,396520],[195202,404934],[200481,277789],[203147,413551],[209259,420124],[210402,352412],[211681,422624],[227995,438399],[236467,446618],[245300,455032],[262467,469930],[280455,485349],[316391,513092]
   ]
cell #428 :
  |C| = 189
  W-rep = phi[[3],[3, 1]]+phi[[2],[4, 1]]
  special rep = phi[[3],[3, 1]] , dim = 105
  orbit = [6, 6, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     21 tau_infinity subcells with 1 member(s)
     84 tau_infinity subcells with 2 member(s)
  subcells = [
     [88871],[109390],[111187],[128863],[134462],[134486],[156323],[156347],[162029],[162385],[186089],[186445],[192585],[192949],[216588],[218560],[218924],[225340],[250915],[252859],[286541],
     [33870,213228],[42926,237391],[45910,246809],[46061,181126],[53388,263391],[56871,203297],[56952,271820],[57103,204045],[60851,152939],[69488,228145],[69569,298534],[69720,228893],[72395,304953],[73614,236187],[73900,172025],[73999,123229],[78507,317315],[78724,182923],[87267,331909],[88486,262187],[88772,195337],[92176,269048],[92236,148294],[93603,271020],[93621,203273],[94033,150091],[99194,280605],[99275,352954],[99426,281353],[101389,358003],[104261,361214],[109330,295762],[110757,297734],[110775,228121],[115064,304839],[115082,177624],[115106,177648],[116622,236543],[116662,306783],[121625,385833],[122844,316111],[123130,245435],[125623,393146],[125774,321799],[128803,324987],[134444,331795],[136002,262543],[136042,333739],[140567,208979],[140923,209335],[140963,340961],[142667,271384],[143165,413674],[148234,350182],[149661,352154],[149679,280581],[151335,424815],[156305,361100],[162425,367675],[164129,298098],[164627,438522],[169273,242683],[169637,243047],[171965,378911],[172671,447464],[177606,385719],[179164,316467],[179204,387663],[186485,396531],[195277,404911],[195983,470776],[200492,277800],[203255,413560],[209375,420135],[211079,352518],[211577,485472],[228103,438408],[236583,446629],[245375,455009],[246081,513938],[262583,469941],[280563,485358],[285559,542512],[316507,513103]
   ]
cell #429 :
  |C| = 189
  W-rep = phi[[3],[3, 1]]+phi[[2],[4, 1]]
  special rep = phi[[3],[3, 1]] , dim = 105
  orbit = [6, 6, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     21 tau_infinity subcells with 1 member(s)
     84 tau_infinity subcells with 2 member(s)
  subcells = [
     [137159],[162702],[165390],[186762],[193041],[193244],[219016],[219219],[225376],[225705],[252895],[253224],[259801],[260141],[286577],[288421],[288761],[295376],[322837],[324601],[359123],
     [61354,213848],[74502,238011],[79252,247563],[79375,181697],[89374,264011],[94011,271679],[94561,272574],[94684,204616],[100330,152614],[101158,284785],[111165,298393],[111715,299288],[111838,229464],[115309,305048],[116712,306819],[117137,236860],[117779,180321],[123732,317935],[124442,182535],[125358,320601],[125481,249332],[134689,332004],[136092,333775],[136517,262860],[141013,340997],[141240,209652],[142720,342841],[142759,271476],[143928,212340],[150069,352813],[150619,353708],[150742,281924],[151849,354808],[156550,361309],[162475,367711],[164182,369555],[164221,298190],[169690,376761],[169729,243139],[169932,243342],[171502,307148],[171537,378525],[173185,379692],[177851,385928],[179254,387699],[179679,316784],[186535,396567],[193002,402761],[194814,334104],[194849,404525],[196497,405692],[200528,277836],[200857,278165],[200892,411583],[202792,343181],[203500,413769],[209425,420171],[211132,422015],[211171,352610],[215136,490472],[218977,430660],[225740,436431],[227640,369895],[228348,438617],[233801,313725],[234141,314065],[236633,446665],[243100,452859],[244912,388028],[244947,454623],[246595,455790],[253259,462910],[262633,469977],[268662,349796],[271437,477610],[278200,483381],[280100,422355],[280808,485567],[298151,499072],[307183,506072],[316557,513139],[334139,525452],[352571,537976],[388063,559810]
   ]
cell #430 :
  |C| = 553
  W-rep = phi[[3, 2, 1],[1]]+phi[[3, 1, 1],[2]]+phi[[3, 2],[1, 1]]+phi[[3, 1],[2, 1]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     91 tau_infinity subcells with 4 member(s)
  subcells = [
     [24190],[24358],[31431],[32714],[33849],[34089],[39898],[42465],[42905],[43509],[44549],[46033],[46353],[52927],[53367],[56525],[57075],[57559],[57817],[59115],[60645],[69142],[69692],[73226],[73484],[74736],[75035],[78046],[78486],[80086],[88098],[88356],[93169],[94856],[94885],[98848],[99398],[100928],[101368],[110323],[116108],[118080],[121107],[122456],[122714],[125746],[135488],[149227],[178650],
     [11261,125196],[15185,56430],[16153,147727],[16858,152166],[16885,152424],[19611,41181],[20302,69047],[22036,73331],[22576,74718],[23350,176828],[23377,177086],[24368,182059],[26797,53971],[27793,86294],[27837,55011],[28712,88203],[30916,93151],[30985,93283],[31700,94925],[31910,205580],[32724,208538],[33405,98753],[34086,214230],[35778,64693],[36812,70176],[37070,70434],[37858,67448],[38298,108242],[38368,71732],[39383,110305],[39452,110437],[42255,116148],[43226,118161],[43519,239058],[44505,120652],[44546,242129],[45424,122561],[48107,82973],[48365,83231],[49617,89608],[49916,89907],[51397,133236],[52717,135528],[54967,140032],[56242,142096],[57422,144330],[57814,273935],[58605,97154],[59045,147146],[60130,149209],[60199,149341],[63463,104548],[63762,104847],[65150,112010],[65179,112039],[68859,163558],[71222,114308],[71662,168608],[74646,309141],[76516,176398],[77836,178690],[81721,129088],[81750,129117],[83722,137460],[86749,140487],[91388,199710],[98565,210508],[101990,154084],[103111,156591],[126394,184172],
     [1847,13150,50847,86389],[3222,19152,66402,108137],[3249,19309,66660,108395],[4156,23125,75966,120747],[5192,26702,84737,131509],[5360,27194,51328,133104],[5370,27234,85159,133122],[6040,29801,90838,140127],[6779,32255,96108,147041],[6806,32412,96366,147299],[7835,35683,63041,102935],[8279,36917,66139,159206],[8289,36957,106508,159224],[8516,37544,106914,160909],[8519,37547,67238,160949],[8803,21270,108823,169189],[9508,40722,113262,168503],[9535,40879,113520,168761],[10413,43414,119095,174671],[10581,43906,76447,176266],[10591,43946,119517,176284],[12061,47844,48212,127414],[12071,48252,81344,127432],[12601,29252,49599,89590],[12667,49728,131252,189495],[12670,49731,84860,189535],[12990,50477,86106,191354],[13375,30026,133666,200140],[13402,30053,133924,200398],[14215,53876,138475,197983],[14383,54368,91319,199578],[14393,54408,138897,199596],[15629,57664,95845,206156],[15639,57704,145412,206174],[15866,58291,145818,207859],[15869,58294,96944,207899],[17813,36259,63445,104530],[17879,63574,102678,154813],[17882,63164,63577,154853],[18328,64598,157606,220632],[18531,65124,158681,221618],[18597,40167,65219,112079],[18681,65364,106615,222069],[18807,40377,158630,230428],[19621,41191,161588,233386],[20746,70281,112999,231004],[20756,70321,166874,231022],[20983,70908,167280,232707],[20986,70911,114098,232747],[22642,74847,174414,239593],[22645,74850,119218,239633],[22965,75596,120464,241452],[25477,81695,126889,184502],[25543,48943,81790,129157],[25627,81451,81935,184953],[25753,49153,186016,254387],[26193,83078,130077,254963],[26203,83118,187889,254981],[26472,83740,131002,255961],[26514,53688,83803,137541],[26807,53981,188960,265058],[27834,55008,192031,268129],[29318,89719,197726,265593],[29321,89722,138598,265633],[29641,90468,139844,267452],[31634,94830,205631,274078],[31784,95070,145519,274529],[34697,101964,153735,216387],[35453,102428,103129,216979],[35495,64410,103192,156672],[35788,64703,218495,289942],[36325,104659,220375,290477],[36328,104662,157729,290517],[36675,70039,105426,165792],[37067,70431,221475,300649],[40101,111984,230479,300792],[40251,112224,166981,301243],[43184,118098,174164,309885],[47114,126331,126412,250734],[47970,82836,127629,186807],[48362,83228,252730,326029],[48877,129062,254438,326172],[49027,129302,187996,326623],[49527,89518,255217,336097],[53646,137478,197476,336841],[62333,102139,153816,216647],[62527,154058,286734,359308],[63373,104458,287682,361520],[64368,156609,220125,362264],[80634,126656,322784,394856],[80789,184190,251135,394914]
   ]
cell #431 :
  |C| = 105
  W-rep = phi[[4],[2, 1]]+phi[[1],[5, 1]]
  special rep = phi[[4],[2, 1]] , dim = 70
  orbit = [8, 4, 1, 1]
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 70
     35 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [20577],[28288],[29097],[36154],[38808],[38923],[39970],[48699],[48814],[51801],[51976],[52167],[63927],[64102],[64293],[67797],[67825],[68014],[80736],[82314],[82342],[82531],[86773],[86811],[102069],[102097],[103767],[103805],[108862],[126479],[126517],[128335],[153546],[153902],[183698],
     [7179,34061],[10283,43117],[11208,24465],[14085,53579],[15220,56901],[15460,33680],[16788,34234],[16928,61776],[20337,69518],[21612,45000],[21942,73818],[22421,45809],[24060,78698],[24262,46551],[28618,88690],[30341,59555],[30456,59670],[30822,93808],[31503,60717],[33440,99224],[39289,110962],[41339,76920],[41514,77095],[41705,77286],[42142,116889],[45330,123048],[52604,136269],[55180,97503],[55208,97531],[55397,97720],[60036,149866],[71901,121131],[71939,121169],[77723,179431],[91708,147766]
   ]
cell #432 :
  |C| = 154
  W-rep = phi[[4, 1, 1],[1]]+phi[[4, 1],[1, 1]]
  special rep = phi[[4, 1],[1, 1]] , dim = 84
  orbit = [8, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     14 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [11262],[16154],[16874],[23366],[24379],[31926],[32735],[34117],[43530],[44577],[57479],[57845],[74649],[94783],
     [1848,13151],[2783,35684],[3238,19153],[4157,23126],[4719,48202],[5327,26703],[5381,27184],[6041,29802],[6795,32256],[7530,63348],[7627,63565],[8461,36907],[8547,37535],[8804,21271],[9524,40723],[10548,43415],[10602,43896],[11477,80609],[11676,81686],[12811,49502],[12908,49719],[13391,30042],[14350,53877],[14404,54358],[15811,57654],[15897,58282],[17157,101955],[17374,103087],[18463,64599],[18823,40393],[18862,65115],[19632,41202],[20928,70271],[21014,70899],[22786,74621],[22883,74838],[24722,126370],[25769,49169],[26375,83068],[26818,53992],[26839,83698],[27865,55039],[29462,89493],[29559,89710],[31965,94821],[34416,153532],[35799,64714],[36469,104433],[36566,104650],[36732,70096],[37098,70462],[40432,111975],[43551,118056],[47330,126631],[48027,82893],[48393,83259],[49208,129053],[49530,89521],[54013,137436],[62390,102196],[62593,154049],[63376,104461],[64735,156567],[65077,111937],[80637,126659],[80831,184148],[81648,129015],[101674,216211],[101917,154011],[126101,183712]
   ]
cell #433 :
  |C| = 105
  W-rep = phi[[4],[2, 1]]+phi[[1],[5, 1]]
  special rep = phi[[4],[2, 1]] , dim = 70
  orbit = [8, 4, 1, 1]
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 70
     35 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [9274],[13621],[14056],[18193],[19847],[19937],[20542],[25934],[26024],[28016],[28098],[28253],[35882],[35964],[36119],[38574],[38599],[38689],[47218],[48465],[48490],[48580],[51723],[51751],[62440],[62465],[63849],[63877],[67743],[80658],[80686],[82260],[101653],[102015],[126107],
     [2514,16744],[3983,22377],[4363,11273],[5867,29053],[6360,31296],[6545,16624],[7150,16899],[7210,61905],[9089,39763],[9819,23596],[9870,42646],[10254,24031],[11088,45765],[11173,24430],[13672,53108],[14730,32950],[14820,33040],[14850,56711],[15425,33645],[16439,60510],[19967,69328],[21340,44728],[21422,44810],[21577,44965],[21613,73699],[23647,78227],[28289,88571],[30107,59321],[30132,59346],[30222,59436],[33070,99034],[41261,76842],[41289,76870],[45001,122929],[55126,97449]
   ]
cell #434 :
  |C| = 105
  W-rep = phi[[4],[2, 1]]+phi[[1],[5, 1]]
  special rep = phi[[4],[2, 1]] , dim = 70
  orbit = [8, 4, 1, 1]
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 70
     35 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [20562],[28273],[29070],[36139],[38853],[38896],[39934],[48744],[48787],[51795],[52040],[52131],[63921],[64166],[64257],[67807],[67817],[68089],[80730],[82324],[82334],[82606],[86772],[86823],[102079],[102089],[103766],[103817],[108863],[126478],[126529],[128336],[153545],[153903],[183699],
     [7180,33885],[10284,42941],[11193,24450],[14086,53403],[15340,56886],[15445,33665],[16761,34207],[16929,101404],[20457,69503],[21597,44985],[22148,73863],[22394,45782],[24061,78522],[24226,46515],[28824,88735],[30386,59600],[30429,59643],[31096,93872],[31467,60681],[33560,99209],[39563,111026],[41333,76914],[41578,77159],[41669,77250],[42482,116964],[45536,123093],[52944,136344],[55190,97513],[55200,97523],[55472,97795],[60310,149930],[71900,121130],[71951,121181],[78063,179506],[91709,147767]
   ]
cell #435 :
  |C| = 154
  W-rep = phi[[4, 1, 1],[1]]+phi[[4, 1],[1, 1]]
  special rep = phi[[4, 1],[1, 1]] , dim = 84
  orbit = [8, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     14 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [11263],[16155],[16859],[23351],[24352],[31911],[32708],[34081],[43503],[44541],[57473],[57809],[74641],[94782],
     [1849,13271],[3223,19359],[4158,23246],[5193,26748],[5354,27458],[6042,29922],[6780,32462],[7836,35729],[8273,36971],[8511,37875],[8805,21272],[9509,40929],[10414,43460],[10575,44170],[12055,48266],[12541,49512],[12662,49794],[13376,30027],[14216,53922],[14377,54632],[15623,57718],[15861,58622],[17753,63358],[17874,63640],[18329,64644],[18526,65127],[18808,40378],[19605,41175],[20740,70335],[20978,71239],[22516,74631],[22637,74913],[24836,80619],[25472,81698],[25754,49154],[26187,83132],[26430,83699],[26791,53965],[27829,55003],[29192,89503],[29313,89785],[31629,94833],[34692,101967],[35411,103088],[35772,64687],[36199,104443],[36320,104725],[36726,70090],[37062,70426],[40096,111987],[43142,118057],[47072,126371],[47270,126641],[48021,82887],[48357,83223],[48872,129065],[49522,89513],[53604,137437],[62047,153533],[62384,102190],[62522,154061],[63368,104453],[64326,156568],[65076,111936],[80629,126651],[80747,184149],[81647,129014],[101662,216212],[101916,154010],[126100,183711]
   ]
cell #436 :
  |C| = 35
  W-rep = phi[[3],[4]]
  special rep = phi[[3],[4]] , dim = 35
  orbit = [7, 7]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 35
     35 tau_infinity subcells with 1 member(s)
  subcells = [
     [2259],[3503],[3763],[3921],[5647],[5805],[6209],[7060],[7975],[8938],[9652],[10868],[11026],[12261],[13454],[15325],[16288],[18026],[20442],[22236],[23429],[24899],[28912],[31129],[33545],[39596],[41611],[45624],[52073],[60343],[64199],[77192],[93905],[111059],[149963]
   ]
cell #437 :
  |C| = 140
  W-rep = phi[[3, 3],[1]]+phi[[3, 1],[3]]
  special rep = phi[[3, 1],[3]] , dim = 105
  orbit = [6, 6, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     70 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [10094],[10360],[13896],[15132],[15189],[15542],[19583],[20249],[20306],[21930],[21949],[22499],[22539],[23871],[27797],[28606],[28625],[30329],[30839],[30879],[31612],[32686],[33352],[33409],[38192],[38796],[39306],[39346],[41153],[41531],[42167],[44509],[45318],[45337],[48687],[49901],[51993],[52629],[54971],[55422],[58939],[59543],[60053],[60093],[63747],[64119],[68039],[71556],[73806],[75020],[77112],[77748],[82556],[88678],[89892],[93453],[93825],[97745],[104832],[110607],[110979],[116914],[123036],[133406],[136294],[149511],[149883],[176568],[179456],[199880],
     [1854,27740],[3103,37480],[3261,38211],[4163,44452],[4873,25375],[5139,14162],[5196,50372],[6047,54914],[6660,58227],[6818,58958],[7782,18275],[7839,35303],[8173,65760],[8192,20659],[9389,70844],[9547,71575],[10417,75491],[11955,47465],[11974,26106],[12397,83641],[12524,29175],[12564,29215],[14219,90363],[15523,95466],[17226,62280],[17736,36182],[17776,36222],[18332,105303],[18509,40079],[20640,112620],[24819,47253],[25455,48855],[26087,129698],[34675,62505],[34832,154180]
   ]
cell #438 :
  |C| = 175
  W-rep = phi[[3, 1],[3]]+phi[[2, 1],[4]]
  special rep = phi[[3, 1],[3]] , dim = 105
  orbit = [6, 6, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [5644],[7972],[8842],[12165],[13428],[13503],[17275],[18000],[18075],[19764],[24873],[25336],[25851],[27540],[34537],[35258],[37441],[37956],[44252],[47552],[50327],[54714],[58188],[58703],[65847],[70805],[71320],[75446],[83602],[90318],[95553],[105258],[112707],[129785],[154267],
     [2256,15322],[3500,20439],[3760,10865],[3925,22140],[5809,28816],[6113,16192],[6213,30378],[6453,31103],[7057,33542],[8942,38845],[9182,39570],[9626,23403],[9701,23478],[9782,41585],[9962,42048],[11030,45528],[12265,48736],[13584,52047],[13764,52510],[14647,32867],[14673,55284],[14932,31178],[15013,56005],[16292,59592],[16532,60317],[18156,64173],[19451,67031],[19790,67901],[20049,39645],[20130,68622],[21694,42563],[21720,72671],[22240,73855],[23559,77166],[23739,77629],[25877,82418],[27621,85869],[28370,53025],[28396,87543],[28916,88727],[31259,93879],[32554,96737],[32893,97607],[33152,60392],[33233,98328],[35284,102832],[37982,107582],[39726,111033],[41021,113891],[42589,116776],[44333,120227],[45082,78144],[45108,121901],[45628,123085],[50353,131406],[53051,136156],[54795,139607],[56031,141736],[58729,146486],[60473,149937],[68648,163198],[71346,167948],[75472,174568],[78170,179318],[85895,190994],[90344,197880],[98354,210148],[105284,220529],[120253,241092],[139633,267092]
   ]
cell #439 :
  |C| = 105
  W-rep = phi[[3, 2],[2]]
  special rep = phi[[3, 2],[2]] , dim = 105
  orbit = [6, 4, 4]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [1851],[3100],[3265],[4160],[4870],[5100],[5200],[5440],[6044],[6657],[6822],[7743],[7843],[8147],[8222],[8303],[9386],[9551],[10321],[10421],[10661],[11529],[11929],[12004],[12085],[12394],[12578],[12604],[14123],[14223],[14463],[15193],[15497],[15572],[15653],[17200],[17790],[17816],[18236],[18336],[20310],[20614],[20689],[20770],[21979],[22060],[22553],[22579],[24948],[26061],[26136],[26217],[27801],[28655],[28736],[29229],[29255],[30893],[30919],[33413],[34806],[35333],[36236],[36262],[38241],[38322],[39360],[39386],[44513],[45367],[45448],[46951],[47821],[47847],[50402],[51305],[51331],[54975],[58988],[59069],[60107],[60133],[62851],[66116],[66142],[71605],[71686],[75521],[76424],[76450],[84547],[90393],[91296],[91322],[95822],[95848],[105333],[112976],[113002],[118905],[130054],[130080],[138285],[157416],[184426]
   ]
cell #440 :
  |C| = 140
  W-rep = phi[[3, 3],[1]]+phi[[3, 1],[3]]
  special rep = phi[[3, 1],[3]] , dim = 105
  orbit = [6, 6, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     70 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [22063],[22627],[28739],[30967],[31016],[31733],[38325],[39434],[39483],[42195],[42288],[43178],[43299],[45451],[51428],[52657],[52750],[55450],[56194],[56315],[57432],[59072],[60181],[60230],[67178],[68067],[68811],[68932],[71689],[72227],[73099],[76547],[77776],[77869],[82584],[84229],[87099],[87971],[91419],[92049],[96884],[97773],[98517],[98638],[103618],[104093],[109203],[114038],[116942],[118587],[121457],[122329],[128676],[136322],[137967],[142522],[142997],[148107],[157098],[163984],[164459],[171838],[179484],[191780],[195150],[210934],[211409],[241878],[245248],[267878],
     [5443,51379],[8306,66190],[8634,67271],[10664,76498],[12088,47895],[12652,29303],[12701,84893],[14466,91370],[15656,95896],[15984,96977],[17864,36310],[17913,63197],[18537,106213],[18630,40200],[20773,113050],[21101,114131],[22676,119251],[25483,81049],[25576,48976],[26220,130128],[26466,53640],[26587,53761],[29352,138631],[31640,145117],[34703,101889],[35447,64362],[35568,64483],[36359,157762],[36685,70049],[40107,166579],[47108,80783],[47980,82846],[48883,187594],[62343,102149],[62533,216814]
   ]
cell #441 :
  |C| = 175
  W-rep = phi[[3, 1],[3]]+phi[[2, 1],[4]]
  special rep = phi[[3, 1],[3]] , dim = 105
  orbit = [6, 6, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [13502],[13578],[18074],[18150],[19730],[19754],[25335],[25817],[25841],[27539],[27978],[34772],[35248],[35844],[37440],[37946],[44251],[47180],[47455],[50317],[54713],[58187],[58693],[62270],[65750],[70804],[71310],[75436],[83601],[90308],[95456],[105248],[112610],[129688],[154170],
     [2261,56591],[3505,69208],[3765,72299],[3924,42529],[5649,87171],[5808,52991],[6154,91976],[6212,55519],[6347,55995],[6447,31253],[7062,98914],[7977,104165],[8883,109130],[8941,68136],[9076,68612],[9176,39720],[9700,23477],[9776,23553],[9903,72574],[9961,42047],[10870,121529],[11029,78110],[12206,128603],[12264,82653],[13258,85859],[13705,87446],[13763,52509],[14613,32833],[14637,32857],[14931,31177],[15327,143069],[16233,148034],[16291,97842],[16426,98318],[16526,60467],[17641,155556],[19392,107485],[19450,67030],[20048,39644],[20444,164531],[21302,44690],[21684,42553],[22181,171765],[22239,117011],[23233,120217],[23680,121804],[23738,77628],[27106,130650],[28360,53015],[28857,195077],[28915,136391],[29909,139597],[30744,202506],[32495,146389],[32553,96736],[33151,60391],[33547,211481],[39211,227354],[40962,167851],[41020,113890],[43818,173812],[45072,78134],[45569,245175],[45627,179553],[51156,258755],[54280,197124],[59958,279814],[65002,219773],[76275,312679],[91147,339635]
   ]
cell #442 :
  |C| = 140
  W-rep = phi[[3, 3],[1]]+phi[[3, 1],[3]]
  special rep = phi[[3, 1],[3]] , dim = 105
  orbit = [6, 6, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     70 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [42436],[43352],[52898],[56368],[56481],[57577],[67419],[68985],[69098],[73130],[73244],[74607],[74757],[78017],[86345],[88002],[88116],[92080],[93040],[93190],[94812],[97125],[98691],[98804],[108041],[109234],[110194],[110344],[114279],[114953],[116035],[120703],[122360],[122474],[128707],[130754],[134333],[135415],[140083],[140850],[146945],[148138],[149098],[149248],[155660],[156194],[162312],[168407],[171869],[173916],[177495],[178577],[186372],[195181],[197228],[202610],[203144],[209262],[219877],[227458],[227992],[236470],[245279],[258859],[262470],[279918],[280452],[312783],[316394],[339739],
     [13290,86232],[18778,106741],[19483,108155],[23265,120590],[25724,81577],[26640,53814],[26753,131527],[29941,139970],[31881,145645],[32586,147059],[35621,64536],[35734,102953],[36716,158717],[36830,70194],[40348,167107],[41053,168521],[43465,174689],[48011,126925],[48125,82991],[49124,188122],[49488,89479],[49638,89629],[53927,198001],[57463,205667],[62374,153771],[63334,104419],[63484,104569],[64649,220650],[65106,111966],[70080,230515],[80595,126617],[81677,129044],[82877,254474],[101946,154040],[102180,286770]
   ]
cell #443 :
  |C| = 175
  W-rep = phi[[3, 1],[3]]+phi[[2, 1],[4]]
  special rep = phi[[3, 1],[3]] , dim = 105
  orbit = [6, 6, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [28069],[28191],[35935],[36057],[38586],[38620],[47785],[48477],[48511],[51004],[51745],[62452],[63057],[63871],[66080],[66806],[76123],[80680],[81026],[84753],[90995],[95786],[96512],[101866],[106190],[112940],[113666],[119111],[130018],[138491],[145094],[157622],[166556],[187571],[216791],
     [6455,93577],[9184,110731],[9784,115038],[10117,73596],[13586,134418],[13919,88468],[14675,140770],[14774,92158],[15015,92763],[15223,56804],[16534,149635],[18158,156279],[19792,162232],[19891,109312],[20132,109917],[20340,69421],[21393,44781],[21515,44903],[21722,115384],[21821,72904],[23561,177580],[23894,122826],[25879,186292],[25978,128785],[27623,132716],[28398,134764],[28497,87776],[30119,59333],[30153,59367],[30592,56682],[31261,203229],[32895,209182],[32994,148216],[33235,148821],[33443,99127],[35286,218177],[37984,160185],[38083,107815],[39059,69299],[39728,228077],[41283,76864],[41823,73630],[42591,236390],[42690,171947],[44335,175878],[45110,177926],[45209,122134],[50355,188642],[52285,88502],[53053,262390],[53152,195259],[54797,199190],[56033,270637],[58731,207135],[58830,146719],[59806,99005],[60475,280537],[68650,297351],[71348,231983],[71447,168181],[75474,238740],[77404,122860],[78172,316314],[78271,245357],[85897,330312],[90346,264740],[98356,351771],[105286,289624],[120255,384236],[139635,410236]
   ]
cell #444 :
  |C| = 175
  W-rep = phi[[3, 1],[3]]+phi[[2, 1],[4]]
  special rep = phi[[3, 1],[3]] , dim = 105
  orbit = [6, 6, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [27700],[28179],[36045],[37052],[38156],[38760],[44412],[48347],[48651],[49865],[51768],[51969],[54874],[57799],[58903],[63711],[63894],[64095],[65144],[67790],[70416],[71520],[74984],[80703],[81715],[82307],[83213],[89856],[94850],[101984],[102062],[104796],[112004],[129082],[154078],
     [6437,93417],[9166,110571],[10022,116073],[10090,73466],[13348,133370],[13824,135453],[13892,88338],[14763,140888],[15080,93600],[15092,56792],[16516,149475],[19511,160874],[19579,108377],[19880,162350],[20197,110754],[20209,69409],[21491,115061],[21503,44891],[21894,73770],[21907,116665],[23323,176532],[23799,178615],[23867,122696],[25967,186410],[26781,188760],[28167,134441],[28570,88642],[28583,136045],[29999,199844],[30293,59507],[30306,140966],[30815,93801],[32614,207824],[32682,147281],[32983,209300],[33300,149658],[33312,99115],[35762,218295],[36033,156302],[38773,162428],[39282,110955],[41081,232672],[41149,168743],[41306,76887],[41507,77088],[42679,236508],[43493,238858],[44879,177603],[45282,123000],[45295,179207],[48664,186488],[53141,262508],[53955,264858],[55173,97496],[56509,270755],[56780,203252],[59520,209378],[60029,149859],[64677,289742],[69126,297469],[69397,228100],[73783,236586],[78260,316432],[86373,330430],[88655,262586],[98832,351889],[99103,280560],[120731,384354],[123013,316510],[140111,410354]
   ]
cell #445 :
  |C| = 175
  W-rep = phi[[3, 1],[3]]+phi[[2, 1],[4]]
  special rep = phi[[3, 1],[3]] , dim = 105
  orbit = [6, 6, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [51861],[52033],[63987],[64159],[67800],[67844],[81416],[82317],[82361],[85683],[86793],[102072],[102775],[103787],[106580],[107525],[120041],[126499],[126899],[131349],[139421],[145484],[146429],[153745],[158691],[166946],[167891],[174511],[187961],[197823],[205641],[220472],[230489],[254448],[286744],
     [15235,142691],[20352,164153],[21527,169661],[22113,116675],[28203,192973],[28789,136055],[30203,200695],[30351,140976],[30726,141679],[31089,93865],[33455,211103],[36069,218948],[38670,225543],[38818,162438],[39193,163141],[39556,111019],[41399,76980],[41571,77152],[41873,170061],[42021,115774],[44915,243071],[45501,179217],[48561,253062],[48709,186498],[51138,190937],[52335,193373],[52483,135154],[55183,97506],[55227,97550],[55819,93693],[56816,271408],[59417,278003],[59565,209388],[59940,210091],[60303,149923],[63107,288023],[66856,223193],[67004,160575],[68436,110847],[69433,298122],[71921,121151],[72614,116719],[73680,306986],[73828,236596],[76257,241035],[77454,243471],[77602,178316],[84803,255558],[87486,136099],[88552,333942],[88700,262596],[91129,267035],[92813,342443],[96562,275653],[96710,207525],[98142,149751],[99139,352542],[109967,369157],[113716,302367],[113864,232373],[119161,309482],[121844,179261],[122910,387866],[123058,316520],[132766,401339],[138541,336438],[148871,421617],[157672,361861],[175928,451437],[199240,474749]
   ]
cell #446 :
  |C| = 105
  W-rep = phi[[3, 2],[2]]
  special rep = phi[[3, 2],[2]] , dim = 105
  orbit = [6, 4, 4]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [1856],[3105],[3264],[4165],[4875],[5141],[5199],[5434],[6049],[6662],[6821],[7784],[7842],[8221],[8297],[9391],[9550],[10096],[10362],[10420],[10655],[12003],[12079],[12399],[12544],[12568],[13898],[14164],[14222],[14457],[15134],[15192],[15571],[15647],[17756],[17780],[18277],[18335],[18513],[19585],[20251],[20309],[20688],[20764],[21978],[22519],[22543],[23873],[24839],[25377],[25459],[26135],[26211],[27742],[27800],[28654],[29195],[29219],[30883],[31616],[32688],[33354],[33412],[34679],[35332],[36202],[36226],[37482],[38240],[39350],[40083],[41155],[44454],[44512],[45366],[47273],[47811],[48859],[50401],[51295],[54916],[54974],[58229],[58987],[60097],[62509],[62749],[66106],[70846],[71604],[75520],[76414],[80524],[83643],[84445],[90392],[91286],[95812],[105332],[112966],[118803],[130044],[138183],[157314],[184324]
   ]
cell #447 :
  |C| = 140
  W-rep = phi[[3, 3],[1]]+phi[[3, 1],[3]]
  special rep = phi[[3, 1],[3]] , dim = 105
  orbit = [6, 6, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     70 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [10097],[10391],[13899],[15163],[15190],[15587],[19586],[20280],[20307],[21931],[21994],[22508],[22593],[23874],[27798],[28607],[28670],[30330],[30848],[30933],[31621],[32689],[33383],[33410],[38193],[38797],[39315],[39400],[41156],[41540],[42176],[44510],[45319],[45382],[48688],[49902],[52002],[52638],[54972],[55431],[58940],[59544],[60062],[60147],[63748],[64128],[68048],[71557],[73807],[75021],[77121],[77757],[82565],[88679],[89893],[93454],[93834],[97754],[104833],[110608],[110988],[116923],[123037],[133407],[136303],[149512],[149892],[176569],[179465],[199881],
     [1857,27771],[3106,37511],[3262,38256],[4166,44483],[4876,25406],[5170,14193],[5197,50417],[6050,54945],[6663,58258],[6819,59003],[7813,18306],[7840,35348],[8174,65769],[8237,20704],[9392,70875],[9548,71620],[10418,75536],[11956,47474],[12019,26151],[12400,83672],[12533,29184],[12618,29269],[14220,90408],[15524,95475],[17227,62289],[17745,36191],[17830,36276],[18333,105348],[18518,40088],[20641,112629],[24828,47262],[25464,48864],[26088,129707],[34684,62514],[34833,154189]
   ]
cell #448 :
  |C| = 105
  W-rep = phi[[4, 2, 1],[]]+phi[[4],[2, 1]]
  special rep = phi[[4],[2, 1]] , dim = 70
  orbit = [8, 4, 1, 1]
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 70
     35 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [2515],[4189],[4375],[6672],[6872],[7186],[10327],[10441],[10749],[11158],[15410],[15489],[15531],[15686],[20527],[22093],[22473],[22491],[22587],[28769],[30927],[31600],[31681],[33630],[39394],[42236],[43234],[45481],[46704],[52698],[56250],[60141],[68867],[77817],[98573],
     [1880,6073],[3115,9401],[3315,9601],[4885,12409],[5106,14129],[5220,14243],[5528,14551],[7749,18242],[7863,18356],[8139,20606],[8181,20648],[8336,20803],[11535,24954],[11921,26053],[11963,26095],[12118,26250],[12498,29149],[12516,29167],[12612,29263],[17192,34798],[17234,34840],[17710,36156],[17728,36174],[17824,36270],[18497,40067],[18578,40148],[24596,46851],[24793,47227],[24811,47245],[25443,48843],[25524,48924],[26522,53696],[34424,62067],[34663,62493],[35503,64418]
   ]
cell #449 :
  |C| = 105
  W-rep = phi[[4, 2, 1],[]]+phi[[4],[2, 1]]
  special rep = phi[[4],[2, 1]] , dim = 70
  orbit = [8, 4, 1, 1]
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 70
     35 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [2516],[4190],[4374],[4378],[6673],[6871],[6875],[7140],[10244],[10328],[10440],[10444],[14046],[15216],[15499],[15530],[15579],[20333],[21986],[22480],[22483],[22555],[24021],[28662],[30895],[31589],[31673],[33436],[34335],[39362],[42228],[45374],[52690],[60109],[77809],
     [1881,6074],[3116,9402],[3314,9600],[3318,9604],[4886,12410],[5107,14130],[5219,14242],[5223,14246],[7750,18243],[7862,18355],[7866,18359],[8149,20616],[8180,20647],[8229,20696],[11536,24955],[11931,26063],[11962,26094],[12011,26143],[12505,29156],[12508,29159],[12580,29231],[17202,34808],[17233,34839],[17717,36163],[17720,36166],[17792,36238],[18486,40056],[18570,40140],[24800,47234],[24803,47237],[25432,48832],[25516,48916],[34431,62074],[34652,62482],[46822,80306]
   ]
cell #450 :
  |C| = 105
  W-rep = phi[[4, 2, 1],[]]+phi[[4],[2, 1]]
  special rep = phi[[4],[2, 1]] , dim = 70
  orbit = [8, 4, 1, 1]
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 70
     35 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [2517],[4191],[4352],[4376],[6534],[6674],[6873],[7181],[9263],[10108],[10365],[10442],[10744],[13910],[15137],[15532],[15544],[15681],[16613],[20254],[21951],[22501],[22528],[22537],[23885],[24519],[28627],[30877],[31595],[31610],[33357],[39344],[43140],[45339],[60091],
     [1882,6075],[3117,9403],[3316,9602],[4887,12411],[5144,14167],[5221,14244],[5523,14546],[7787,18280],[7864,18357],[8182,20649],[8194,20661],[8331,20798],[11964,26096],[11976,26108],[12113,26245],[12526,29177],[12553,29204],[12562,29213],[17235,34841],[17738,36184],[17765,36211],[17774,36220],[18492,40062],[18507,40077],[24821,47255],[24848,47282],[25438,48838],[25453,48853],[26428,53602],[34658,62488],[34673,62503],[35409,64324],[46828,80312],[47070,80745],[62045,101660]
   ]
cell #451 :
  |C| = 105
  W-rep = phi[[4],[2, 1]]+phi[[1],[5, 1]]
  special rep = phi[[4],[2, 1]] , dim = 70
  orbit = [8, 4, 1, 1]
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 70
     35 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [20569],[28280],[29100],[36146],[38611],[38926],[39985],[48502],[48817],[51726],[51804],[52182],[62477],[63852],[63930],[64308],[67740],[67762],[67927],[80661],[80739],[82257],[82279],[82444],[86776],[86890],[101656],[102012],[102034],[103770],[103884],[108974],[126104],[126482],[128447],
     [11200,24457],[15452,33672],[16791,34237],[21604,44992],[22424,45812],[24277,46566],[30144,59358],[30459,59673],[31518,60732],[34013,61357],[41264,76845],[41342,76923],[41720,77301],[43069,74505],[53531,89377],[55123,97446],[55145,97468],[55310,97633],[56140,94014],[61728,101161],[68757,111168],[71904,121134],[72018,121248],[72697,116802],[78650,123735],[87569,136182],[91820,147878],[92505,142788],[98463,150072],[109659,164250],[115438,171609],[121927,179344],[134818,194921],[148563,211200],[177980,245019]
   ]
cell #452 :
  |C| = 154
  W-rep = phi[[4, 1, 1],[1]]+phi[[4, 1],[1, 1]]
  special rep = phi[[4, 1],[1, 1]] , dim = 84
  orbit = [8, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     14 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [79683],[97387],[100787],[120966],[125010],[145696],[147541],[152201],[174783],[176863],[205793],[206301],[239268],[274130],
     [7229,153509],[11386,183755],[11400,126218],[17069,153636],[17457,217026],[17471,154450],[17551,102858],[25130,184582],[25207,127282],[26922,256008],[26936,189132],[27016,131432],[27390,86004],[35127,154714],[37235,221698],[37312,159074],[37717,107608],[43634,309932],[43648,239230],[43728,174594],[44102,120362],[50196,189396],[50661,132458],[54096,336888],[54110,265230],[54190,197906],[54564,139742],[57982,274158],[58059,206024],[58464,146512],[64818,362311],[64832,290114],[64912,220555],[66437,160239],[67681,114541],[70599,300872],[70676,230872],[71081,167974],[75315,239494],[75780,175620],[80914,394961],[80928,323130],[81628,188173],[83396,326252],[83473,254831],[86608,140346],[90187,265494],[90652,198932],[96143,207189],[101694,428959],[101803,286896],[102311,359388],[103047,220744],[105127,290378],[106792,167158],[108637,169003],[113297,232037],[126076,394595],[126256,323168],[127051,254600],[127559,255108],[131621,198095],[133701,200175],[153608,359360],[154488,290152],[158843,230641],[159351,231149],[184554,326224],[189170,265268],[221670,300844]
   ]
cell #453 :
  |C| = 175
  W-rep = phi[[3, 1],[3]]+phi[[2, 1],[4]]
  special rep = phi[[3, 1],[3]] , dim = 105
  orbit = [6, 6, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [3354],[3363],[4919],[4928],[5560],[5582],[7666],[7888],[7910],[8670],[8826],[11555],[11842],[12149],[12947],[13191],[16020],[17259],[17422],[19028],[21137],[22922],[23166],[24770],[26887],[29598],[29842],[32131],[36605],[40598],[43599],[49374],[54061],[64783],[80879],
     [2110,6911],[2119,6920],[3676,10781],[3698,10803],[3809,10140],[3818,10149],[5693,13942],[5702,13951],[6097,16176],[6258,15238],[6280,15260],[6316,15016],[8987,20355],[9009,20377],[9045,20133],[9727,21530],[9846,22124],[9910,21817],[10914,23917],[10923,23926],[13227,27624],[13529,28206],[13648,28800],[13712,28493],[14706,30362],[14871,30525],[16337,33458],[16359,33480],[16395,33236],[18101,36072],[19399,38079],[19823,38829],[19988,38992],[21443,41482],[23202,44336],[23504,44918],[23623,45512],[23687,45205],[25910,48720],[27479,50937],[28119,51944],[29878,54798],[31204,56819],[32502,58826],[32926,59576],[33091,59739],[35985,64070],[36992,65499],[39671,69436],[40969,71443],[42622,73839],[44191,76056],[44831,77063],[48287,82070],[53084,88711],[54653,90928],[56732,93776],[57739,95205],[60418,99142],[69349,110930],[70356,112359],[73406,116428],[78203,123069],[83153,129437],[88278,135808],[99055,149834],[108317,161229],[122636,178970],[147221,208179],[168683,233027]
   ]
cell #454 :
  |C| = 105
  W-rep = phi[[3, 2],[2]]
  special rep = phi[[3, 2],[2]] , dim = 105
  orbit = [6, 4, 4]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [7657],[8661],[11685],[12938],[13169],[16011],[17166],[17398],[18741],[18871],[19335],[21128],[22913],[23144],[24746],[25687],[26631],[26724],[26863],[29589],[29820],[31844],[31974],[32438],[35612],[35705],[36596],[36851],[36875],[40311],[40441],[40905],[42399],[43343],[43436],[43575],[48146],[48170],[49087],[49217],[52861],[53805],[53898],[54037],[56359],[56452],[57598],[57622],[62602],[64527],[64620],[64759],[67382],[68976],[69069],[70215],[70239],[73265],[73289],[77980],[80855],[81568],[83012],[83036],[86223],[86316],[88137],[88161],[97088],[98682],[98775],[101793],[102974],[102998],[106732],[108176],[108200],[114242],[120581],[120674],[122495],[122519],[127041],[131548],[131572],[139961],[140054],[145636],[147080],[147104],[158833],[167098],[168542],[168566],[174710],[174734],[188113],[198022],[198046],[205783],[220671],[220695],[230631],[254590],[286886]
   ]
cell #455 :
  |C| = 105
  W-rep = phi[[4],[2, 1]]+phi[[1],[5, 1]]
  special rep = phi[[4],[2, 1]] , dim = 70
  orbit = [8, 4, 1, 1]
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 70
     35 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [20570],[28281],[29099],[29105],[36147],[38612],[38925],[38931],[48503],[48816],[48822],[51738],[51803],[51889],[62478],[63864],[63929],[64015],[67750],[67751],[67861],[80673],[80738],[82267],[82268],[82378],[86766],[86879],[102022],[102023],[103760],[103873],[126114],[126472],[153539],
     [11201,24458],[15453,33673],[16790,34236],[16796,34242],[21605,44993],[22423,45811],[22429,45817],[24303,46312],[30145,59359],[30458,59672],[30464,59678],[31544,57354],[40011,69971],[41276,76857],[41341,76922],[41427,77008],[42134,73941],[46592,79919],[52596,88813],[55133,97456],[55134,97457],[55244,97567],[55847,93721],[60758,99677],[68464,110875],[71894,121124],[72007,121237],[72631,116736],[77715,123171],[87503,136116],[92494,142777],[98170,149779],[109648,164239],[121861,179278],[148552,211189]
   ]
cell #456 :
  |C| = 189
  W-rep = phi[[3],[3, 1]]+phi[[2],[4, 1]]
  special rep = phi[[3],[3, 1]] , dim = 105
  orbit = [6, 6, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     21 tau_infinity subcells with 1 member(s)
     84 tau_infinity subcells with 2 member(s)
  subcells = [
     [39984],[52181],[53491],[64307],[67926],[68265],[82443],[82782],[86864],[86878],[103858],[103872],[108889],[108964],[126570],[128362],[128437],[133997],[153929],[155858],[184059],
     [24276,46565],[31517,60731],[33973,61688],[34012,61356],[41719,77300],[43029,78610],[43068,74504],[46246,79378],[53530,89376],[55309,97632],[55648,97971],[56139,94013],[57288,94687],[61236,100333],[61727,101160],[68756,111167],[69905,111841],[71992,121222],[72006,121236],[72696,116801],[73035,117140],[74384,117782],[78649,123734],[79853,125484],[87568,136181],[87907,136520],[89256,137162],[91735,147793],[91810,147868],[92356,141243],[92479,142762],[92493,142776],[98462,150071],[99611,150745],[101040,152617],[109510,162705],[109633,164224],[109647,164238],[114617,177159],[114906,169732],[115353,171524],[115428,171599],[121926,179343],[122265,179682],[123614,180324],[124690,181700],[128983,186765],[134286,193044],[134733,194836],[134808,194911],[140739,200879],[141282,202808],[144176,204619],[148414,209655],[148537,211174],[148551,211188],[156147,219019],[162201,225727],[162744,227656],[165638,229467],[169443,234157],[172145,236863],[177448,243142],[177895,244934],[177970,245009],[182783,249335],[186261,253246],[192755,260157],[195457,262863],[203097,271479],[209151,278187],[209694,280116],[212588,281927],[218730,288777],[227945,298193],[236359,307170],[242853,314081],[245555,316787],[262359,334126],[271190,343197],[280405,352613],[297904,369911],[316283,388050],[352324,422371]
   ]
cell #457 :
  |C| = 455
  W-rep = phi[[3, 1, 1],[2]]+phi[[3, 1],[2, 1]]+phi[[1, 1, 1],[4]]+phi[[1, 1],[4, 1]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     35 tau_infinity subcells with 1 member(s)
     140 tau_infinity subcells with 2 member(s)
     35 tau_infinity subcells with 4 member(s)
  subcells = [
     [39979],[52176],[53497],[64302],[67834],[68271],[69869],[82351],[82788],[86786],[86962],[87357],[100862],[102106],[103780],[103956],[104351],[108984],[109062],[121041],[125030],[125123],[126492],[128457],[128535],[147561],[147654],[152205],[152229],[174803],[176867],[176891],[206305],[206329],[239272],
     [3333,108869],[4898,128342],[5588,134093],[7426,153909],[7916,155954],[8868,162085],[11420,183785],[11848,184855],[12191,186145],[13197,190636],[13487,134113],[17073,153646],[17491,217056],[17626,217330],[18059,155974],[19034,221971],[19377,223261],[23172,240734],[24271,46560],[25134,184592],[25227,127354],[25320,184875],[26956,256038],[27091,256312],[27524,190656],[29848,266734],[31512,60726],[32137,274431],[32480,275721],[33979,61694],[35131,154724],[35155,154802],[37239,221708],[37332,159146],[37425,221991],[37792,107952],[40604,301145],[40947,302435],[41714,77295],[43035,78616],[43668,309962],[43803,310236],[44236,240754],[46210,79817],[46252,79384],[49380,326525],[50200,189406],[50224,189484],[50681,132530],[50774,132925],[54130,336918],[54265,337192],[54698,266754],[55217,97540],[55654,97977],[57252,99575],[57294,94693],[57986,274168],[58079,206096],[58172,274451],[58539,146856],[61281,100495],[64852,362341],[64987,362615],[66441,160249],[66465,160327],[69911,111847],[70603,300882],[70696,230944],[70789,301165],[71156,168318],[71914,121144],[72090,121320],[72485,121715],[73041,117146],[74429,117944],[75319,239504],[75343,239582],[75800,175692],[75893,176087],[79297,124573],[79859,125490],[80948,394991],[83400,326262],[83493,254903],[83586,326545],[86683,140421],[87913,136526],[89301,137324],[90191,265504],[90215,265582],[90672,199004],[90765,199399],[91830,147888],[91908,147966],[92577,142860],[92972,143255],[94606,144059],[96147,207199],[96171,207277],[99617,150751],[101085,152779],[102315,359398],[103067,220764],[105131,290388],[105155,290466],[108657,169023],[108750,169116],[109731,164322],[110126,164717],[111760,165521],[113301,232047],[113325,232125],[115448,171619],[115526,171697],[115974,170749],[122271,179688],[123659,180486],[125403,182666],[126260,323172],[127563,255112],[127587,255136],[131641,198115],[133705,200179],[133729,200203],[134828,194931],[134906,195009],[135354,194061],[148635,211272],[149030,211667],[150664,212471],[152346,214550],[154492,290156],[159355,231153],[159379,231177],[177008,242449],[177990,245029],[178068,245107],[178516,244159],[189174,265272],
     [2089,6890,91715,147773],[3704,10809,114713,177255],[6139,16218,140623,209035],[6286,15266,141378,202904],[9015,20383,162840,227752],[9685,23462,114733,177275],[9888,22166,170129,236243],[13690,28842,193441,262243],[14916,31162,141398,202924],[14958,30729,201463,269790],[16365,33486,209790,280212],[20033,39629,162860,227772],[20075,39196,226311,296504],[21753,42032,170245,234973],[23665,45554,243539,316167],[27566,51141,257712,329465],[28429,52494,193557,260973],[30642,55902,141571,201752],[33136,60376,209810,280232],[33178,59943,278771,350924],[38015,67015,223377,293438],[39109,68519,163033,226600],[44278,76260,311636,383389],[45141,77613,243655,314897],[51054,85766,190829,258001],[54740,91132,338592,409389],[58762,96721,275837,347858],[59856,98225,209983,279060],[66582,107234,160775,223881],[71379,113875,302551,374572],[76173,120124,240927,311925],[91045,139504,266927,338881],[96288,146138,207725,276341],[113442,167600,232573,303055],[133846,192351,200320,268449]
   ]
cell #458 :
  |C| = 105
  W-rep = phi[[4],[2, 1]]+phi[[1],[5, 1]]
  special rep = phi[[4],[2, 1]] , dim = 70
  orbit = [8, 4, 1, 1]
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 70
     35 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [14073],[19954],[20568],[20574],[26041],[28023],[28279],[28285],[35889],[36145],[36151],[38553],[38610],[38688],[47225],[48444],[48501],[48579],[51725],[51727],[51830],[62419],[62476],[63851],[63853],[63956],[67741],[67850],[80660],[80662],[82258],[82367],[101655],[102013],[126105],
     [7167,16916],[10271,24048],[11199,24456],[11205,24462],[14837,33057],[15451,33671],[15457,33677],[16815,34058],[21347,44735],[21603,44991],[21609,44997],[22448,43114],[29124,53576],[30086,59300],[30143,59357],[30221,59435],[30808,56898],[34261,61773],[39275,69515],[41263,76844],[41265,76846],[41368,76949],[41891,73698],[45836,78695],[52353,88570],[55124,97447],[55233,97556],[55788,93662],[60022,99221],[68405,110816],[72620,116725],[77472,122928],[87492,136105],[98111,149720],[121850,179267]
   ]
cell #459 :
  |C| = 154
  W-rep = phi[[4, 1, 1],[1]]+phi[[4, 1],[1, 1]]
  special rep = phi[[4, 1],[1, 1]] , dim = 84
  orbit = [8, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     14 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [46492],[59254],[61548],[76750],[79610],[95938],[97314],[100764],[119323],[120943],[145239],[145673],[174297],[205698],
     [4467,80411],[7300,101752],[7569,102530],[7623,63125],[11376,126163],[11722,127000],[11781,81385],[12850,131104],[12904,84821],[13129,51220],[16987,153516],[17447,154395],[17528,102781],[18908,158792],[18967,106549],[19231,66874],[22825,174266],[22879,119179],[23104,76339],[26912,189077],[26993,131355],[27317,85652],[29501,197578],[29555,138559],[29780,91211],[32011,205742],[32070,145453],[32334,96580],[36508,220227],[36562,157690],[37694,107531],[38507,71871],[40478,230590],[40537,166915],[40801,113734],[43624,239175],[43705,174517],[44029,120010],[47369,251237],[47937,130170],[49254,254549],[49313,187930],[51631,91622],[54086,265175],[54167,197829],[54491,139390],[58441,146435],[62205,216936],[62639,286845],[63269,157834],[64808,290059],[64889,220478],[66232,113092],[67608,114468],[71058,167897],[80442,251268],[80904,323075],[81171,187716],[81605,188150],[84965,138703],[86585,140323],[101684,358918],[101708,286801],[102561,220258],[106335,166701],[106769,167135],[126083,322594],[126956,254505],[131135,197609],[158748,230546]
   ]
cell #460 :
  |C| = 175
  W-rep = phi[[3, 1],[3]]+phi[[2, 1],[4]]
  special rep = phi[[3, 1],[3]] , dim = 105
  orbit = [6, 6, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [13173],[13515],[13533],[18087],[18105],[18745],[19319],[19716],[19807],[23148],[25691],[25803],[25894],[26708],[27986],[29824],[31848],[32422],[34758],[35689],[35852],[36707],[40315],[40889],[43420],[47188],[48002],[49091],[53882],[57454],[62365],[64604],[70071],[82868],[102171],
     [2178,56599],[2203,56436],[3422,69216],[3447,69053],[3737,72307],[3792,42515],[3800,73121],[3828,42403],[5471,86300],[5621,87179],[5676,52977],[5684,87993],[5712,52865],[6171,55505],[6179,92071],[6244,31190],[6262,31208],[6979,98922],[7004,98759],[7949,104173],[8652,108032],[8680,67386],[8900,68122],[8908,109225],[8973,39657],[8991,39675],[9713,23490],[9731,23508],[9830,42606],[10692,120658],[10842,121537],[10897,78096],[10905,122351],[10933,77984],[12223,82639],[12231,128698],[12719,130745],[13632,53068],[14494,140038],[14599,32819],[14690,32910],[15299,143077],[16002,146936],[16030,97092],[16250,97828],[16258,148129],[16323,60404],[16341,60422],[17931,155651],[20416,164539],[21119,168398],[21147,114246],[21310,44698],[22198,116997],[22206,171860],[22694,173907],[23607,78187],[28874,136377],[28882,195172],[29370,197219],[31034,202601],[33519,211489],[36377,219868],[39501,227449],[45586,179539],[45594,245270],[51446,258850],[60248,279909],[76565,312774],[91437,339730]
   ]
cell #461 :
  |C| = 175
  W-rep = phi[[3, 1],[3]]+phi[[2, 1],[4]]
  special rep = phi[[3, 1],[3]] , dim = 105
  orbit = [6, 6, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [27489],[28129],[28192],[35995],[36058],[37002],[37881],[38587],[38695],[44201],[48297],[48478],[48586],[49800],[51757],[54663],[57749],[58628],[62453],[63646],[63883],[65133],[70366],[71245],[74919],[80692],[81704],[83163],[89791],[94839],[101973],[104731],[111993],[129071],[154067],
     [6344,93352],[6459,93589],[9073,110506],[9188,110743],[9788,115050],[9864,116062],[9956,73416],[10123,73597],[13255,133305],[13590,134430],[13666,135442],[13758,88288],[13925,88469],[14724,140877],[14780,92159],[14881,56742],[15224,56805],[16423,149410],[16538,149647],[18162,156291],[19353,160863],[19445,108327],[19841,162339],[19897,109313],[19998,69359],[20341,69422],[21453,44841],[21516,44904],[21619,73705],[23230,176467],[23565,177592],[23641,178604],[23733,122646],[23900,122827],[25928,186399],[25984,128786],[26742,188749],[28295,88577],[29906,199779],[30120,59334],[30228,59442],[31265,203241],[32456,207813],[32548,147231],[32944,209289],[33000,148217],[33101,99065],[33444,99128],[35723,218284],[39732,228089],[40923,232661],[41015,168693],[41295,76876],[42640,236497],[42696,171948],[43454,238847],[45007,122935],[53102,262497],[53158,195260],[53916,264847],[56470,270744],[60479,280549],[64638,289731],[69087,297458],[78221,316421],[78277,245358],[86334,330419],[98793,351878],[120692,384343],[140072,410343]
   ]
cell #462 :
  |C| = 105
  W-rep = phi[[3, 2],[2]]
  special rep = phi[[3, 2],[2]] , dim = 105
  orbit = [6, 4, 4]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [5446],[8309],[8644],[10667],[12091],[12655],[12711],[13155],[14469],[15659],[15994],[17867],[17923],[18664],[18727],[20776],[21111],[22066],[22630],[22686],[23130],[25610],[25673],[26223],[26482],[26590],[28742],[29306],[29362],[29806],[30970],[31026],[31767],[31830],[35463],[35571],[36313],[36369],[36688],[38328],[39437],[39493],[40234],[40297],[42322],[43194],[43302],[45454],[47124],[47898],[47983],[49010],[49073],[51382],[51438],[52784],[53656],[53764],[56318],[57435],[59075],[60184],[60240],[62346],[63231],[64378],[64486],[66193],[67305],[68935],[70052],[71692],[76501],[76557],[77903],[80799],[81527],[82849],[84927],[86182],[91373],[91429],[95899],[97011],[98641],[102152],[102441],[106691],[113053],[114165],[119285],[120540],[126344],[130131],[131015],[138665],[139920],[145595],[157796],[167057],[174177],[188072],[197489],[220138],[251148]
   ]
cell #463 :
  |C| = 175
  W-rep = phi[[3, 1],[3]]+phi[[2, 1],[4]]
  special rep = phi[[3, 1],[3]] , dim = 105
  orbit = [6, 6, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [19788],[19886],[25875],[25973],[28001],[28030],[35282],[35867],[35896],[37980],[38560],[47203],[47746],[48451],[50351],[50965],[58727],[62426],[62738],[66041],[71344],[75470],[76084],[80513],[84434],[90342],[90956],[95747],[105282],[112901],[118792],[129979],[138172],[157303],[184313],
     [3927,73570],[5811,88442],[6215,92132],[6451,56614],[8944,109286],[9180,69231],[9703,114871],[9780,72322],[9964,72865],[10112,42685],[11032,122800],[12267,128759],[13505,134251],[13582,87194],[13766,87737],[13914,53147],[14671,32891],[14769,32989],[14934,92444],[15011,56029],[16294,148190],[16530,98937],[18077,156112],[18154,104188],[19453,107776],[20051,109598],[20128,68646],[21325,44713],[21354,44742],[21718,42587],[22242,171921],[23480,177413],[23557,121552],[23741,122095],[23889,78266],[25338,185713],[27542,132397],[27619,85893],[28394,53049],[28918,195233],[30093,59307],[30553,56643],[31180,203062],[31257,143092],[32556,146680],[33154,148502],[33231,98352],[37443,158327],[39020,69260],[39647,227910],[39724,164554],[41023,168142],[42050,235811],[44254,175559],[44331,120251],[45106,78168],[45630,245331],[52512,261811],[54716,198871],[54793,139631],[58190,205277],[59767,98966],[60394,280370],[60471,211504],[67033,294276],[70807,230125],[77631,315735],[83604,254084],[96739,348696],[113893,375410]
   ]
cell #464 :
  |C| = 105
  W-rep = phi[[3, 2],[2]]
  special rep = phi[[3, 2],[2]] , dim = 105
  orbit = [6, 4, 4]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [11841],[13170],[13190],[17421],[18742],[19027],[19334],[23145],[23165],[24769],[25051],[25688],[26632],[26723],[26886],[29821],[29841],[31845],[32130],[32437],[34596],[35613],[35704],[36874],[37156],[40312],[40597],[40904],[42400],[43344],[43435],[43598],[48169],[49088],[49373],[49665],[52862],[53806],[53897],[54060],[56360],[56451],[57621],[57903],[63511],[64528],[64619],[64782],[67383],[68977],[69068],[70238],[70520],[73288],[74784],[77981],[80878],[81569],[83035],[83317],[86224],[86315],[88160],[89656],[93217],[97089],[98683],[98774],[102232],[102997],[104596],[106733],[108199],[110371],[114243],[120582],[120673],[122518],[126249],[127480],[131571],[133170],[139962],[140053],[145637],[147103],[149275],[154481],[159272],[167099],[168565],[174733],[176332],[188114],[189163],[198045],[199644],[206222],[220694],[231070],[239261],[255029],[265261],[290145],[323161]
   ]
cell #465 :
  |C| = 105
  W-rep = phi[[4],[2, 1]]+phi[[1],[5, 1]]
  special rep = phi[[4],[2, 1]] , dim = 70
  orbit = [8, 4, 1, 1]
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 70
     35 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [14075],[19956],[20571],[26043],[28088],[28282],[29098],[35954],[36148],[38613],[38625],[38924],[48504],[48516],[48815],[51750],[51802],[51807],[62479],[63876],[63928],[63933],[67749],[67763],[80685],[80737],[82266],[82280],[86767],[102021],[102035],[103761],[126113],[126473],[153540],
     [7169,16918],[10273,24050],[11202,24459],[11217,24334],[14839,33059],[15454,33674],[15469,31575],[16789,34235],[20586,40042],[21412,44800],[21606,44994],[21886,42755],[22422,45810],[24474,46623],[28562,53217],[30146,59360],[30158,59372],[30457,59671],[30611,56701],[33689,60789],[39078,69318],[41288,76869],[41340,76921],[41345,76926],[41828,73635],[45274,78336],[52290,88507],[55132,97455],[55146,97469],[55765,93639],[59825,99024],[68382,110793],[71895,121125],[77409,122865],[98088,149697]
   ]
cell #466 :
  |C| = 189
  W-rep = phi[[3],[3, 1]]+phi[[2],[4, 1]]
  special rep = phi[[3],[3, 1]] , dim = 105
  orbit = [6, 6, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     21 tau_infinity subcells with 1 member(s)
     84 tau_infinity subcells with 2 member(s)
  subcells = [
     [29103],[38929],[39973],[48820],[51887],[52170],[64013],[64296],[67828],[67848],[82345],[82365],[86797],[86869],[102100],[103791],[103863],[108880],[126503],[128353],[153920],
     [16794,34240],[22427,45815],[24265,46554],[24301,46310],[30462,59676],[31506,60720],[31542,57352],[34001,61345],[40009,69969],[41425,77006],[41708,77289],[42132,73939],[43057,74493],[46165,79180],[46590,79917],[52594,88811],[53519,89365],[55211,97534],[55231,97554],[55845,93719],[56128,94002],[57207,94489],[60756,99675],[61716,101149],[68462,110873],[68745,111156],[69824,111643],[71925,121155],[71997,121227],[72440,115237],[72598,116703],[72618,116723],[77713,123169],[78638,123723],[79772,125286],[87312,134617],[87470,136083],[87490,136103],[91726,147784],[92000,141004],[92412,142695],[92484,142767],[98168,149777],[98451,150060],[99530,150547],[100062,151263],[104306,156478],[109154,162466],[109566,164157],[109638,164229],[114839,169665],[115344,171515],[117511,172599],[121670,177779],[121828,179245],[121848,179265],[128627,186526],[134219,192977],[134724,194827],[136891,195911],[140730,200870],[143210,203428],[148058,209416],[148470,211107],[148542,211179],[156080,218952],[162192,225718],[164672,228276],[171789,236624],[177381,243075],[177886,244925],[180053,246009],[186252,253237],[195101,262624],[203030,271412],[209142,278178],[211622,280736],[215633,285487],[227878,298126],[236350,307161],[245199,316548],[262350,334117],[280338,352546],[316274,388041]
   ]
cell #467 :
  |C| = 189
  W-rep = phi[[3],[3, 1]]+phi[[2],[4, 1]]
  special rep = phi[[3],[3, 1]] , dim = 105
  orbit = [6, 6, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     21 tau_infinity subcells with 1 member(s)
     84 tau_infinity subcells with 2 member(s)
  subcells = [
     [89266],[109520],[111671],[128993],[134475],[134645],[156336],[156506],[162053],[162387],[186113],[186447],[192587],[192947],[216612],[218562],[218922],[225338],[250917],[252857],[286539],
     [34055,151805],[43111,173141],[46228,181334],[46305,124700],[53573,196453],[56895,203456],[57270,204253],[57347,144186],[61246,101050],[61770,215092],[69512,228304],[69887,229101],[69964,165648],[72503,234411],[73623,236211],[73934,172155],[74394,123624],[78692,246551],[79208,125314],[79835,248969],[79912,182793],[87375,260411],[88495,262211],[88806,195467],[92185,269072],[92366,148424],[93582,271022],[93634,203286],[94517,150575],[99218,280764],[99593,281561],[99670,212598],[100513,282585],[104369,289031],[109339,295786],[110736,297736],[110788,228134],[115043,304841],[115095,177637],[115265,177807],[116624,236545],[116638,306781],[117962,308008],[121733,314335],[122853,316135],[123164,245565],[128812,325011],[134423,331797],[136004,262545],[136018,333737],[137342,334964],[140591,209003],[140925,209337],[140939,340959],[142665,271382],[143273,343451],[148243,350206],[149640,352156],[149692,280594],[152797,427870],[156284,361102],[162401,367673],[164127,298096],[164735,370165],[169275,242685],[169635,243045],[171974,378935],[177585,385721],[179166,316469],[179180,387661],[180504,388888],[186461,396529],[195286,404935],[200490,277798],[203234,413562],[209351,420133],[211077,352516],[211685,422625],[228082,438410],[236559,446627],[245384,455033],[262559,469939],[280542,485360],[316483,513101]
   ]
cell #468 :
  |C| = 189
  W-rep = phi[[3],[3, 1]]+phi[[2],[4, 1]]
  special rep = phi[[3],[3, 1]] , dim = 105
  orbit = [6, 6, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     21 tau_infinity subcells with 1 member(s)
     84 tau_infinity subcells with 2 member(s)
  subcells = [
     [53501],[68275],[69853],[82792],[87053],[87341],[104047],[104335],[108951],[109075],[128424],[128548],[134016],[134189],[153991],[155877],[156050],[161991],[184078],[186051],[216550],
     [16812,100479],[22445,117928],[24283,124405],[24296,79388],[29121,137308],[30805,143239],[31524,143891],[31537,94697],[33983,61698],[34258,152763],[39272,164701],[39991,165353],[40004,111851],[41726,169895],[41816,171586],[42127,117150],[43039,78620],[45833,180470],[46194,79801],[46572,182498],[46585,125494],[52188,193207],[52278,194898],[52589,136530],[55396,200941],[55658,97981],[55708,202827],[55760,142951],[57236,99559],[60019,211651],[60738,212303],[60751,150755],[61363,213191],[64314,219182],[68013,225789],[68325,227675],[68377,164413],[72129,234176],[72181,121411],[72469,121699],[72519,171710],[72533,236149],[74511,237354],[77307,243305],[77397,244996],[77708,179692],[82530,253308],[87001,260176],[87391,195022],[87405,262149],[89383,263354],[91797,147855],[91921,147979],[91935,269010],[92382,203000],[94020,271642],[97719,278249],[98031,280135],[98083,211363],[101167,357966],[103995,288796],[109089,295724],[109536,227848],[111174,298356],[114636,177178],[114809,177351],[116888,307232],[121359,314100],[121749,245120],[121763,316073],[123741,317278],[128562,324949],[136268,334188],[140529,208941],[142899,343216],[147993,350144],[148440,280308],[150078,352776],[164361,369930],[171724,378873],[179430,388112],[195036,404873],[211311,422390],[245134,454971]
   ]
cell #469 :
  |C| = 105
  W-rep = phi[[3, 2],[2]]
  special rep = phi[[3, 2],[2]] , dim = 105
  orbit = [6, 4, 4]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [81524],[86058],[86179],[102438],[105947],[106688],[108010],[120416],[120537],[126341],[126869],[128150],[130463],[130723],[131012],[139796],[139917],[144851],[145592],[146914],[153715],[155369],[155629],[158133],[158661],[166313],[167054],[168376],[171312],[173625],[173885],[174174],[185519],[187328],[188069],[188397],[194624],[196937],[197197],[197486],[202319],[202579],[205083],[205611],[217932],[219586],[219846],[220135],[224444],[227167],[227427],[229931],[230459],[235617],[238495],[244722],[251145],[251914],[253890],[254418],[258568],[258828],[261617],[264495],[270392],[276904],[279627],[279887],[286714],[287492],[289379],[292106],[294082],[297106],[303618],[312492],[312752],[315541],[322647],[323666],[328180],[330067],[339448],[339708],[346526],[348502],[351526],[359533],[364112],[373240],[375216],[382104],[383991],[398251],[399011],[408104],[409991],[416572],[432267],[441420],[449109],[464339],[472421],[493757],[519259]
   ]
cell #470 :
  |C| = 455
  W-rep = phi[[3, 1, 1],[2]]+phi[[3, 1],[2, 1]]+phi[[1, 1, 1],[4]]+phi[[1, 1],[4, 1]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     35 tau_infinity subcells with 1 member(s)
     140 tau_infinity subcells with 2 member(s)
     35 tau_infinity subcells with 4 member(s)
  subcells = [
     [29106],[38932],[39983],[48823],[51890],[52180],[53483],[61594],[64016],[64306],[67925],[68257],[76796],[79625],[79681],[82442],[82774],[86856],[86877],[97329],[97385],[100785],[103850],[103871],[108888],[119338],[120964],[124989],[126562],[128361],[145694],[147520],[153928],[174762],[205677],
     [3366,67873],[4931,82390],[5592,86891],[7669,102804],[7920,103885],[8673,107554],[8854,108965],[11796,81445],[11852,127283],[12177,128438],[12950,131378],[13201,132459],[13434,133998],[16023,146458],[16797,34243],[17549,102856],[17612,154705],[18006,155859],[18982,106609],[19038,159075],[19277,67118],[19363,160230],[21140,167920],[22430,45818],[22925,174540],[23176,175621],[24275,46564],[24304,46313],[24879,184060],[25078,184486],[25186,127269],[27014,131430],[27077,189387],[27332,85712],[27388,86002],[29601,197852],[29852,198933],[30465,59679],[31516,60730],[31545,57355],[32085,145513],[32141,206025],[32380,96824],[32466,207180],[33965,61680],[34011,61355],[34019,61299],[34623,216371],[34968,154345],[36608,220501],[37183,221602],[37291,159061],[37715,107606],[40012,69972],[40552,166975],[40608,230873],[40847,113978],[40933,232028],[41428,77009],[41718,77299],[42135,73942],[43021,78602],[43067,74503],[43075,74447],[43726,174592],[43789,239485],[44044,120070],[44100,120360],[46593,79920],[47017,183891],[49328,187990],[49384,254832],[50037,189027],[50640,132445],[51677,91668],[52597,88814],[53529,89375],[53537,89319],[54188,197904],[54251,265485],[54506,139450],[54562,139740],[55308,97631],[55640,97963],[55848,93722],[56138,94012],[56146,92990],[57930,274062],[58038,206011],[58462,146510],[60759,99678],[61726,101159],[61734,101103],[63284,157849],[64910,220553],[64973,290369],[67623,114483],[67679,114539],[68465,110876],[68755,111166],[68763,110144],[70547,300776],[70655,230859],[71079,167972],[71984,121214],[72005,121235],[72695,116800],[75156,239125],[75759,175607],[77716,123172],[78648,123733],[78656,123677],[79689,125141],[81626,188171],[83344,326156],[83452,254818],[84980,138718],[86606,140344],[87567,136180],[90028,265125],[90631,198919],[91734,147792],[92492,142775],[97393,147672],[98171,149780],[98461,150070],[98469,149048],[102259,359292],[103026,220723],[104968,290009],[106790,167156],[108616,168982],[109646,164237],[121925,179342],[126714,323025],[126935,254484],[131600,198074],[148550,211187],[153781,286780],[158727,230525],
     [2122,6923,55256,97579],[3708,10813,72019,121249],[3821,10152,72643,116748],[5705,13954,87515,136128],[6125,16204,91811,147869],[6290,15270,92506,142789],[6319,15019,92616,141708],[9019,20387,109660,164251],[9048,20136,109770,163170],[9632,23409,114618,177160],[9874,22152,115429,171600],[9920,21827,115553,170445],[9928,21771,72783,115803],[10926,23929,121873,179290],[13230,27627,132569,190966],[13676,28828,134809,194912],[13722,28503,134933,193757],[13730,28447,87655,135183],[16369,33490,148564,211201],[16398,33239,148674,210120],[19409,38089,160354,223577],[19417,38033,107694,160604],[23205,44339,175731,241064],[23651,45540,177971,245010],[23697,45215,178095,243855],[23705,45159,122013,178345],[27396,50792,86010,132943],[29881,54801,199043,267064],[32512,58836,207304,276037],[32520,58780,146598,207554],[40979,71453,232152,302751],[40987,71397,168060,232402],[44108,75911,120368,176105],[54570,90783,139748,199417],[67687,108768,114547,169134]
   ]
cell #471 :
  |C| = 175
  W-rep = phi[[3, 1],[3]]+phi[[2, 1],[4]]
  special rep = phi[[3, 1],[3]] , dim = 105
  orbit = [6, 6, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [3367],[4932],[5583],[7670],[7911],[8674],[8827],[8853],[11843],[12150],[12176],[12951],[13192],[13433],[16024],[17260],[17423],[18005],[19029],[21141],[22926],[23167],[24771],[24878],[26888],[29602],[29843],[32132],[36609],[40599],[43600],[49375],[54062],[64784],[80880],
     [2123,6924],[2204,15020],[3448,20137],[3699,10804],[3822,10153],[3830,21818],[5472,27628],[5706,13955],[5714,28494],[6098,16177],[6124,16203],[6264,30526],[6281,15261],[7005,33240],[8682,38080],[8993,38993],[9010,20378],[9631,23408],[9733,41483],[9847,22125],[9873,22151],[10693,44340],[10927,23930],[10935,45206],[13175,50938],[13535,51945],[13649,28801],[13675,28827],[14495,54802],[14707,30363],[14862,31108],[16032,58827],[16343,59740],[16360,33481],[18107,64071],[18747,65500],[19824,38830],[19979,39575],[21149,71444],[21434,41590],[23150,76057],[23510,77064],[23624,45513],[23650,45539],[25693,82071],[25911,48721],[28110,52052],[29826,90929],[31210,93777],[31850,95206],[32927,59577],[33082,60322],[35976,64178],[39677,110931],[40317,112360],[42405,116429],[42623,73840],[44822,77171],[49093,129438],[52867,135809],[53085,88712],[56723,93884],[60424,149835],[67388,161230],[69340,111038],[77986,178971],[78204,123070],[97094,208180],[99046,149942],[114248,233028]
   ]
cell #472 :
  |C| = 175
  W-rep = phi[[3, 1],[3]]+phi[[2, 1],[4]]
  special rep = phi[[3, 1],[3]] , dim = 105
  orbit = [6, 6, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [3370],[4935],[5584],[7673],[7912],[8677],[8828],[8852],[11844],[12151],[12175],[12954],[13193],[13432],[16027],[17261],[17424],[18004],[19030],[21144],[22929],[23168],[24772],[24877],[26889],[29605],[29844],[32133],[36612],[40600],[43601],[49376],[54063],[64785],[80881],
     [2126,6927],[2213,15023],[3457,20140],[3700,10805],[3825,10156],[3845,21819],[5481,27631],[5709,13958],[5729,28495],[6099,16178],[6123,16202],[6269,30527],[6282,15262],[7014,33243],[8697,38081],[8998,38994],[9011,20379],[9630,23407],[9738,41484],[9848,22126],[9872,22150],[10702,44343],[10930,23933],[10950,45207],[13180,50939],[13540,51946],[13650,28802],[13674,28826],[14504,54805],[14708,30364],[14861,31107],[16047,58828],[16348,59741],[16361,33482],[18112,64072],[18752,65501],[19825,38831],[19978,39574],[21164,71445],[21433,41589],[23155,76058],[23515,77065],[23625,45514],[23649,45538],[25698,82072],[25912,48722],[28109,52051],[29831,90930],[31215,93778],[31855,95207],[32928,59578],[33081,60321],[35975,64177],[39682,110932],[40322,112361],[42410,116430],[42624,73841],[44821,77170],[49098,129439],[52872,135810],[53086,88713],[56722,93883],[60429,149836],[67393,161231],[69339,111037],[77991,178972],[78205,123071],[97099,208181],[99045,149941],[114253,233029]
   ]
cell #473 :
  |C| = 175
  W-rep = phi[[3, 1],[3]]+phi[[2, 1],[4]]
  special rep = phi[[3, 1],[3]] , dim = 105
  orbit = [6, 6, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [5608],[7936],[8831],[12154],[13426],[13492],[17264],[17998],[18064],[19762],[24871],[25325],[25849],[27529],[34535],[35256],[37430],[37954],[44241],[47550],[50325],[54703],[58177],[58701],[65845],[70794],[71318],[75444],[83591],[90316],[95551],[105256],[112705],[129783],[154265],
     [2165,15286],[2173,31101],[3409,20403],[3417,39568],[3724,10829],[3732,41583],[3787,22129],[5616,52045],[5671,28805],[6102,16181],[6146,55282],[6166,30367],[6314,56003],[6966,33506],[6974,60315],[7944,64171],[8875,67899],[8895,38834],[9043,68620],[9624,23401],[9690,23467],[9895,72669],[9915,42037],[10837,77164],[10892,45517],[12198,82416],[12218,48725],[13225,85867],[13697,87541],[13717,52499],[14645,32865],[14921,31167],[15294,93877],[16225,97605],[16245,59581],[16393,98326],[17633,102830],[19384,107580],[19404,67020],[20038,39634],[20411,111031],[21692,42561],[22173,116774],[22193,73844],[23200,120225],[23672,121899],[23692,77618],[27098,131404],[28368,53023],[28849,136154],[28869,88716],[29876,139605],[30736,141734],[32487,146484],[32507,96726],[33141,60381],[33514,149935],[39203,163196],[40954,167946],[40974,113880],[43810,174566],[45080,78142],[45561,179316],[45581,123074],[51148,190992],[54272,197878],[59950,210146],[64994,220527],[76267,241090],[91139,267090]
   ]
cell #474 :
  |C| = 140
  W-rep = phi[[3, 3],[1]]+phi[[3, 1],[3]]
  special rep = phi[[3, 1],[3]] , dim = 105
  orbit = [6, 6, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     70 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [15196],[15611],[20313],[22018],[22055],[22598],[27804],[28694],[28731],[30860],[30938],[31626],[31729],[33416],[38317],[39327],[39405],[41552],[42181],[42284],[43174],[44516],[45406],[45443],[51272],[52014],[52643],[52746],[54978],[55436],[56190],[59064],[60074],[60152],[64140],[65569],[68053],[68807],[71681],[72223],[76391],[77133],[77762],[77865],[82140],[82570],[87095],[91263],[93846],[95275],[97759],[98513],[104089],[111000],[112429],[116498],[116928],[121453],[129507],[135878],[136308],[142993],[149904],[161299],[164455],[179040],[179470],[208249],[211405],[233097],
     [3268,38280],[5203,50441],[5435,51350],[6825,59027],[7846,35372],[8261,20728],[8298,66161],[9554,71644],[10424,75560],[10656,76469],[12043,26175],[12080,47866],[12545,84455],[12623,29274],[14226,90432],[14458,91341],[15648,95867],[17757,62759],[17835,36281],[18339,105372],[18523,40093],[18626,40196],[20765,113021],[22520,118813],[24840,80534],[25469,48869],[25572,48972],[26212,130099],[26462,53636],[29196,138193],[34689,62519],[35443,64358],[36203,157324],[47104,80779],[47274,184334]
   ]
cell #475 :
  |C| = 105
  W-rep = phi[[3, 2],[2]]
  special rep = phi[[3, 2],[2]] , dim = 105
  orbit = [6, 4, 4]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [2785],[3275],[4641],[5329],[5444],[6832],[7372],[7507],[8307],[8383],[8641],[9561],[10550],[10665],[11454],[12089],[12653],[12708],[12788],[14352],[14467],[15657],[15733],[15991],[17865],[17920],[18465],[18607],[18640],[20774],[20850],[21108],[22064],[22628],[22683],[22763],[25553],[25586],[26221],[26297],[28740],[29304],[29359],[29439],[30968],[31023],[31710],[31743],[34881],[36311],[36366],[36446],[38326],[39435],[39490],[40177],[40210],[42265],[42298],[45452],[47307],[47896],[48953],[48986],[51380],[51435],[52727],[52760],[59073],[60182],[60237],[62188],[63174],[63207],[66191],[67248],[67281],[71690],[76499],[76554],[77846],[77879],[81154],[84870],[84903],[91371],[91426],[95897],[96954],[96987],[106318],[113051],[114108],[114141],[119228],[119261],[130129],[138608],[138641],[145222],[157739],[157772],[166684],[187699],[216919]
   ]
cell #476 :
  |C| = 175
  W-rep = phi[[3, 1],[3]]+phi[[2, 1],[4]]
  special rep = phi[[3, 1],[3]] , dim = 105
  orbit = [6, 6, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [19885],[25972],[28000],[35866],[38548],[38665],[47202],[48439],[48556],[51825],[62414],[63102],[63951],[66851],[80406],[81380],[84798],[85647],[96557],[102525],[106544],[113711],[119156],[120005],[131099],[138536],[139385],[145448],[157667],[166910],[174261],[187925],[197573],[220222],[251232],
     [10111,42684],[10121,73558],[13913,53146],[13923,88430],[14768,32988],[14778,92120],[15230,56613],[19895,109274],[20347,69230],[21324,44712],[21397,114764],[21522,72321],[21825,115738],[23888,78265],[23898,122788],[25982,128747],[28073,134144],[28198,87193],[28501,135118],[30081,59295],[30198,59412],[30596,141429],[30721,92808],[32998,148178],[33450,98936],[35939,156005],[36064,104187],[38087,160539],[39063,162891],[39188,109962],[41363,76944],[41868,73675],[42694,171909],[44785,177306],[44910,121551],[45213,178280],[47789,184906],[51008,190687],[51133,132761],[52330,88547],[53156,195221],[55783,93657],[56686,202955],[56811,143091],[58834,207489],[59810,209841],[59935,148866],[66084,222022],[68400,110811],[69303,227803],[69428,164553],[71451,232337],[72908,235004],[76127,240785],[76252,175923],[77449,122905],[78275,245319],[87780,261004],[90999,266785],[91124,199235],[95790,274482],[98106,149715],[99009,280263],[99134,211503],[107819,293469],[112944,301196],[122138,314928],[130022,326576],[146723,347889],[168185,374603]
   ]
cell #477 :
  |C| = 105
  W-rep = phi[[3, 2],[2]]
  special rep = phi[[3, 2],[2]] , dim = 105
  orbit = [6, 4, 4]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [8632],[8642],[12699],[12709],[13161],[15982],[15992],[17911],[17921],[18535],[18608],[18733],[21099],[21109],[22674],[22684],[23136],[25481],[25554],[25679],[26443],[26560],[29350],[29360],[29812],[31024],[31638],[31711],[31836],[34701],[35424],[35541],[36357],[36367],[36756],[39491],[40105],[40178],[40303],[42266],[42391],[43155],[43272],[47085],[48051],[48881],[48954],[49079],[51436],[52728],[52853],[53617],[53734],[56288],[57503],[60238],[62531],[63175],[64339],[64456],[67249],[67374],[68905],[70120],[73170],[76555],[77847],[77972],[80760],[81497],[82917],[84871],[86152],[88042],[91427],[96955],[97080],[98611],[101770],[102879],[106661],[108081],[114109],[114234],[119229],[120510],[122400],[127018],[131453],[138609],[139890],[145565],[146985],[157740],[158810],[167027],[168447],[174615],[188042],[197927],[205760],[220576],[230608],[254567],[286863]
   ]
cell #478 :
  |C| = 105
  W-rep = phi[[3, 2],[2]]
  special rep = phi[[3, 2],[2]] , dim = 105
  orbit = [6, 4, 4]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [7692],[8752],[11695],[12973],[13291],[16102],[17176],[17389],[18779],[18881],[19491],[21219],[22948],[23266],[24737],[25725],[26641],[26761],[26854],[29624],[29942],[31882],[31984],[32594],[35622],[35742],[36631],[36804],[36842],[40349],[40451],[41061],[42437],[43353],[43473],[43566],[48099],[48137],[49125],[49227],[52899],[53815],[53935],[54028],[56369],[56489],[57551],[57589],[62612],[64537],[64657],[64750],[67420],[68986],[69106],[70168],[70206],[73218],[73256],[78018],[80846],[81578],[82965],[83003],[86233],[86353],[88090],[88128],[97126],[98692],[98812],[101784],[102927],[102965],[106742],[108129],[108167],[114280],[120591],[120711],[122448],[122486],[127032],[131501],[131539],[139971],[140091],[145646],[147033],[147071],[158824],[167108],[168495],[168533],[174663],[174701],[188123],[197975],[198013],[205774],[220624],[220662],[230622],[254581],[286877]
   ]
cell #479 :
  |C| = 105
  W-rep = phi[[3, 2],[2]]
  special rep = phi[[3, 2],[2]] , dim = 105
  orbit = [6, 4, 4]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [17674],[19544],[25091],[27139],[27690],[32647],[34636],[34946],[37042],[37196],[38164],[41114],[43851],[44402],[46995],[48337],[49705],[49873],[50015],[54313],[54864],[57789],[57943],[58911],[63551],[63719],[65035],[65244],[65290],[70406],[70560],[71528],[73456],[74824],[74992],[75134],[81815],[81861],[83203],[83357],[88328],[89696],[89864],[90006],[93257],[93425],[94950],[94996],[102272],[104636],[104804],[104946],[108367],[110411],[110579],[112104],[112150],[116173],[116219],[122686],[126692],[127520],[129182],[129228],[133210],[133378],[135553],[135599],[147271],[149315],[149483],[153667],[154878],[154924],[159312],[160974],[161020],[168733],[176372],[176540],[178715],[178761],[184613],[189560],[189606],[199684],[199852],[206262],[207924],[207970],[221729],[231110],[232772],[232818],[239658],[239704],[255069],[265658],[265704],[274189],[290542],[290588],[300903],[326283],[359419]
   ]
cell #480 :
  |C| = 105
  W-rep = phi[[3, 2],[2]]
  special rep = phi[[3, 2],[2]] , dim = 105
  orbit = [6, 4, 4]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [17611],[19336],[19362],[25077],[26725],[27076],[27470],[32439],[32465],[34622],[34956],[35706],[36876],[36983],[37182],[40906],[40932],[43437],[43788],[44182],[47005],[48171],[48278],[49691],[50025],[53899],[54250],[54644],[56453],[57623],[57730],[57929],[63537],[64621],[64972],[65300],[69070],[70240],[70347],[70546],[73290],[73397],[74810],[75144],[81871],[83037],[83144],[83343],[86317],[88162],[88269],[89682],[90016],[93243],[95006],[98776],[102258],[102999],[104622],[104956],[108201],[108308],[110397],[112160],[116229],[120675],[122520],[122627],[126702],[127506],[129238],[131573],[133196],[135609],[140055],[147105],[147212],[149301],[153677],[154934],[159298],[161030],[168567],[168674],[174735],[176358],[178771],[184623],[189616],[198047],[199670],[206248],[207980],[220696],[221739],[231096],[232828],[239714],[255055],[265714],[274199],[290598],[300913],[326293],[359429]
   ]
cell #481 :
  |C| = 105
  W-rep = phi[[3, 2],[2]]
  special rep = phi[[3, 2],[2]] , dim = 105
  orbit = [6, 4, 4]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [35344],[38181],[38252],[47470],[49890],[50413],[51256],[58928],[58999],[62285],[62704],[63736],[65348],[65553],[65765],[71545],[71616],[75009],[75532],[76375],[80479],[81919],[82124],[83981],[84400],[89881],[90404],[91247],[93442],[95054],[95259],[95471],[103370],[104821],[105344],[105643],[110596],[112208],[112413],[112625],[116277],[116482],[118339],[118758],[127846],[129286],[129491],[129703],[133395],[135657],[135862],[137719],[138138],[142274],[144547],[149500],[154185],[154982],[156850],[157269],[161078],[161283],[163736],[166009],[171008],[176557],[178819],[179024],[184279],[185131],[187024],[189664],[191532],[194320],[199869],[208028],[208233],[210686],[216319],[217550],[222247],[224140],[232876],[233081],[239762],[241630],[244418],[251419],[256532],[265762],[267630],[274707],[276600],[290646],[291611],[301421],[303314],[310456],[326801],[337412],[346031],[362835],[372745],[397756],[429337]
   ]
cell #482 :
  |C| = 105
  W-rep = phi[[3, 2],[2]]
  special rep = phi[[3, 2],[2]] , dim = 105
  orbit = [6, 4, 4]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [63193],[67164],[67267],[81045],[84215],[84889],[86054],[96870],[96973],[101885],[102384],[103604],[105698],[105943],[106209],[114024],[114127],[118573],[119247],[120412],[126287],[127901],[128146],[130459],[130958],[137953],[138627],[139792],[142508],[144602],[144847],[145113],[155365],[157084],[157758],[158079],[163970],[166064],[166309],[166575],[171063],[171308],[173621],[174120],[185465],[187079],[187324],[187590],[191766],[194375],[194620],[196933],[197432],[202315],[205029],[210920],[216810],[217605],[219582],[220081],[224195],[224440],[227163],[229877],[235563],[241864],[244473],[244718],[251091],[251910],[253836],[256587],[258564],[261563],[267864],[276655],[276900],[279623],[286329],[287438],[292102],[294028],[303369],[303614],[310511],[312488],[315487],[323281],[328126],[337467],[339444],[346522],[348448],[362890],[363727],[373236],[375162],[382050],[398247],[408050],[416187],[432213],[441035],[463954],[491876]
   ]
cell #483 :
  |C| = 70
  W-rep = phi[[2, 2],[3]]
  special rep = phi[[2, 2],[3]] , dim = 70
  orbit = [5, 5, 4]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     70 tau_infinity subcells with 1 member(s)
  subcells = [
     [2201],[3445],[3798],[5469],[5682],[6177],[6253],[7002],[8650],[8906],[8982],[9722],[10690],[10903],[12229],[12717],[13164],[13524],[14492],[16000],[16256],[16332],[17929],[18096],[18736],[21117],[22204],[22692],[23139],[23499],[25682],[26563],[28880],[29368],[29815],[31032],[31199],[31839],[35544],[36375],[39499],[39666],[40306],[42394],[43275],[45592],[49082],[51444],[52856],[53737],[56291],[60246],[60413],[64459],[67377],[68908],[76563],[77975],[81500],[86155],[91435],[97083],[98614],[106664],[114237],[120513],[139893],[145568],[167030],[188045]
   ]
cell #484 :
  |C| = 105
  W-rep = phi[[4],[2, 1]]+phi[[1],[5, 1]]
  special rep = phi[[4],[2, 1]] , dim = 70
  orbit = [8, 4, 1, 1]
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 70
     35 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [9280],[13627],[14070],[18199],[19802],[19951],[20563],[25889],[26038],[28020],[28034],[28274],[35886],[35900],[36140],[38564],[38605],[38614],[47222],[48455],[48496],[48505],[51724],[51739],[62430],[62471],[63850],[63865],[67742],[80659],[80674],[82259],[101654],[102014],[126106],
     [4369,11279],[6551,16630],[7164,16913],[7176,16834],[9825,23602],[10268,24045],[10280,22467],[11194,24451],[14082,29143],[14685,32905],[14834,33054],[15056,31302],[15446,33666],[16925,34280],[20173,39769],[21344,44732],[21358,44746],[21598,44986],[21732,42601],[24057,45855],[28408,53063],[30097,59311],[30138,59352],[30147,59361],[30557,56647],[33276,60516],[39024,69264],[41262,76843],[41277,76858],[41817,73624],[45120,78182],[52279,88496],[55125,97448],[59771,98970],[77398,122854]
   ]
cell #485 :
  |C| = 154
  W-rep = phi[[4, 1, 1],[1]]+phi[[4, 1],[1, 1]]
  special rep = phi[[4, 1],[1, 1]] , dim = 84
  orbit = [8, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     14 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [24425],[32781],[34165],[44625],[46438],[58281],[59200],[61516],[75572],[76718],[95483],[95906],[118816],[145040],
     [2768,35296],[4692,47750],[5312,50365],[5427,27664],[7524,62742],[7591,63051],[8434,66045],[8595,37994],[10533,75484],[10648,44376],[11471,80517],[11668,81020],[12805,84438],[12872,84747],[13075,50969],[14335,90356],[14450,54838],[15784,95751],[15945,58741],[17149,101860],[17373,102363],[18448,105296],[18854,106184],[19199,66800],[19678,41248],[20901,112905],[21062,71358],[22780,118796],[22847,119105],[23050,76088],[24721,126266],[25429,83695],[26348,129983],[26838,130937],[27913,55087],[29456,138176],[29523,138485],[29726,90960],[31957,145088],[32302,96506],[34415,153524],[35384,105384],[36463,157307],[36530,157616],[37534,70898],[38453,71817],[40424,166550],[40769,113660],[43550,174099],[47324,184317],[47482,129715],[47905,130138],[49200,187565],[50453,90444],[51599,91590],[54012,197411],[62297,154197],[62585,216785],[62762,157327],[64734,220060],[65777,112637],[66200,113060],[80537,184337],[80830,251070],[80972,187517],[84458,138196],[101673,286254],[101812,216737],[106136,166502],[126091,250593]
   ]
cell #486 :
  |C| = 175
  W-rep = phi[[3, 1],[3]]+phi[[2, 1],[4]]
  special rep = phi[[3, 1],[3]] , dim = 105
  orbit = [6, 6, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [37920],[38734],[38812],[48625],[48703],[49839],[50890],[51775],[51897],[58667],[63685],[63901],[64023],[65452],[67781],[71284],[74958],[76009],[80710],[82023],[82298],[83756],[89830],[90881],[95158],[102053],[103145],[104770],[112312],[118114],[126428],[129390],[137494],[156625],[184206],
     [9960,116381],[10127,116656],[13762,135761],[13929,136036],[14784,140957],[14885,142049],[15005,93391],[15236,93607],[19449,161182],[19901,162419],[20002,163511],[20122,110545],[20353,110761],[21457,169590],[21528,115068],[21658,73744],[22107,73822],[23737,178923],[23904,179198],[25988,186479],[27493,191307],[27613,133344],[28133,192902],[28204,134448],[28334,88616],[28783,88694],[30267,59481],[30345,59559],[30478,93729],[32552,208132],[33004,209369],[33105,210461],[33225,149449],[33456,149665],[35999,218877],[36070,156309],[37006,221322],[38945,110883],[41019,232980],[41313,76894],[41435,77016],[42700,236577],[44205,241405],[44325,176506],[44845,243000],[44916,177610],[45046,122974],[45495,123052],[48301,252577],[53162,262577],[54667,267405],[54787,199818],[55164,97487],[56746,271337],[56817,203259],[57753,273782],[59692,149787],[69363,298051],[69434,228107],[70370,300496],[73420,306501],[78281,316501],[83167,325876],[88292,333457],[99069,352471],[99140,280567],[108331,366322],[122650,387381],[147235,418782],[168697,443630]
   ]
cell #487 :
  |C| = 105
  W-rep = phi[[3, 2],[2]]
  special rep = phi[[3, 2],[2]] , dim = 105
  orbit = [6, 4, 4]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [8648],[12715],[13167],[15998],[17927],[18668],[18739],[19318],[21115],[22690],[23142],[25614],[25685],[26629],[26707],[29366],[29818],[31030],[31771],[31842],[32421],[35610],[35688],[36373],[36706],[36828],[39497],[40238],[40309],[40888],[42326],[42397],[43341],[43419],[48001],[48123],[49014],[49085],[49486],[51442],[52788],[52859],[53803],[53881],[56357],[57453],[57575],[60244],[62364],[63235],[63332],[64525],[64603],[67309],[67380],[68974],[70070],[70192],[73242],[74605],[76561],[77907],[77978],[80593],[81566],[82867],[82989],[84931],[86221],[88114],[89477],[91433],[97015],[97086],[98680],[102170],[102951],[104417],[106730],[108153],[114169],[114240],[119289],[120579],[122472],[126615],[126923],[131525],[138669],[139959],[145634],[147057],[153769],[157800],[158715],[167096],[168519],[174687],[188111],[197999],[205665],[220648],[230513],[254472],[286768]
   ]
cell #488 :
  |C| = 105
  W-rep = phi[[4],[2, 1]]+phi[[1],[5, 1]]
  special rep = phi[[4],[2, 1]] , dim = 70
  orbit = [8, 4, 1, 1]
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 70
     35 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [14076],[19957],[20567],[26044],[28143],[28278],[29092],[36009],[36144],[38609],[38699],[38918],[48500],[48590],[48809],[51761],[51796],[51891],[62475],[63887],[63922],[64017],[67748],[67775],[80696],[80731],[82265],[82292],[86768],[102020],[102047],[103762],[126112],[126474],[153541],
     [4372,24335],[6554,31576],[7170,16919],[9283,40043],[9989,42756],[10274,24051],[11198,24455],[11282,46624],[13791,53218],[14840,33060],[14895,56756],[15450,33670],[16633,60790],[16783,34229],[20012,69373],[21467,44855],[21602,44990],[21623,73709],[22416,45804],[23766,78337],[28299,88581],[30142,59356],[30232,59446],[30451,59665],[30472,93723],[33115,99079],[38939,110877],[41299,76880],[41334,76915],[41429,77010],[45011,122939],[55131,97454],[55158,97481],[59686,149781],[71896,121126]
   ]
cell #489 :
  |C| = 189
  W-rep = phi[[3],[3, 1]]+phi[[2],[4, 1]]
  special rep = phi[[3],[3, 1]] , dim = 105
  orbit = [6, 6, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     21 tau_infinity subcells with 1 member(s)
     84 tau_infinity subcells with 2 member(s)
  subcells = [
     [39955],[52152],[53439],[64278],[68005],[68213],[82522],[82730],[86848],[86975],[103842],[103969],[108899],[109068],[126554],[128372],[128541],[134009],[153939],[155870],[184071],
     [11212,79001],[15464,94310],[16776,99777],[16804,61062],[20581,111464],[21881,117088],[22409,117226],[22437,74210],[24247,46536],[24469,183200],[28557,136468],[29085,136606],[29113,89082],[30444,141075],[30543,142746],[30797,93984],[31488,60702],[33684,150368],[33921,61636],[34222,215348],[34250,153150],[38911,162537],[39010,164208],[39264,111138],[41500,169716],[41690,77271],[41767,171534],[41808,116880],[42977,78558],[45269,179630],[45797,179768],[45825,123440],[46082,247317],[48802,186597],[51962,193028],[52229,194846],[52270,136260],[55347,200889],[55388,97711],[55596,97919],[55682,142873],[55697,202820],[57124,272328],[59658,209487],[59757,211158],[60011,150042],[64088,219003],[67964,225737],[68299,164335],[68314,227668],[69741,299042],[71976,121206],[72103,121333],[72118,234169],[72512,171703],[73921,236695],[77081,243126],[77348,244944],[77389,179422],[82481,253256],[86990,260169],[87384,195015],[88793,262695],[91745,147803],[91914,147972],[93794,271463],[97670,278197],[98005,211285],[98020,280128],[99447,353462],[103984,288789],[110948,298177],[114629,177171],[116839,307180],[121348,314093],[121742,245113],[123151,316619],[125795,393654],[136219,334136],[142888,343209],[149852,352597],[164350,369923],[179381,388060],[211300,422383]
   ]
cell #490 :
  |C| = 154
  W-rep = phi[[4, 1, 1],[1]]+phi[[4, 1],[1, 1]]
  special rep = phi[[4, 1],[1, 1]] , dim = 84
  orbit = [8, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     14 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [46505],[59267],[61551],[76753],[79595],[95941],[97299],[100745],[119308],[120924],[145129],[145654],[174182],[205594],
     [7626,63245],[11766,81531],[12907,84941],[13142,51498],[17410,102445],[17509,102945],[18952,106695],[19234,67319],[22882,119299],[23117,76617],[24758,126348],[25056,126917],[26875,131019],[26974,131519],[27302,86186],[29558,138679],[29793,91489],[32055,145599],[32337,97025],[34601,153763],[34930,154298],[36565,157810],[37161,158709],[37675,108147],[38520,71884],[40522,167061],[40804,114179],[43587,174181],[43686,174681],[44014,120544],[46979,183844],[47940,130173],[49298,188076],[49999,188980],[51634,91625],[54049,197493],[54148,197993],[54476,139924],[57908,205659],[58422,147051],[62034,216190],[63254,157819],[64771,220142],[64870,220642],[66235,113095],[67593,114453],[70525,230507],[71039,168513],[75118,239078],[80867,251152],[81061,187606],[81586,188131],[83322,254466],[84950,138688],[86566,140304],[89990,265078],[101901,216826],[102237,286762],[102446,220143],[104930,289962],[106225,166591],[106750,167116],[126349,251153],[126676,322978],[126852,254401],[131020,197494],[153564,358913],[153698,286697],[158644,230442],[183685,322585]
   ]
cell #491 :
  |C| = 175
  W-rep = phi[[3, 1],[3]]+phi[[2, 1],[4]]
  special rep = phi[[3, 1],[3]] , dim = 105
  orbit = [6, 6, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [27483],[28123],[28147],[35989],[36013],[36996],[37880],[38578],[38694],[44195],[48291],[48469],[48585],[49799],[51756],[54657],[57743],[58627],[62444],[63645],[63882],[65132],[70360],[71244],[74918],[80691],[81703],[83157],[89790],[94838],[101972],[104730],[111992],[129070],[154066],
     [6330,93351],[6378,93588],[9059,110505],[9107,110742],[9763,115049],[9860,116061],[9935,73410],[10005,73588],[13241,133304],[13565,134429],[13662,135441],[13737,88282],[13807,88460],[14720,140876],[14746,92150],[14875,56736],[15060,56760],[16409,149409],[16457,149646],[18137,156290],[19349,160862],[19424,108321],[19837,162338],[19863,109304],[19992,69353],[20177,69377],[21447,44835],[21471,44859],[21618,73704],[23216,176466],[23540,177591],[23637,178603],[23712,122640],[23782,122818],[25924,186398],[25950,128777],[26738,188748],[28294,88576],[29892,199778],[30111,59325],[30227,59441],[31240,203240],[32452,207812],[32527,147225],[32940,209288],[32966,148208],[33095,99059],[33280,99083],[35719,218283],[39707,228088],[40919,232660],[40994,168687],[41294,76875],[42636,236496],[42662,171939],[43450,238846],[45006,122934],[53098,262496],[53124,195251],[53912,264846],[56466,270743],[60454,280548],[64634,289730],[69083,297457],[78217,316420],[78243,245349],[86330,330418],[98789,351877],[120688,384342],[140068,410342]
   ]
cell #492 :
  |C| = 189
  W-rep = phi[[3],[3, 1]]+phi[[2],[4, 1]]
  special rep = phi[[3],[3, 1]] , dim = 105
  orbit = [6, 6, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     21 tau_infinity subcells with 1 member(s)
     84 tau_infinity subcells with 2 member(s)
  subcells = [
     [69828],[87316],[89166],[104310],[109245],[109420],[128718],[128893],[134059],[134298],[155920],[156159],[162008],[162278],[184121],[186068],[186338],[192570],[216567],[218545],[250900],
     [24315,124148],[31556,143634],[33951,150896],[34026,100066],[40023,165096],[42471,172055],[43007,172232],[43082,117515],[46169,79776],[46604,249876],[52933,195367],[53469,195544],[53544,136895],[55626,201016],[56232,202870],[56541,143214],[57211,99534],[60770,212046],[61146,100950],[61666,285120],[61741,215637],[68243,225864],[68849,227718],[69158,164676],[72265,234219],[72444,121674],[73106,236166],[73141,171880],[74294,123524],[78052,245465],[78588,245642],[78663,180057],[79031,318770],[82760,253383],[87137,260219],[87978,262166],[88013,195192],[92056,269027],[92091,148149],[92266,148324],[93005,203109],[93032,271005],[94340,344150],[97949,278324],[98555,280178],[98864,211626],[104131,288839],[109210,295741],[110159,227957],[110186,297719],[111494,370864],[114679,177221],[114918,177460],[114945,304824],[116001,236436],[117118,307307],[121495,314143],[122336,316090],[122371,245290],[128683,324966],[134325,331780],[135381,262436],[136498,334263],[140546,208958],[140816,209228],[143035,343259],[148114,350161],[149063,280417],[149090,352139],[150398,423324],[156186,361085],[164497,369973],[169258,242668],[171845,378890],[177487,385704],[178543,316360],[179660,388187],[183230,460440],[195157,404890],[203136,413545],[211447,422433],[227984,438393],[245255,454988],[280444,485343]
   ]
cell #493 :
  |C| = 175
  W-rep = phi[[3, 1],[3]]+phi[[2, 1],[4]]
  special rep = phi[[3, 1],[3]] , dim = 105
  orbit = [6, 6, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [51269],[52011],[52035],[64137],[64161],[65566],[67131],[67802],[68020],[76388],[82137],[82319],[82537],[84182],[86817],[91260],[95272],[96837],[102074],[103571],[103811],[105474],[112426],[113991],[118540],[126523],[127677],[129504],[137920],[144378],[153864],[157051],[165840],[186855],[216695],
     [15191,142475],[15246,142715],[20308,163937],[20363,164177],[21538,169685],[21932,170839],[22052,116495],[22128,116677],[27799,191733],[28214,192997],[28608,194151],[28728,135875],[28804,136057],[30331,200814],[30366,140978],[30857,93843],[31091,93867],[33411,210887],[33466,211127],[36080,218972],[38194,223971],[38314,161296],[38798,225662],[38833,162440],[39324,110997],[39558,111021],[41549,77130],[41573,77154],[42148,116895],[44511,241831],[44926,243095],[45320,244249],[45440,179037],[45516,179219],[48689,253181],[48724,186500],[49903,255677],[52610,136275],[54973,267831],[55185,97508],[55403,97726],[56827,271432],[58941,276431],[59061,208246],[59545,278122],[59580,209390],[60071,149901],[60305,149925],[63749,288142],[69444,298146],[71558,303145],[71678,233094],[71945,121175],[73808,307105],[73843,236598],[75022,309601],[77729,179437],[88680,334061],[88715,262598],[89894,336557],[93455,342562],[99150,352566],[104834,361980],[110609,369276],[123038,387985],[123073,316522],[133408,401458],[149513,421736],[176570,451556],[199882,474868]
   ]
cell #494 :
  |C| = 189
  W-rep = phi[[3],[3, 1]]+phi[[2],[4, 1]]
  special rep = phi[[3],[3, 1]] , dim = 105
  orbit = [6, 6, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     21 tau_infinity subcells with 1 member(s)
     84 tau_infinity subcells with 2 member(s)
  subcells = [
     [89206],[109460],[111596],[128933],[134469],[134570],[156330],[156431],[162041],[162386],[186101],[186446],[192586],[192948],[216600],[218561],[218923],[225339],[250916],[252858],[286540],
     [34051,151216],[43107,172552],[46179,180656],[46299,124188],[53569,195864],[56891,203381],[57221,203575],[57341,143674],[61186,100990],[61766,285440],[69508,228229],[69838,228423],[69958,165136],[72454,234304],[73619,236199],[73928,172095],[74334,123564],[78688,245962],[79133,125239],[79786,321329],[79906,249916],[87326,260304],[88491,262199],[88800,195407],[92181,269060],[92306,148364],[93593,271021],[93628,203280],[94442,150500],[99214,280689],[99544,280883],[99664,212086],[100076,354916],[104320,288924],[109335,295774],[110747,297735],[110782,228128],[115054,304840],[115089,177631],[115190,177732],[116623,236544],[116650,306782],[117525,379800],[121684,314228],[122849,316123],[123158,245505],[128808,324999],[134434,331796],[136003,262544],[136030,333738],[136905,405800],[140579,208991],[140924,209336],[140951,340960],[142666,271383],[143224,343344],[148239,350194],[149651,352155],[149686,280588],[156295,361101],[162413,367674],[164128,298097],[164686,370058],[169274,242684],[169636,243046],[171970,378923],[177596,385720],[179165,316468],[179192,387662],[180067,455898],[186473,396530],[195282,404923],[200491,277799],[203245,413561],[209363,420134],[211078,352517],[211636,422518],[215647,490580],[228093,438409],[236571,446628],[245380,455021],[262571,469940],[280553,485359],[316495,513102]
   ]
cell #495 :
  |C| = 105
  W-rep = phi[[3, 2],[2]]
  special rep = phi[[3, 2],[2]] , dim = 105
  orbit = [6, 4, 4]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [19504],[26774],[27689],[32607],[35755],[36889],[37041],[38154],[41074],[43486],[44401],[48184],[48336],[49704],[49863],[53948],[54863],[56502],[57636],[57788],[58901],[63550],[63709],[64670],[65142],[65278],[69119],[70253],[70405],[71518],[73303],[73455],[74823],[74982],[81713],[81849],[83050],[83202],[83734],[86366],[88175],[88327],[89695],[89854],[93256],[94848],[94984],[98825],[101982],[103012],[103123],[104635],[104794],[108214],[108366],[110410],[112002],[112138],[116207],[118092],[120724],[122533],[122685],[126406],[127519],[129080],[129216],[131586],[133209],[135587],[137472],[140104],[147118],[147270],[149314],[154076],[154912],[156603],[159311],[161008],[168580],[168732],[174748],[176371],[178749],[184184],[184514],[189594],[198060],[199683],[206261],[207958],[216399],[220709],[221630],[231109],[232806],[239692],[255068],[265692],[274090],[290576],[300804],[326184],[359320]
   ]
cell #496 :
  |C| = 175
  W-rep = phi[[3, 1],[3]]+phi[[2, 1],[4]]
  special rep = phi[[3, 1],[3]] , dim = 105
  orbit = [6, 6, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [38190],[38794],[48685],[49899],[51230],[51972],[58937],[63745],[64098],[65527],[67793],[68018],[71554],[75018],[76349],[82098],[82310],[82535],[83768],[86815],[89890],[91221],[95233],[102065],[103157],[103809],[104830],[112387],[118126],[126440],[126521],[129465],[137506],[156637],[184218],
     [10093,116456],[13895,135836],[15095,142061],[15187,93451],[19582,161257],[20212,163523],[20304,110605],[21506,169602],[21921,116668],[21928,73804],[23870,178998],[27703,191319],[27795,133404],[28182,192914],[28597,136048],[28604,88676],[30320,140969],[30327,59541],[30818,93804],[30842,142713],[32685,208207],[33315,210473],[33407,149509],[36048,218889],[37055,221334],[38787,162431],[39285,110958],[39309,164175],[41152,233055],[41510,77091],[41534,169683],[42146,116893],[44415,241417],[44507,176566],[44894,243012],[45309,179210],[45316,123034],[48350,252589],[48678,186491],[51996,192995],[52608,136273],[54877,267417],[54969,199878],[55176,97499],[55401,97724],[56795,271349],[57802,273794],[59534,209381],[60032,149862],[60056,211125],[64122,218970],[69412,298063],[70419,300508],[71943,121173],[73469,306513],[73797,236589],[77115,243093],[77727,179435],[83216,325888],[88341,333469],[88669,262589],[93828,271430],[99118,352483],[108380,366334],[110982,298144],[122699,387393],[123027,316513],[147284,418794],[149886,352564],[168746,443642]
   ]
cell #497 :
  |C| = 105
  W-rep = phi[[3, 2],[2]]
  special rep = phi[[3, 2],[2]] , dim = 105
  orbit = [6, 4, 4]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [38183],[49892],[51254],[58930],[63738],[65350],[65551],[67129],[71547],[75011],[76373],[81921],[82122],[83979],[84180],[89883],[91245],[93444],[95056],[95257],[96835],[103368],[103569],[104823],[105472],[105620],[110598],[112210],[112411],[113989],[116279],[116480],[118337],[118538],[127675],[127823],[129288],[129489],[130204],[133397],[135659],[135860],[137717],[137918],[142272],[144376],[144524],[149502],[153862],[154984],[155110],[156848],[157049],[161080],[161281],[163734],[165838],[165986],[170985],[173366],[176559],[178821],[179022],[183970],[185129],[186853],[187001],[189666],[191530],[194297],[196678],[199871],[208030],[208231],[210684],[216693],[217527],[219327],[222245],[224117],[232878],[233079],[239764],[241628],[244395],[250996],[251324],[256509],[265764],[267628],[274705],[276577],[286392],[290648],[291516],[301419],[303291],[310433],[326799],[337389],[345936],[362812],[372650],[397661],[429242]
   ]
cell #498 :
  |C| = 154
  W-rep = phi[[4, 1, 1],[1]]+phi[[4, 1],[1, 1]]
  special rep = phi[[4, 1],[1, 1]] , dim = 84
  orbit = [8, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     14 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [125205],[147736],[152247],[176909],[182111],[206347],[208590],[214345],[239810],[242244],[274215],[274750],[310007],[345965],
     [24667,126253],[34498,153671],[35052,154485],[35173,103016],[46879,183752],[47513,184617],[47615,127484],[50121,189167],[50242,131590],[50856,86398],[62021,216185],[62779,217023],[62899,154928],[65808,221733],[65910,159276],[66483,108218],[75240,239265],[75361,174752],[75975,120756],[84475,256005],[84595,189610],[85211,133174],[90112,265265],[90233,198064],[90847,140136],[95514,274193],[95616,206226],[96189,147122],[105052,290149],[105173,220713],[107029,161024],[108832,169198],[112668,300907],[112770,231074],[113343,168584],[118833,309929],[118953,239708],[119569,176336],[126798,323165],[127605,255154],[129746,326287],[129848,255033],[133747,200221],[138213,336885],[138333,265708],[138949,199648],[145933,207974],[153693,359445],[154228,359423],[155030,290694],[157344,362308],[157464,290592],[159397,231195],[161640,233438],[167395,232822],[183830,395036],[184354,394958],[184639,326309],[185174,326844],[189712,265810],[192146,268244],[216230,428956],[216253,429271],[217101,362386],[221755,300929],[222290,301464],[250559,461462],[251353,397690],[256083,336963],[291545,372679]
   ]
cell #499 :
  |C| = 455
  W-rep = phi[[3, 1, 1],[2]]+phi[[3, 1],[2, 1]]+phi[[1, 1, 1],[4]]+phi[[1, 1],[4, 1]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     35 tau_infinity subcells with 1 member(s)
     140 tau_infinity subcells with 2 member(s)
     35 tau_infinity subcells with 4 member(s)
  subcells = [
     [39959],[46485],[52156],[53459],[59247],[61460],[61580],[64282],[68009],[68233],[69798],[76662],[76782],[79512],[82526],[82750],[87047],[87286],[95336],[97216],[100611],[104041],[104280],[108941],[109074],[118654],[120790],[128414],[128547],[134015],[144900],[153981],[155876],[173411],[184077],
     [11218,78986],[13122,51213],[13177,85583],[13537,87012],[15470,94295],[16808,61066],[18109,104006],[18749,105860],[19143,66795],[19263,67104],[19339,107456],[19827,109101],[20587,111449],[21887,116559],[22441,74214],[23097,76332],[23152,119941],[24251,46540],[24290,79021],[24475,183185],[25695,128063],[25914,128574],[26693,84171],[26728,130621],[27219,85618],[27453,132336],[28093,134190],[28563,135939],[29117,89086],[29773,91204],[29828,139321],[30801,93988],[31492,60706],[31531,94330],[31852,144764],[32246,96501],[32366,96810],[32442,146360],[33690,150353],[33941,61656],[34190,214681],[34254,153154],[35674,103560],[35709,155527],[35959,156051],[36942,105895],[36966,158266],[37541,107429],[38500,71864],[38569,161992],[39268,111142],[39998,111484],[40319,166226],[40713,113655],[40833,113964],[40909,167822],[41694,77275],[41812,116884],[42121,117108],[42997,78578],[43405,118529],[43440,173783],[43931,119976],[44165,175498],[44650,242580],[45275,179101],[45829,123444],[46139,79746],[46579,183220],[48237,128098],[48261,185652],[48460,186052],[49095,187241],[49507,188223],[49725,130594],[51543,91534],[51663,91654],[52274,136264],[52583,136488],[53867,137909],[53902,197095],[54393,139356],[54627,198810],[55392,97715],[55616,97939],[55754,142945],[57181,99504],[57689,144799],[57713,205216],[58288,146333],[60015,150046],[60745,150388],[62435,216551],[63353,217758],[63571,155500],[64589,157040],[64624,219744],[65121,157904],[65630,112490],[67510,114370],[68371,164407],[70306,166261],[70330,230064],[70905,167795],[72175,121405],[72414,121644],[72518,171709],[74626,238321],[74844,173756],[77393,179426],[77702,179650],[80614,250813],[81692,185290],[82201,129568],[83103,187276],[83127,254023],[84296,138034],[86432,140170],[87390,195021],[89498,264321],[89716,197068],[91787,147845],[91920,147978],[94827,204854],[98077,211357],[101961,216475],[103685,157165],[104438,289205],[104656,219717],[105996,166362],[111981,229702],[114635,177177],[121748,245119],[126636,322921],[128199,187377],[129059,253661],[130249,196723],[154055,286643],[155155,219372],[184015,251041],
     [2209,30666,56421,142464],[3453,39133,69038,163926],[3832,41902,42407,171225],[5477,51078,86285,191722],[5716,52364,52869,194537],[6266,31212,55719,142910],[6305,55849,56456,202477],[7010,59880,98744,210876],[8620,38149,107365,161360],[8684,66885,67390,224357],[8995,39679,68336,164372],[9034,68466,69073,227325],[9735,23512,72140,121370],[9850,42626,72545,171736],[10698,76197,120643,241820],[10937,77483,77988,244635],[13216,85713,86320,258726],[13652,53088,87417,195048],[14500,91069,140023,267820],[14710,32930,91947,148005],[14845,56706,92383,203001],[15970,58896,146269,208310],[16034,96591,97096,276817],[16345,60426,98042,211322],[16384,98172,98779,279785],[19962,69323,109537,227849],[21087,71513,167731,233158],[21151,113745,114250,303531],[21417,44805,114810,177352],[23191,120071,120678,312650],[23627,78207,121775,245146],[27938,55112,192482,268580],[29867,139451,140058,339606],[30102,59316,140530,208942],[33065,99029,148441,280309]
   ]
cell #500 :
  |C| = 175
  W-rep = phi[[3, 1],[3]]+phi[[2, 1],[4]]
  special rep = phi[[3, 1],[3]] , dim = 105
  orbit = [6, 6, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [13178],[13538],[18110],[18750],[19320],[19808],[23153],[25696],[25895],[26709],[27987],[28092],[29829],[31853],[32423],[35690],[35853],[35958],[36708],[38568],[40320],[40890],[43421],[47189],[48003],[48459],[49096],[53883],[57455],[62366],[62434],[64605],[70072],[82869],[102172],
     [2212,56437],[3456,69054],[3803,73122],[3843,42408],[5480,86301],[5687,87994],[5727,52870],[6182,92072],[6261,56600],[6267,31213],[7013,98760],[8655,108033],[8695,67391],[8911,109226],[8990,69217],[8996,39680],[9730,72308],[9736,23513],[9831,42607],[9843,73578],[10701,120659],[10908,122352],[10948,77989],[12234,128699],[12722,130746],[13532,87180],[13633,53069],[13645,88450],[14503,140039],[14691,32911],[14703,92140],[14844,56705],[16005,146937],[16045,97097],[16261,148130],[16340,98923],[16346,60427],[17934,155652],[18104,104174],[19820,109294],[19961,69322],[21122,168399],[21162,114251],[21311,44699],[21416,44804],[22209,171861],[22697,173908],[23507,121538],[23608,78188],[23620,122808],[25907,128767],[28885,195173],[29373,197220],[30101,59315],[31037,202602],[31207,143078],[32923,148198],[33064,99028],[36380,219869],[39504,227450],[39674,164540],[42619,171929],[45597,245271],[51449,258851],[53081,195241],[60251,279910],[60421,211490],[76568,312775],[78200,245339],[91440,339731]
   ]
cell #501 :
  |C| = 140
  W-rep = phi[[3, 3],[1]]+phi[[3, 1],[3]]
  special rep = phi[[3, 1],[3]] , dim = 105
  orbit = [6, 6, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     70 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [15206],[15575],[20323],[21982],[22075],[22544],[27814],[28658],[28751],[30865],[30884],[31617],[31664],[33426],[38337],[39332],[39351],[41557],[42172],[42219],[43163],[44526],[45370],[45463],[51277],[52019],[52634],[52681],[54988],[55427],[56179],[59084],[60079],[60098],[64145],[65574],[68044],[68796],[71701],[72212],[76396],[77138],[77753],[77800],[82145],[82561],[87084],[91268],[93851],[95280],[97750],[98502],[104078],[111005],[112434],[116503],[116919],[121442],[129512],[135883],[136299],[142982],[149909],[161304],[164444],[179045],[179461],[208254],[211394],[233102],
     [3298,38244],[5213,50405],[5490,51296],[6855,58991],[7856,35336],[8225,20692],[8318,66107],[9584,71608],[10434,75524],[10711,76415],[12007,26139],[12100,47812],[12550,84446],[12569,29220],[14236,90396],[14513,91287],[15668,95813],[17762,62750],[17781,36227],[18349,105336],[18514,40084],[18561,40131],[20785,112967],[22525,118804],[24845,80525],[25460,48860],[25507,48907],[26232,130045],[26451,53625],[29201,138184],[34680,62510],[35432,64347],[36208,157315],[47093,80768],[47279,184325]
   ]
cell #502 :
  |C| = 105
  W-rep = phi[[4],[2, 1]]+phi[[1],[5, 1]]
  special rep = phi[[4],[2, 1]] , dim = 70
  orbit = [8, 4, 1, 1]
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 70
     35 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [14071],[19952],[20565],[26039],[28021],[28276],[29079],[35887],[36142],[38540],[38607],[38905],[47223],[48431],[48498],[48796],[51716],[51737],[51884],[62406],[62473],[63842],[63863],[64010],[67752],[67860],[80302],[80651],[80672],[82269],[82377],[86880],[101646],[102024],[103874],
     [7165,16914],[10269,24046],[11196,24453],[14835,33055],[15448,33668],[16770,34216],[21345,44733],[21600,44988],[22403,45791],[24158,46076],[30073,59287],[30140,59354],[30438,59652],[31399,57118],[39866,69735],[41254,76835],[41275,76856],[41422,77003],[42108,73915],[52570,88787],[55135,97458],[55243,97566],[55842,93716],[60613,99441],[68459,110870],[72008,121238],[72630,116735],[77689,123145],[80054,125789],[87502,136115],[92495,142778],[98165,149774],[109649,164240],[121860,179277],[148553,211190]
   ]
cell #503 :
  |C| = 175
  W-rep = phi[[3, 1],[3]]+phi[[2, 1],[4]]
  special rep = phi[[3, 1],[3]] , dim = 105
  orbit = [6, 6, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [8881],[12204],[13473],[17639],[18045],[19390],[19710],[19750],[25306],[25797],[25837],[27104],[27510],[27974],[32493],[34752],[34989],[35840],[37411],[40960],[43816],[44222],[47038],[47176],[50058],[54278],[54684],[58158],[65000],[70775],[75177],[83572],[90049],[104989],[126735],
     [6152,16231],[6345,30742],[9074,39209],[9671,23448],[9901,22179],[9958,42018],[13256,51154],[13703,28855],[13760,52480],[14593,32813],[14633,32853],[14883,55736],[14902,31148],[16424,59956],[19447,67001],[20000,68353],[20019,39615],[21298,44686],[21455,72157],[21640,42509],[21680,42549],[23231,76273],[23678,45567],[23735,77599],[27491,85600],[28131,87029],[28316,52971],[28356,53011],[29907,91145],[30249,55499],[30497,56587],[32550,96707],[33103,98059],[33122,60362],[35997,104023],[37004,105877],[38716,68116],[38964,69204],[41017,113861],[41454,72295],[44203,119958],[44843,121387],[45028,78090],[45068,78130],[48299,128080],[48607,82633],[51916,87167],[54665,139338],[56744,142927],[57751,144781],[59463,97822],[59711,98910],[64042,104161],[69361,164389],[70368,166243],[73418,171242],[73726,116991],[77035,121525],[83165,187258],[88290,194554],[88598,136371],[93748,143065],[99067,211339],[108329,224374],[110902,164527],[122648,244652],[122956,179533],[147233,276834],[149806,211477],[168695,303548]
   ]
cell #504 :
  |C| = 189
  W-rep = phi[[3],[3, 1]]+phi[[2],[4, 1]]
  special rep = phi[[3],[3, 1]] , dim = 105
  orbit = [6, 6, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     21 tau_infinity subcells with 1 member(s)
     84 tau_infinity subcells with 2 member(s)
  subcells = [
     [5842],[8955],[9232],[12278],[13506],[13599],[18078],[18171],[19736],[19755],[25823],[25842],[27979],[28026],[34778],[35845],[35892],[38556],[47181],[48447],[62422],
     [2489,16934],[3958,11063],[4321,24488],[4338,24211],[6226,16305],[6503,16582],[6520,31452],[7113,33888],[9249,39919],[9704,23481],[9797,23574],[9975,22253],[10217,42944],[11104,45913],[13777,28929],[14019,53406],[14619,32839],[14638,32858],[14935,31181],[15028,31274],[15356,56955],[16599,60666],[20052,39648],[20145,39741],[20473,69572],[21303,44691],[21350,44738],[21564,72398],[21666,42535],[21685,42554],[23752,45641],[23994,78525],[24505,80107],[28240,87270],[28342,52997],[28361,53016],[30089,59303],[30275,55525],[30502,56592],[30549,56639],[33155,60395],[33248,60488],[33576,99278],[34308,101407],[36106,104264],[38742,68142],[38969,69209],[39016,69256],[41459,72300],[41759,73566],[44952,121628],[45054,78116],[45073,78135],[46650,125626],[48633,82659],[51921,87172],[52221,88438],[55339,92128],[56853,143168],[59489,97848],[59716,98915],[59763,98962],[61092,151338],[64047,104166],[67956,109282],[69470,164630],[73752,117017],[74240,172674],[77040,121530],[77340,122796],[82473,128755],[88624,136397],[89112,195986],[93753,143070],[97662,148186],[99176,211580],[110907,164532],[116831,171917],[122982,179559],[123470,246084],[136211,195229],[149811,211482],[153180,285562],[179373,245327]
   ]
cell #505 :
  |C| = 105
  W-rep = phi[[4],[2, 1]]+phi[[1],[5, 1]]
  special rep = phi[[4],[2, 1]] , dim = 70
  orbit = [8, 4, 1, 1]
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 70
     35 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [53511],[68285],[69864],[82802],[87215],[87352],[89237],[104209],[104346],[108962],[109267],[109491],[128435],[128740],[128964],[134041],[134076],[134388],[154002],[155902],[155937],[156249],[161972],[162011],[184103],[184138],[186032],[186071],[192538],[216531],[216570],[218513],[250578],[250868],[286239],
     [24331,79398],[31572,94707],[33993,61708],[40039,111861],[42752,117160],[43049,78630],[46205,79812],[46620,125504],[53214,136540],[55668,97991],[56635,143113],[57247,99570],[60786,150765],[61217,101021],[69252,164575],[72343,121573],[72480,121710],[73551,171902],[74365,123595],[78333,179702],[88423,195214],[91808,147866],[92113,148171],[92337,148395],[93547,203199],[98958,211525],[110701,228047],[114661,177203],[114696,177238],[115008,177550],[122781,245312],[140510,208922],[140549,208961],[149605,280507],[169226,242636]
   ]
cell #506 :
  |C| = 98
  W-rep = phi[[4, 1],[1, 1]]+phi[[],[5, 2]]
  special rep = phi[[4, 1],[1, 1]] , dim = 84
  orbit = [8, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     70 tau_infinity subcells with 1 member(s)
     14 tau_infinity subcells with 2 member(s)
  subcells = [
     [19465],[25340],[27544],[32568],[34538],[35259],[37445],[37957],[41035],[44256],[46790],[46936],[47553],[47752],[50328],[50971],[53585],[54718],[58192],[58704],[62119],[62836],[65848],[66047],[69889],[70809],[71321],[75447],[76090],[81085],[83606],[84532],[87377],[89243],[90319],[90962],[95554],[95753],[104371],[105259],[106249],[109497],[111677],[112708],[112907],[118890],[128970],[129786],[129985],[134082],[134651],[138270],[145153],[154268],[155943],[156512],[157401],[162059],[166615],[184144],[184411],[186119],[187630],[192543],[216618],[216850],[218518],[250611],[250873],[286244],
     [34067,61782],[43123,78704],[46230,79837],[57272,99595],[61223,101027],[72505,121735],[74371,123601],[79214,125320],[92343,148401],[94523,150581],[114702,177244],[115271,177813],[140597,209009],[169231,242641]
   ]
cell #507 :
  |C| = 105
  W-rep = phi[[3, 2],[2]]
  special rep = phi[[3, 2],[2]] , dim = 105
  orbit = [6, 4, 4]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [3295],[5210],[5494],[6852],[7853],[8177],[8322],[8723],[9581],[10431],[10715],[11959],[12104],[12515],[12608],[12734],[14233],[14517],[15527],[15672],[16073],[17230],[17727],[17820],[17946],[18346],[18577],[18612],[20644],[20789],[21190],[22079],[22490],[22583],[22709],[24810],[25523],[25558],[26091],[26236],[28755],[29166],[29259],[29385],[30923],[31049],[31680],[31715],[34836],[36173],[36266],[36392],[38341],[39390],[39516],[40147],[40182],[42235],[42270],[45467],[47244],[47851],[48923],[48958],[51335],[51461],[52697],[52732],[59088],[60137],[60263],[62179],[63144],[63179],[66146],[67218],[67253],[71705],[76454],[76580],[77816],[77851],[81145],[84840],[84875],[91326],[91452],[95852],[96924],[96959],[106309],[113006],[114078],[114113],[119198],[119233],[130084],[138578],[138613],[145213],[157709],[157744],[166675],[187690],[216910]
   ]
cell #508 :
  |C| = 189
  W-rep = phi[[3],[3, 1]]+phi[[2],[4, 1]]
  special rep = phi[[3],[3, 1]] , dim = 105
  orbit = [6, 6, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     21 tau_infinity subcells with 1 member(s)
     84 tau_infinity subcells with 2 member(s)
  subcells = [
     [53507],[68281],[69863],[82798],[87139],[87351],[104133],[104345],[108961],[109175],[128434],[128648],[134029],[134290],[154001],[155890],[156151],[162000],[184091],[186060],[216559],
     [24317,79394],[31558,94703],[33989,61704],[34034,100489],[40025,111857],[42473,117156],[43045,78626],[43090,117938],[46204,79811],[46222,124495],[46606,125500],[52935,136536],[53552,137318],[55664,97987],[56234,143037],[56549,143249],[57246,99569],[57264,143981],[60772,150761],[61749,152773],[68851,164499],[69166,164711],[69881,165443],[72267,121497],[72479,121709],[72497,169985],[73071,171810],[73149,171596],[78054,179698],[78671,180480],[79829,182588],[87369,193297],[87943,195122],[88021,194908],[91807,147865],[92021,148079],[92099,200951],[92997,203101],[93019,202840],[98557,211449],[98872,211661],[99587,212393],[100507,213901],[104363,219272],[109253,225799],[110151,227949],[110173,227688],[114649,177191],[114910,177452],[114932,234189],[116009,236158],[117956,238064],[121727,243395],[122301,245220],[122379,245006],[128726,253318],[134312,260189],[135389,262158],[137336,264064],[140538,208950],[140824,269019],[143267,271732],[148157,278259],[149055,280409],[149077,280148],[152791,284838],[156173,288809],[162286,295733],[164729,298446],[171888,307242],[177474,314113],[178551,316082],[180498,317988],[186346,324958],[195200,334198],[203123,343229],[209236,350153],[211679,352866],[227971,369943],[236444,378882],[245298,388122],[262444,404882],[280431,422403],[316368,454980]
   ]
cell #509 :
  |C| = 105
  W-rep = phi[[3, 2],[2]]
  special rep = phi[[3, 2],[2]] , dim = 105
  orbit = [6, 4, 4]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [35244],[37902],[37942],[47451],[49821],[50313],[50909],[58649],[58689],[62266],[62702],[63667],[65333],[65471],[65746],[71266],[71306],[74940],[75432],[76028],[80477],[81904],[82042],[83962],[84398],[89812],[90304],[90900],[93373],[95039],[95177],[95452],[103351],[104752],[105244],[105641],[110527],[112193],[112331],[112606],[116262],[116400],[118320],[118756],[127844],[129271],[129409],[129684],[133326],[135642],[135780],[137700],[138136],[142255],[144545],[149431],[154166],[154967],[156831],[157267],[161063],[161201],[163717],[166007],[171006],[176488],[178804],[178942],[184277],[185112],[187022],[189649],[191513],[194318],[199800],[208013],[208151],[210667],[216317],[217548],[222228],[224138],[232861],[232999],[239747],[241611],[244416],[251417],[256530],[265747],[267611],[274688],[276598],[290631],[291609],[301402],[303312],[310454],[326782],[337410],[346029],[362833],[372743],[397754],[429335]
   ]
cell #510 :
  |C| = 98
  W-rep = phi[[4, 1],[1, 1]]+phi[[],[5, 2]]
  special rep = phi[[4, 1],[1, 1]] , dim = 84
  orbit = [8, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     70 tau_infinity subcells with 1 member(s)
     14 tau_infinity subcells with 2 member(s)
  subcells = [
     [67091],[81439],[85706],[96797],[101762],[102791],[106603],[107541],[113951],[120064],[126071],[126208],[127010],[127272],[131365],[132448],[137400],[139444],[145507],[146445],[153603],[154440],[158802],[159064],[165461],[166969],[167907],[174527],[175610],[184549],[187984],[189122],[193315],[196218],[197839],[198922],[205752],[206014],[219290],[220488],[221665],[226024],[229152],[230600],[230862],[239220],[253543],[254559],[254821],[259846],[260462],[265220],[274125],[286855],[288466],[289082],[290104],[295414],[300839],[322882],[323120],[324639],[326219],[331433],[359161],[359355],[360738],[394590],[394733],[428946],
     [100571,152855],[118020,180562],[124513,182606],[143999,212411],[151570,214857],[170003,243413],[172906,246316],[181385,249020],[201176,278484],[204304,281612],[233846,313770],[234462,314386],[268700,349834],[304477,385357]
   ]
cell #511 :
  |C| = 189
  W-rep = phi[[3],[3, 1]]+phi[[2],[4, 1]]
  special rep = phi[[3],[3, 1]] , dim = 105
  orbit = [6, 6, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     21 tau_infinity subcells with 1 member(s)
     84 tau_infinity subcells with 2 member(s)
  subcells = [
     [69885],[87373],[89242],[104367],[109337],[109496],[128810],[128969],[134081],[134399],[155942],[156260],[162022],[162378],[184143],[186082],[186438],[192578],[216581],[218553],[250908],
     [34053,100511],[43109,117960],[46226,79833],[46307,124676],[53571,137340],[56893,143271],[57268,99591],[57349,144162],[61222,101026],[61248,151611],[61768,152795],[69510,164733],[69966,165624],[72501,121731],[73621,171972],[73936,172131],[74370,123600],[74396,172947],[78690,180502],[79914,182769],[88493,195284],[88808,195443],[89268,196259],[92183,148241],[92342,148400],[92368,201217],[93558,203210],[93636,202892],[99216,211683],[99672,212574],[101052,214898],[109522,226065],[110712,228058],[110790,227740],[114701,177243],[115019,177561],[115097,234241],[116615,236536],[116637,236180],[122851,245382],[123166,245541],[123626,246357],[124702,247978],[128995,253584],[134477,260241],[135995,262536],[136017,262180],[140560,208972],[140916,209328],[140938,269041],[142674,271013],[144188,272989],[148426,278525],[149616,280518],[149694,280200],[156338,288861],[162400,295755],[164136,297727],[165650,299703],[169266,242676],[169644,304832],[172157,307508],[177639,314165],[179157,316460],[179179,316104],[182795,321016],[186460,324980],[192956,331788],[195469,334464],[203288,343281],[209350,350175],[211086,352147],[212600,354123],[218931,361093],[228136,369995],[236558,378904],[243054,385712],[245567,388388],[262558,404904],[271391,413553],[280596,422455],[298105,438401],[316482,455002],[352525,485351]
   ]
cell #512 :
  |C| = 105
  W-rep = phi[[3, 2],[2]]
  special rep = phi[[3, 2],[2]] , dim = 105
  orbit = [6, 4, 4]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [63128],[67155],[67202],[81034],[84206],[84824],[86043],[96861],[96908],[101874],[102383],[103595],[105689],[105932],[106198],[114015],[114062],[118564],[119182],[120401],[126286],[127892],[128135],[130448],[130957],[137944],[138562],[139781],[142499],[144593],[144836],[145102],[155354],[157075],[157693],[158078],[163961],[166055],[166298],[166564],[171054],[171297],[173610],[174119],[185464],[187070],[187313],[187579],[191757],[194366],[194609],[196922],[197431],[202304],[205028],[210911],[216799],[217596],[219571],[220080],[224186],[224429],[227152],[229876],[235562],[241855],[244464],[244707],[251090],[251899],[253835],[256578],[258553],[261562],[267855],[276646],[276889],[279612],[286328],[287437],[292091],[294027],[303360],[303603],[310502],[312477],[315486],[323280],[328125],[337458],[339433],[346511],[348447],[362881],[363726],[373225],[375161],[382049],[398236],[408049],[416186],[432212],[441034],[463953],[491875]
   ]
cell #513 :
  |C| = 427
  W-rep = phi[[3, 1],[2, 1]]+phi[[3],[2, 2]]+phi[[1, 1],[4, 1]]+phi[[1],[4, 2]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     91 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     49 tau_infinity subcells with 4 member(s)
  subcells = [
     [27640],[27963],[35288],[35829],[37986],[38112],[38628],[38644],[44352],[46942],[47165],[47758],[47793],[48519],[48535],[50357],[50977],[51012],[51833],[54814],[58733],[58859],[62163],[62842],[63065],[63081],[63959],[66053],[66088],[66814],[66830],[69985],[71350],[71476],[75476],[76096],[76131],[81129],[81388],[84538],[84761],[84777],[85655],[89272],[89398],[90348],[90968],[91003],[95759],[95794],[96520],[96536],[105288],[106293],[106552],[109526],[111683],[111718],[112913],[112948],[113674],[113690],[118896],[119119],[119135],[120013],[128999],[129991],[130026],[134657],[134692],[138276],[138499],[138515],[139393],[145197],[145456],[156518],[156553],[157407],[157630],[157646],[162065],[166659],[166918],[184417],[186125],[187674],[187933],[216624],[216894],
     [5839,137123],[8952,162666],[9236,165410],[12275,186726],[13458,192627],[13603,193264],[14004,137139],[18030,218602],[18175,219239],[19701,225312],[19794,225483],[19920,162682],[21287,44675],[24903,250957],[25788,252831],[25881,253002],[26007,186742],[28042,259858],[28077,192735],[30161,59375],[30177,59391],[34743,286513],[35908,288478],[35943,218710],[41371,76952],[41831,73638],[41847,73654],[41945,72912],[46326,79933],[51175,132838],[52293,88510],[52309,88526],[52407,87784],[55791,93665],[55879,92787],[57368,99691],[61252,101056],[61378,101182],[66928,107823],[68408,110819],[68496,109941],[72726,115746],[74400,123630],[74526,123756],[76294,176000],[77412,122868],[77428,122884],[77526,122142],[79220,125326],[79255,125361],[85743,132740],[87598,135126],[91166,199312],[92372,148430],[94529,150587],[94564,150622],[96634,146727],[98114,149723],[98202,148845],[107637,160547],[111881,229542],[113788,168189],[115277,177819],[115312,177854],[120101,175902],[121956,178288],[139481,199214],[140603,209015],[146541,207497],[168003,232345],
     [2486,16931,100294,152578],[3955,11060,117743,180285],[4325,24492,124462,182555],[6223,16302,141204,209616],[6507,16586,143948,212360],[7098,34293,100310,152594],[7117,33892,151666,213868],[9656,23433,169315,242725],[9801,23578,169952,243362],[10202,23979,117759,180301],[10221,42948,173002,238031],[11125,46097,124550,181677],[14023,53410,196314,264031],[14584,32804,200464,277772],[14677,32897,200635,277943],[14803,33023,141220,209632],[15032,31278,201972,271699],[15377,57139,144036,204596],[16686,60929,100408,151852],[20149,39745,226820,298413],[20494,69756,165498,229444],[21366,44754,233858,313782],[21401,44789,169423,242833],[21724,42593,234729,306926],[21850,42719,170726,236840],[22319,74077,117857,173188],[23998,78529,246412,317955],[28400,53055,260729,333882],[28526,53181,194038,262840],[28995,88949,137237,196500],[30565,56655,269491,342898],[30600,56690,201443,271170],[30763,92885,141977,203503],[33252,60492,279280,352833],[33597,99462,212448,281904],[34312,101411,214953,284805],[39032,69272,296205,369612],[39067,69307,226291,297884],[39230,110039,163439,228351],[45112,78174,314653,387806],[45238,78300,244136,316764],[45707,123307,180399,246598],[46671,125810,182643,249312],[59779,98978,350625,422072],[59814,99013,278751,352304],[59977,148943,210389,280811],[61847,152692,153017,215139],[79418,125524,181775,249410],[94727,150785,204694,282002]
   ]
cell #514 :
  |C| = 105
  W-rep = phi[[4],[2, 1]]+phi[[1],[5, 1]]
  special rep = phi[[4],[2, 1]] , dim = 70
  orbit = [8, 4, 1, 1]
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 70
     35 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [9277],[13624],[14063],[14067],[18196],[19745],[19944],[19948],[25832],[26031],[26035],[27971],[28017],[28086],[34787],[35837],[35883],[35952],[38539],[38542],[38636],[47173],[47219],[48430],[48433],[48527],[51717],[51819],[62405],[62408],[63843],[63945],[80301],[80652],[101647],
     [4366,11276],[6548,16627],[7157,16906],[7161,16910],[9822,23599],[10261,24038],[10265,24042],[11149,24203],[14628,32848],[14827,33047],[14831,33051],[15401,31444],[20518,39911],[21295,44683],[21341,44729],[21410,44798],[21874,42743],[28550,53205],[30072,59286],[30075,59289],[30169,59383],[30609,56699],[33621,60658],[39076,69316],[41255,76836],[41357,76938],[41839,73646],[45262,78324],[46695,80099],[52301,88518],[55777,93651],[59823,99022],[68394,110805],[77420,122876],[98100,149709]
   ]
cell #515 :
  |C| = 98
  W-rep = phi[[4, 1],[1, 1]]+phi[[],[5, 2]]
  special rep = phi[[4, 1],[1, 1]] , dim = 84
  orbit = [8, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     70 tau_infinity subcells with 1 member(s)
     14 tau_infinity subcells with 2 member(s)
  subcells = [
     [38136],[47802],[51021],[58883],[62171],[63073],[66097],[66822],[71500],[76140],[80400],[81137],[81374],[84769],[85641],[89422],[91012],[95803],[96528],[101704],[102519],[106301],[106538],[111727],[112957],[113682],[119127],[119999],[126079],[126952],[130035],[131093],[134701],[137131],[138507],[139379],[145205],[145442],[156562],[157638],[158744],[162674],[165396],[166667],[166904],[174255],[186734],[187682],[187919],[192635],[193250],[197567],[205694],[216902],[218610],[219225],[220216],[225382],[230542],[250965],[251226],[252901],[254501],[259766],[286583],[286797],[288386],[322590],[322802],[358904],
     [61402,101206],[74550,123780],[79264,125370],[94573,150631],[100302,152586],[115321,177863],[117751,180293],[124448,182541],[141212,209624],[143934,212346],[169323,242733],[169938,243348],[200534,277842],[233766,313690]
   ]
cell #516 :
  |C| = 175
  W-rep = phi[[3, 1],[3]]+phi[[2, 1],[4]]
  special rep = phi[[3, 1],[3]] , dim = 105
  orbit = [6, 6, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [19350],[19838],[25925],[26739],[27455],[28095],[32453],[35720],[35961],[36968],[38571],[38692],[40920],[43451],[44167],[48263],[48462],[48583],[49509],[51754],[53913],[54629],[57715],[62437],[63355],[63880],[64635],[70332],[74628],[80616],[80689],[83129],[89500],[104440],[126638],
     [3855,73382],[5739,88254],[6273,93061],[6341,56467],[8707,108293],[9002,110215],[9070,69084],[9742,114974],[9849,73581],[9861,42637],[10960,122612],[13184,133014],[13252,86331],[13544,134354],[13651,88453],[13663,53099],[14709,92143],[14721,32941],[14847,56708],[14860,93586],[16057,147197],[16352,149119],[16420,98790],[18116,156215],[18756,158430],[19826,109297],[19964,69325],[19977,110740],[21174,168659],[21419,44807],[21432,115047],[21616,73702],[23159,176176],[23227,120689],[23519,177516],[23626,122811],[23638,78218],[25702,185816],[25913,128770],[28108,134427],[28292,88574],[29835,199488],[29903,140069],[30104,59318],[30225,59439],[31219,203165],[31859,205380],[32929,148201],[33067,99031],[33080,149644],[35974,156288],[39686,228013],[40326,230228],[41292,76873],[42414,235914],[42625,171932],[44820,177589],[45004,122932],[49102,254187],[52876,261914],[53087,195244],[56721,203238],[60433,280473],[67397,294379],[69338,228086],[77995,315838],[78206,245342],[97103,348799],[99044,280546],[114257,375513]
   ]
cell #517 :
  |C| = 175
  W-rep = phi[[3, 1],[3]]+phi[[2, 1],[4]]
  special rep = phi[[3, 1],[3]] , dim = 105
  orbit = [6, 6, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [38195],[38799],[48690],[49904],[51231],[51973],[58942],[63750],[64099],[65528],[67794],[68017],[71559],[75023],[76350],[82099],[82311],[82534],[83769],[86814],[89895],[91222],[95234],[102066],[103158],[103808],[104835],[112388],[118127],[126441],[126520],[129466],[137507],[156638],[184219],
     [10102,116457],[13904,135837],[15098,142062],[15202,93456],[19591,161258],[20215,163524],[20319,110610],[21509,169603],[21914,116669],[21933,73809],[23879,178999],[27706,191320],[27810,133409],[28185,192915],[28590,136049],[28609,88681],[30313,140970],[30332,59546],[30819,93805],[30833,142712],[32694,208208],[33318,210474],[33422,149514],[36051,218890],[37058,221335],[38780,162432],[39286,110959],[39300,164174],[41161,233056],[41511,77092],[41525,169682],[42145,116892],[44418,241418],[44522,176571],[44897,243013],[45302,179211],[45321,123039],[48353,252590],[48671,186492],[51987,192994],[52607,136272],[54880,267418],[54984,199883],[55177,97500],[55400,97723],[56798,271350],[57805,273795],[59527,209382],[60033,149863],[60047,211124],[64113,218969],[69415,298064],[70422,300509],[71942,121172],[73472,306514],[73790,236590],[77106,243092],[77726,179434],[83219,325889],[88344,333470],[88662,262590],[93819,271429],[99121,352484],[108383,366335],[110973,298143],[122702,387394],[123020,316514],[147287,418795],[149877,352563],[168749,443643]
   ]
cell #518 :
  |C| = 189
  W-rep = phi[[3],[3, 1]]+phi[[2],[4, 1]]
  special rep = phi[[3],[3, 1]] , dim = 105
  orbit = [6, 6, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     21 tau_infinity subcells with 1 member(s)
     84 tau_infinity subcells with 2 member(s)
  subcells = [
     [14007],[19923],[20461],[26010],[28134],[28228],[36000],[36094],[38595],[38696],[48486],[48587],[51758],[51894],[62461],[63884],[64020],[67778],[80693],[82295],[102050],
     [2497,61080],[3966,74228],[4330,78783],[4334,46100],[5850,89100],[6353,56841],[6512,94092],[6516,57142],[7101,34296],[9082,69458],[9241,111246],[9245,69759],[9806,115165],[9867,73605],[9971,42722],[10205,23982],[11071,123458],[11092,46638],[13608,134545],[13669,88477],[13773,53184],[14727,92167],[14806,33026],[14867,93590],[14886,56747],[15344,33564],[16432,99164],[16591,150150],[16595,99465],[16942,153168],[18180,156406],[19844,109321],[19984,110744],[20003,69364],[21439,115051],[21458,44846],[21552,44940],[21620,73706],[21634,116653],[23583,177707],[23644,122835],[23748,78303],[24497,182982],[24501,125813],[25931,128794],[28115,134431],[28296,88578],[28310,136033],[30128,59342],[30229,59443],[30243,140954],[30475,93726],[31283,203356],[32947,148225],[33087,149648],[33106,99070],[33897,213287],[35981,156292],[38710,162416],[38942,110880],[39750,228204],[41296,76877],[41432,77013],[42643,171956],[42953,237450],[44827,177593],[45008,122936],[45022,179195],[48601,186476],[53105,195268],[53415,263450],[55161,97484],[56728,203242],[59457,209366],[59689,149784],[60497,280664],[69345,228090],[73720,236574],[78224,245366],[78534,317374],[88592,262574],[99051,280550],[101416,358062],[122950,316498]
   ]
cell #519 :
  |C| = 105
  W-rep = phi[[3, 2],[2]]
  special rep = phi[[3, 2],[2]] , dim = 105
  orbit = [6, 4, 4]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [3300],[5215],[5493],[6857],[7858],[8227],[8321],[8717],[9586],[10436],[10714],[12009],[12103],[12607],[12728],[14238],[14516],[15208],[15577],[15671],[16067],[17819],[17940],[18351],[18543],[18566],[20325],[20694],[20788],[21184],[21984],[22078],[22582],[22703],[25489],[25512],[26141],[26235],[26456],[27816],[28660],[28754],[29258],[29379],[30922],[31646],[31669],[33428],[34709],[35338],[35437],[36265],[36386],[38246],[38340],[39389],[40113],[40136],[42224],[43168],[44528],[45372],[45466],[47098],[47850],[48889],[48912],[50407],[51334],[52686],[53630],[54990],[58993],[59087],[60136],[62539],[63133],[64352],[66145],[67207],[71610],[71704],[75526],[76453],[77805],[80773],[81039],[84829],[90398],[91325],[95851],[96913],[101879],[105338],[106203],[113005],[114067],[119187],[130083],[138567],[145107],[157698],[166569],[187584],[216804]
   ]
cell #520 :
  |C| = 175
  W-rep = phi[[3, 1],[3]]+phi[[2, 1],[4]]
  special rep = phi[[3, 1],[3]] , dim = 105
  orbit = [6, 6, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [66770],[67984],[68092],[82501],[82609],[84146],[85543],[86826],[86972],[96476],[103535],[103820],[103966],[105820],[108896],[113630],[118504],[119901],[126532],[128023],[128369],[130225],[137884],[139281],[144724],[153936],[155131],[157015],[166186],[173387],[183991],[187201],[196699],[219348],[251017],
     [21820,171185],[22127,171531],[28496,194497],[28803,194843],[30365,200886],[30528,202081],[30712,142439],[31106,142724],[38082,224317],[38832,225734],[38995,226929],[39179,163901],[39573,164186],[41485,234089],[41588,169694],[41787,116859],[42485,116967],[45208,244595],[45515,244941],[48723,253253],[50940,258330],[51124,191697],[51947,260089],[52050,193006],[52249,136239],[52947,136347],[55367,97690],[55475,97798],[55679,142870],[58829,276777],[59579,278194],[59742,279389],[59926,210851],[60320,211136],[64073,288709],[64176,218981],[65502,291209],[68296,164332],[71446,303491],[71954,121184],[72100,121330],[73842,307177],[76059,312254],[76243,241795],[77066,314013],[77169,243104],[77368,179401],[78066,179509],[82073,324316],[88714,334133],[90931,339210],[91115,267795],[91742,147800],[93779,343129],[93882,271441],[95208,345629],[98002,211282],[110933,369843],[111036,298155],[112362,372343],[116431,378240],[123072,388057],[129440,397354],[135811,404240],[149837,422303],[149940,352575],[161232,435184],[178973,454338],[208182,482134],[233030,503596]
   ]
cell #521 :
  |C| = 189
  W-rep = phi[[3],[3, 1]]+phi[[2],[4, 1]]
  special rep = phi[[3],[3, 1]] , dim = 105
  orbit = [6, 6, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     21 tau_infinity subcells with 1 member(s)
     84 tau_infinity subcells with 2 member(s)
  subcells = [
     [52076],[53264],[64202],[68096],[68199],[69526],[82613],[82716],[86830],[87145],[87224],[103824],[104139],[104218],[108917],[108933],[126536],[128390],[128406],[153957],[153973],
     [15333,143122],[16747,151292],[20450,164584],[22145,171568],[22249,117074],[22380,172628],[24103,180669],[24207,124253],[28821,194880],[28925,136454],[29056,195940],[30383,200923],[31113,142728],[31132,93908],[31344,203588],[31448,143739],[33553,211534],[33746,101265],[38850,225771],[39580,164190],[39599,111062],[39811,228436],[39915,165201],[41595,169698],[41614,77195],[41665,234317],[42489,116971],[42503,171552],[42802,78383],[45533,244978],[45637,179616],[45768,246038],[45867,125580],[48741,253290],[52057,193010],[52127,260317],[52951,136351],[52965,194864],[55479,97802],[55493,200907],[55582,97905],[56565,143043],[56909,99232],[59597,278231],[60327,211140],[60346,149966],[60558,280896],[60662,212151],[61908,285516],[64183,218985],[64253,288937],[68110,225755],[69182,164505],[71958,121188],[72273,121503],[72352,121582],[73860,307214],[77176,243108],[77246,314241],[78070,179513],[78084,244962],[79999,321342],[80103,249981],[82627,253274],[88732,334170],[91763,147821],[91779,147837],[93889,271445],[93959,343357],[97816,278215],[98888,211455],[100128,354929],[111043,298159],[111113,370071],[116985,307198],[117577,379813],[123090,388094],[136365,334154],[136957,405813],[149947,352579],[150017,422531],[179527,388078],[180119,455911],[215699,490593]
   ]
cell #522 :
  |C| = 189
  W-rep = phi[[3],[3, 1]]+phi[[2],[4, 1]]
  special rep = phi[[3],[3, 1]] , dim = 105
  orbit = [6, 6, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     21 tau_infinity subcells with 1 member(s)
     84 tau_infinity subcells with 2 member(s)
  subcells = [
     [53506],[68280],[69854],[82797],[87138],[87342],[104132],[104336],[108952],[109174],[128425],[128647],[134028],[134291],[153992],[155889],[156152],[162001],[184090],[186061],[216560],
     [16825,100480],[22458,117929],[24286,124406],[24316,79393],[29134,137309],[31083,143240],[31527,143892],[31557,94702],[33988,61703],[34271,152764],[39550,164702],[39994,165354],[40024,111856],[41729,169896],[42216,171587],[42472,117155],[43044,78625],[45846,180471],[46195,79802],[46575,182499],[46605,125499],[52191,193208],[52678,194899],[52934,136535],[55471,200942],[55663,97986],[56176,202839],[56233,143036],[57237,99560],[60297,211652],[60741,212304],[60771,150760],[61366,213192],[64317,219183],[68088,225790],[68793,227687],[68850,164498],[72209,234188],[72266,121496],[72470,121700],[73070,171809],[73072,236159],[74514,237355],[77310,243306],[77797,244997],[78053,179697],[82605,253309],[87081,260188],[87942,195121],[87944,262159],[89386,263355],[91798,147856],[92020,148078],[92022,269020],[92998,203102],[94023,271643],[97794,278250],[98499,280147],[98556,211448],[101170,357967],[104075,288808],[109176,295734],[110152,227950],[111177,298357],[114648,177190],[114911,177453],[116963,307233],[121439,314112],[122300,245219],[122302,316083],[123744,317279],[128649,324959],[136343,334189],[140539,208951],[142979,343228],[148080,350154],[149056,280410],[150081,352777],[164441,369942],[171811,378883],[179505,388113],[195123,404883],[211391,422402],[245221,454981]
   ]
cell #523 :
  |C| = 105
  W-rep = phi[[3, 2],[2]]
  special rep = phi[[3, 2],[2]] , dim = 105
  orbit = [6, 4, 4]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [19338],[26727],[27468],[32441],[35708],[36878],[36981],[37878],[40908],[43439],[44180],[48173],[48276],[49689],[49797],[53901],[54642],[56455],[57625],[57728],[58625],[63535],[63643],[64623],[65130],[65276],[69072],[70242],[70345],[71242],[73292],[73395],[74808],[74916],[81701],[81847],[83039],[83142],[83732],[86319],[88164],[88267],[89680],[89788],[93241],[94836],[94982],[98778],[101970],[103001],[103121],[104620],[104728],[108203],[108306],[110395],[111990],[112136],[116205],[118090],[120677],[122522],[122625],[126404],[127504],[129068],[129214],[131575],[133194],[135585],[137470],[140057],[147107],[147210],[149299],[154064],[154910],[156601],[159296],[161006],[168569],[168672],[174737],[176356],[178747],[184182],[184512],[189592],[198049],[199668],[206246],[207956],[216397],[220698],[221628],[231094],[232804],[239690],[255053],[265690],[274088],[290574],[300802],[326182],[359318]
   ]
cell #524 :
  |C| = 105
  W-rep = phi[[4],[2, 1]]+phi[[1],[5, 1]]
  special rep = phi[[4],[2, 1]] , dim = 70
  orbit = [8, 4, 1, 1]
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 70
     35 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [39996],[52193],[53494],[64319],[68153],[68268],[69858],[82670],[82785],[86867],[87153],[87346],[103861],[104147],[104340],[108925],[108956],[109256],[126573],[128398],[128429],[128729],[133986],[134030],[153965],[153996],[155847],[155891],[161967],[184048],[184092],[186027],[216207],[216526],[250573],
     [16833,61368],[22466,74516],[24288,46577],[29142,89388],[31301,94025],[31529,60743],[33976,61691],[34279,101172],[39768,111179],[41731,77312],[42546,117028],[43032,78613],[45854,123746],[46199,79806],[53008,136408],[55536,97859],[55651,97974],[56573,143051],[57241,99564],[60515,150083],[69190,164513],[71995,121225],[72281,121511],[72474,121704],[73540,171891],[78127,179570],[88412,195203],[91771,147829],[91802,147860],[92102,148160],[98896,211463],[114606,177148],[114650,177192],[122770,245301],[140505,208917]
   ]
cell #525 :
  |C| = 98
  W-rep = phi[[4, 1],[1, 1]]+phi[[],[5, 2]]
  special rep = phi[[4, 1],[1, 1]] , dim = 84
  orbit = [8, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     70 tau_infinity subcells with 1 member(s)
     14 tau_infinity subcells with 2 member(s)
  subcells = [
     [13266],[17643],[19394],[23241],[24694],[25316],[27108],[27520],[29917],[32497],[34531],[35079],[35252],[37421],[37950],[40048],[40964],[43820],[44232],[46882],[47546],[50148],[50321],[53514],[54282],[54694],[58168],[58697],[62024],[62782],[65004],[65841],[68288],[69865],[70785],[71314],[75267],[75440],[82805],[83582],[84478],[87353],[89236],[90139],[90312],[95547],[104347],[105079],[105252],[108963],[109490],[112701],[118836],[126825],[128436],[128963],[129779],[134075],[138216],[154003],[154261],[155936],[157347],[161971],[184137],[184357],[186031],[216233],[216530],[250577],
     [24340,46629],[31581,60795],[33996,61711],[43052,78633],[46206,79813],[55671,97994],[57248,99571],[61216,101020],[72481,121711],[74364,123594],[91809,147867],[92336,148394],[114695,177237],[140509,208921]
   ]
cell #526 :
  |C| = 105
  W-rep = phi[[3, 2],[2]]
  special rep = phi[[3, 2],[2]] , dim = 105
  orbit = [6, 4, 4]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [38176],[49885],[51245],[58923],[63731],[65343],[65542],[67128],[71540],[75004],[76364],[81914],[82113],[83970],[84179],[89876],[91236],[93437],[95049],[95248],[96834],[103359],[103568],[104816],[105471],[105619],[110591],[112203],[112402],[113988],[116272],[116471],[118328],[118537],[127674],[127822],[129281],[129480],[130203],[133390],[135652],[135851],[137708],[137917],[142263],[144375],[144523],[149495],[153861],[154977],[155109],[156839],[157048],[161073],[161272],[163725],[165837],[165985],[170984],[173365],[176552],[178814],[179013],[183969],[185120],[186852],[187000],[189659],[191521],[194296],[196677],[199864],[208023],[208222],[210675],[216692],[217526],[219326],[222236],[224116],[232871],[233070],[239757],[241619],[244394],[250995],[251323],[256508],[265757],[267619],[274696],[276576],[286391],[290641],[291515],[301410],[303290],[310432],[326790],[337388],[345935],[362811],[372649],[397660],[429241]
   ]
cell #527 :
  |C| = 189
  W-rep = phi[[3],[3, 1]]+phi[[2],[4, 1]]
  special rep = phi[[3],[3, 1]] , dim = 105
  orbit = [6, 6, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     21 tau_infinity subcells with 1 member(s)
     84 tau_infinity subcells with 2 member(s)
  subcells = [
     [165438],[193292],[196202],[219267],[225794],[226008],[253313],[253527],[259830],[260146],[288450],[288766],[295381],[295700],[322866],[324606],[324925],[331453],[359128],[360758],[394753],
     [79381,247921],[94690,272932],[100336,282949],[100484,213896],[111844,299646],[117143,307451],[117785,308372],[117933,238059],[124490,182583],[125487,320959],[136523,334407],[137165,335328],[137313,264059],[141246,341164],[142765,342870],[143244,271727],[143976,212388],[150748,354066],[151554,214841],[152620,356787],[152768,284833],[162708,367878],[164227,369584],[164706,298441],[169735,376790],[169980,243390],[171560,378530],[171591,307237],[172890,246300],[179685,388331],[180327,389252],[180475,317983],[181703,390362],[186768,396734],[193047,402790],[194872,404530],[194903,334193],[200915,411588],[200946,278254],[201160,278468],[202797,343186],[202841,413218],[204622,414321],[209658,420338],[211177,422044],[211656,352861],[219022,430689],[225763,436436],[227645,369900],[227689,438066],[229470,439169],[233830,313754],[234146,314070],[234190,444851],[236125,378849],[236866,446832],[243145,452888],[244970,454628],[245001,388117],[249338,517911],[253282,462915],[260190,468163],[262125,404849],[262866,470144],[268667,349801],[268986,350120],[271482,477639],[278223,483386],[280105,422360],[280149,485016],[281930,486119],[288810,492825],[298196,499101],[304497,385377],[307206,506077],[314114,511325],[316049,454947],[316790,513306],[334162,525457],[343230,531729],[352616,538005],[369944,548883],[388086,559815],[422404,578589]
   ]
cell #528 :
  |C| = 189
  W-rep = phi[[3],[3, 1]]+phi[[2],[4, 1]]
  special rep = phi[[3],[3, 1]] , dim = 105
  orbit = [6, 6, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     21 tau_infinity subcells with 1 member(s)
     84 tau_infinity subcells with 2 member(s)
  subcells = [
     [69884],[87372],[89232],[104366],[109336],[109486],[128809],[128959],[134071],[134398],[155932],[156259],[162021],[162379],[184133],[186081],[186439],[192579],[216580],[218554],[250909],
     [24332,124666],[31573,144152],[33994,151514],[34052,100510],[40040,165614],[42753,172121],[43050,172850],[43108,117959],[46225,79832],[46621,182759],[53215,195433],[53512,196162],[53570,137339],[55669,201120],[56636,202882],[56892,143270],[57267,99590],[60787,212564],[61212,101016],[61709,214801],[61767,152794],[68286,225968],[69253,227730],[69509,164732],[72344,234231],[72500,121730],[73563,236179],[73620,171971],[74360,123590],[78334,245531],[78631,246260],[78689,180501],[79399,247222],[82803,253487],[87216,260231],[88435,262179],[88492,195283],[92125,269040],[92182,148240],[92332,148390],[93557,203209],[93559,271014],[94708,272233],[97992,278428],[98959,280190],[99215,211682],[104210,288851],[109279,295754],[110711,228057],[110713,297728],[111862,298947],[114691,177233],[115018,177560],[115020,304833],[116616,236537],[117161,307411],[121574,314155],[122793,316103],[122850,245381],[125505,393559],[128752,324979],[134400,331789],[135996,262537],[136541,334367],[140559,208971],[140917,209329],[143114,343271],[148183,350174],[149615,280517],[149617,352148],[150766,353367],[156261,361094],[164576,369985],[169267,242677],[171914,378903],[177562,385713],[179158,316461],[179703,388291],[195226,404903],[203211,413554],[211526,422445],[228059,438402],[245324,455001],[280519,485352]
   ]
cell #529 :
  |C| = 427
  W-rep = phi[[3, 1],[2, 1]]+phi[[3],[2, 2]]+phi[[1, 1],[4, 1]]+phi[[1],[4, 2]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     91 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     49 tau_infinity subcells with 4 member(s)
  subcells = [
     [19466],[19774],[25341],[25861],[27545],[27639],[28045],[32569],[35268],[35287],[35911],[37446],[37966],[37985],[38617],[41036],[44257],[44351],[47747],[47761],[48508],[50337],[50356],[50966],[50980],[51742],[53586],[54719],[54813],[58193],[58713],[58732],[62739],[63054],[63868],[66042],[66056],[66803],[69890],[69984],[70810],[71330],[71349],[75456],[75475],[76085],[76099],[80514],[80677],[81023],[83607],[84435],[84750],[87378],[89271],[90328],[90347],[90957],[90971],[95748],[95762],[96509],[101863],[104372],[105268],[105287],[106187],[109525],[111672],[112902],[112916],[113663],[118793],[119108],[128998],[129980],[129994],[134646],[138173],[138488],[145091],[156507],[157304],[157619],[162054],[166553],[184314],[186114],[187568],[216613],[216788],
     [5844,89252],[8957,109506],[9235,111686],[12280,128979],[13508,134187],[13602,134660],[13998,137112],[14657,32877],[18080,156048],[18174,156521],[19793,162163],[19914,162655],[21369,44757],[21704,42573],[21774,42053],[25880,186223],[26001,186715],[27645,85949],[28008,192616],[28031,192641],[28380,53035],[28450,52515],[30150,59364],[30568,56658],[30638,56015],[34068,61783],[35874,218591],[35897,218616],[38036,67036],[38561,225318],[39035,69275],[39105,68632],[41280,76861],[41820,73627],[41913,72880],[43124,78705],[44357,120307],[45092,78154],[45162,77634],[46231,79838],[46325,79932],[47210,250946],[48452,252837],[51050,85879],[52282,88499],[52375,87752],[54819,139687],[57273,99596],[57367,99690],[58783,96742],[59782,98981],[59852,98338],[61251,101055],[62427,286519],[66896,107791],[69990,165704],[71400,113896],[72506,121736],[74399,123629],[76169,120237],[77401,122857],[77494,122110],[79209,125315],[91041,139617],[92371,148429],[94518,150576],[96602,146695],[113756,168157],[115266,177808],[140592,209004],
     [2491,16936,61232,101036],[3960,11065,74380,123610],[4324,24491,79223,125329],[4340,24213,79293,124686],[6228,16307,92352,148410],[6506,16585,94532,150590],[6522,31454,94602,144172],[7092,34287,100283,152567],[7116,33891,100376,151820],[7122,33797,61302,100516],[9251,39921,111756,165634],[9706,23483,114807,177349],[9800,23577,115280,177822],[9977,22255,115970,172141],[10196,23973,117732,180274],[10220,42947,117825,173156],[10226,42853,74450,117965],[13779,28931,135350,195453],[14022,53409,137205,196468],[14028,53315,89322,137345],[14676,32896,140701,209113],[14797,33017,141193,209605],[14937,31183,141472,202998],[15031,31277,141945,203471],[15037,56085,92993,143276],[16601,60668,150660,212584],[20054,39650,162934,227846],[20148,39744,163407,228319],[20154,68702,110147,164738],[21332,44720,169304,242714],[21355,44743,169329,242739],[21723,42592,170207,236321],[23754,45643,178512,245551],[23997,78528,180367,246566],[24003,78434,123680,180507],[24507,80109,125399,182779],[28399,53054,193519,262321],[30094,59308,200470,277778],[30554,56644,201349,271076],[33157,60397,209884,280306],[33251,60491,210357,280779],[33257,98408,149051,211688],[34311,101410,152660,215107],[34317,101106,101316,152800],[39021,69261,226197,297790],[45111,78173,243617,316245],[46331,79938,124756,182849],[57373,99696,144242,212654],[59768,98967,278657,352210]
   ]
cell #530 :
  |C| = 105
  W-rep = phi[[4],[2, 1]]+phi[[1],[5, 1]]
  special rep = phi[[4],[2, 1]] , dim = 70
  orbit = [8, 4, 1, 1]
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 70
     35 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [5863],[8966],[9268],[12289],[13511],[13615],[14052],[18083],[18187],[19742],[19757],[19933],[25829],[25844],[26020],[27981],[28012],[28024],[34784],[35847],[35878],[35890],[38538],[38554],[47183],[47214],[48429],[48445],[51718],[62404],[62420],[63844],[80300],[80653],[101648],
     [2510,7206],[3979,11084],[4349,11168],[4357,11267],[6237,16316],[6531,15420],[6539,16618],[7146,16895],[9260,20537],[9709,23486],[9813,23590],[9986,22264],[10250,24027],[13788,28940],[14625,32845],[14640,32860],[14816,33036],[14940,31186],[16610,33640],[20057,39653],[21305,44693],[21336,44724],[21348,44736],[21687,42556],[23763,45652],[24516,46714],[28363,53018],[30071,59285],[30087,59301],[30547,56637],[33160,60400],[39014,69254],[41256,76837],[45075,78137],[59761,98960]
   ]
cell #531 :
  |C| = 189
  W-rep = phi[[3],[3, 1]]+phi[[2],[4, 1]]
  special rep = phi[[3],[3, 1]] , dim = 105
  orbit = [6, 6, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     21 tau_infinity subcells with 1 member(s)
     84 tau_infinity subcells with 2 member(s)
  subcells = [
     [28965],[38875],[39774],[48766],[51954],[52090],[64080],[64216],[67812],[67938],[82329],[82455],[86807],[86969],[102084],[103801],[103963],[108893],[126513],[128366],[153933],
     [7129,100091],[10233,117540],[11110,123866],[11138,79063],[14035,136920],[15044,93922],[15362,143352],[15390,94372],[16656,61817],[20161,111076],[20479,164814],[20507,111526],[21570,169808],[21672,116687],[21863,73885],[22289,45677],[24010,180082],[24066,79962],[28246,193120],[28348,136067],[28539,88757],[30281,140988],[30408,59622],[30504,142705],[30535,93786],[31307,60521],[33264,149980],[33582,211764],[33610,150430],[34324,215662],[36112,219095],[38748,162450],[38971,164167],[39002,110940],[41461,169675],[41492,77073],[41628,77209],[41741,116813],[41757,171528],[44958,243218],[45060,179229],[45251,123115],[46656,249594],[46684,183262],[48639,186510],[51923,192987],[52203,136193],[52219,194840],[55195,97518],[55321,97644],[55337,200883],[55676,142867],[56859,271555],[59495,209400],[59718,211117],[59749,149844],[61098,282696],[64049,218962],[67954,225731],[68293,164329],[69476,298269],[71935,121165],[72097,121327],[73758,236608],[74246,308119],[77042,243085],[77322,179355],[77338,244938],[82471,253250],[88630,262608],[89118,335075],[91739,147797],[93755,271422],[97660,278191],[97999,211279],[99182,352689],[110909,298136],[116829,307174],[122988,316532],[123476,388999],[136209,334130],[149813,352556],[153186,427981],[179371,388054]
   ]
cell #532 :
  |C| = 154
  W-rep = phi[[4, 1, 1],[1]]+phi[[4, 1],[1, 1]]
  special rep = phi[[4, 1],[1, 1]] , dim = 84
  orbit = [8, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     14 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [34196],[44656],[46459],[59221],[61523],[75593],[76725],[79587],[95913],[97291],[118823],[119300],[145121],[174102],
     [4713,47859],[7598,63136],[8455,66154],[8626,38365],[11675,81042],[11758,81446],[12879,84832],[13096,51343],[15805,95860],[15976,59112],[17156,101882],[17402,102423],[18861,106206],[18944,106610],[19206,67210],[20922,113014],[21093,71729],[22854,119190],[23071,76462],[24750,126326],[25025,126850],[26369,130092],[26867,130997],[27294,86101],[27944,55118],[29530,138570],[29747,91334],[31964,145110],[32047,145514],[32309,96916],[34570,153696],[35405,105405],[36537,157701],[37130,158642],[38474,71838],[40431,166572],[40514,166976],[40776,114070],[43579,174159],[44006,120459],[46812,183683],[47912,130145],[49207,187587],[49290,187991],[50474,90465],[51606,91597],[54041,197471],[54468,139839],[57877,205592],[62592,216807],[62769,157334],[63246,157811],[64763,220120],[66207,113067],[67585,114445],[70494,230440],[80544,184344],[80859,251130],[81053,187598],[83291,254399],[84465,138203],[84942,138680],[101893,216818],[102206,286695],[102366,220063],[106217,166583],[126131,322583],[126269,251073],[130940,197414],[153527,286257]
   ]
cell #533 :
  |C| = 189
  W-rep = phi[[3],[3, 1]]+phi[[2],[4, 1]]
  special rep = phi[[3],[3, 1]] , dim = 105
  orbit = [6, 6, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     21 tau_infinity subcells with 1 member(s)
     84 tau_infinity subcells with 2 member(s)
  subcells = [
     [53465],[68239],[69799],[82756],[87133],[87287],[104127],[104281],[108942],[109173],[128415],[128646],[134027],[134292],[153982],[155888],[156153],[162002],[184089],[186062],[216561],
     [16822,100037],[22455,117486],[24255,123857],[24311,79027],[29131,136866],[31080,143185],[31496,143343],[31552,94336],[33947,61662],[34268,215608],[39547,164647],[39963,164805],[40019,111490],[41698,169799],[42213,171577],[42467,117114],[43003,78584],[45843,180028],[46140,79747],[46544,249585],[46600,183226],[52160,193111],[52675,194889],[52929,136494],[55468,200932],[55622,97945],[56187,202838],[56228,143031],[57182,99505],[60294,211597],[60710,211755],[60766,150394],[61070,282687],[64286,219086],[68085,225780],[68804,227686],[68845,164493],[72220,234187],[72261,121491],[72415,121645],[73069,171808],[73084,236160],[74218,308110],[77279,243209],[77794,244987],[78048,179656],[82602,253299],[87092,260187],[87941,195120],[87956,262160],[89090,335066],[91788,147846],[92019,148077],[92034,269021],[92999,203103],[93992,271546],[97791,278240],[98510,280146],[98551,211443],[104086,288807],[109188,295735],[110153,227951],[111146,298260],[114647,177189],[114912,177454],[116960,307223],[121450,314111],[122299,245218],[122314,316084],[123448,388990],[128661,324960],[136340,334179],[140540,208952],[142990,343227],[148092,350155],[149057,280411],[150050,352680],[153158,427972],[164452,369941],[171823,378884],[179502,388103],[195135,404884],[211402,422401],[245233,454982]
   ]
cell #534 :
  |C| = 175
  W-rep = phi[[3, 1],[3]]+phi[[2, 1],[4]]
  special rep = phi[[3, 1],[3]] , dim = 105
  orbit = [6, 6, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [50934],[51941],[52034],[64067],[64160],[65496],[66722],[67801],[67936],[76053],[82067],[82318],[82453],[84098],[86805],[90925],[95202],[96428],[102073],[103487],[103799],[105462],[112356],[113582],[118456],[126511],[127665],[129434],[137836],[144366],[153852],[156967],[165828],[186843],[216683],
     [15010,142391],[15241,142703],[20127,163853],[20358,164165],[21533,169673],[21663,170827],[21814,116425],[22121,116676],[27618,191649],[28209,192985],[28339,194139],[28490,135805],[28797,136056],[30272,200802],[30359,140977],[30522,93773],[31090,93866],[33230,210803],[33461,211115],[36075,218960],[37925,223959],[38076,161226],[38739,225650],[38826,162439],[38989,110927],[39557,111020],[41479,77060],[41572,77153],[41739,116811],[44330,241747],[44921,243083],[45051,244237],[45202,178967],[45509,179218],[48630,253169],[48717,186499],[49844,255665],[52201,136191],[54792,267747],[55184,97507],[55319,97642],[56822,271420],[58672,276419],[58823,208176],[59486,278110],[59573,209389],[59736,149831],[60304,149924],[63690,288130],[69439,298134],[71289,303133],[71440,233024],[71933,121163],[73749,307093],[73836,236597],[74963,309589],[77320,179353],[88621,334049],[88708,262597],[89835,336545],[93396,342550],[99145,352554],[104775,361968],[110550,369264],[122979,387973],[123066,316521],[133349,401446],[149454,421724],[176511,451544],[199823,474856]
   ]
cell #535 :
  |C| = 105
  W-rep = phi[[4],[2, 1]]+phi[[1],[5, 1]]
  special rep = phi[[4],[2, 1]] , dim = 70
  orbit = [8, 4, 1, 1]
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 70
     35 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [29112],[38938],[39976],[48829],[52085],[52173],[53480],[64211],[64299],[67831],[68099],[68254],[82348],[82616],[82771],[86833],[86853],[87142],[102103],[103827],[103847],[104136],[108866],[108914],[126539],[126559],[128339],[128387],[133982],[153906],[153954],[155843],[183702],[184044],[216203],
     [11227,46319],[15479,57361],[16803,34249],[20596,69978],[22267,73948],[22436,45824],[24268,46557],[24484,79926],[28943,88820],[30471,59685],[31141,93917],[31509,60723],[33699,99684],[33962,61677],[39608,111071],[41623,77204],[41711,77292],[42492,116974],[43018,78599],[45655,123178],[52954,136354],[55214,97537],[55482,97805],[55637,97960],[56562,143040],[60355,149975],[69179,164502],[71961,121191],[71981,121211],[72270,121500],[78073,179516],[91712,147770],[91760,147818],[98885,211452],[114602,177144]
   ]
cell #536 :
  |C| = 98
  W-rep = phi[[4, 1],[1, 1]]+phi[[],[5, 2]]
  special rep = phi[[4, 1],[1, 1]] , dim = 84
  orbit = [8, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     70 tau_infinity subcells with 1 member(s)
     14 tau_infinity subcells with 2 member(s)
  subcells = [
     [8713],[11866],[13215],[16063],[17616],[19052],[19367],[21180],[23190],[25082],[25300],[27081],[27504],[29146],[29866],[32155],[32470],[34627],[34983],[37187],[37405],[39997],[40622],[40937],[43793],[44216],[47032],[47396],[49398],[50052],[52194],[53487],[54255],[54678],[57934],[58152],[62211],[64320],[64977],[65691],[68261],[69849],[70551],[70769],[75171],[80274],[82778],[83348],[83566],[86860],[87337],[90043],[95397],[102263],[103854],[104331],[104983],[108947],[112551],[126566],[126729],[128420],[129629],[133985],[153987],[154111],[155846],[183720],[184047],[216206],
     [16837,34283],[22470,45858],[24289,46578],[31530,60744],[33969,61684],[41732,77313],[43025,78606],[46190,79797],[55644,97967],[57232,99555],[71988,121218],[72465,121695],[91793,147851],[114605,177147]
   ]
cell #537 :
  |C| = 175
  W-rep = phi[[3, 1],[3]]+phi[[2, 1],[4]]
  special rep = phi[[3, 1],[3]] , dim = 105
  orbit = [6, 6, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [86071],[87112],[87146],[104106],[104140],[105960],[107977],[108918],[109170],[120429],[128163],[128391],[128643],[130690],[134024],[139809],[144864],[146881],[153958],[155596],[155885],[157913],[166326],[168343],[173852],[184086],[185299],[187341],[197164],[204863],[216484],[219813],[229711],[253670],[286652],
     [31019,202546],[31120,202835],[39486,227394],[39587,227683],[41602,234184],[42198,235397],[42382,171325],[42512,171553],[51431,258795],[52064,260184],[52660,261397],[52844,194637],[52974,194865],[55453,268944],[55502,200908],[56207,143010],[56566,143044],[60233,279854],[60334,280143],[64190,288804],[67181,293862],[67365,224457],[68070,295658],[68119,225756],[68824,164472],[69183,164506],[72240,121470],[72274,121504],[73066,171805],[76550,312719],[77183,314108],[77779,315321],[77963,244735],[78093,244963],[82587,324883],[82636,253275],[84232,327340],[87938,195117],[91422,339675],[91764,147822],[92016,148074],[93896,343224],[96887,348282],[97071,276917],[97776,350078],[97825,278216],[98530,211422],[98889,211456],[103621,360490],[111050,369938],[114041,374996],[114225,303631],[114644,177186],[116945,378807],[116994,307199],[118590,381264],[122296,245215],[136325,404807],[136374,334155],[137970,407264],[142525,412950],[149954,422398],[157101,431427],[163987,437798],[179487,454905],[179536,388079],[191783,467007],[210937,484748],[241881,510169],[267881,529549]
   ]
cell #538 :
  |C| = 98
  W-rep = phi[[4, 1],[1, 1]]+phi[[],[5, 2]]
  special rep = phi[[4, 1],[1, 1]] , dim = 84
  orbit = [8, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     70 tau_infinity subcells with 1 member(s)
     14 tau_infinity subcells with 2 member(s)
  subcells = [
     [19475],[25344],[27548],[32578],[35251],[37449],[37949],[41045],[44260],[47458],[47740],[50320],[50959],[53595],[54722],[58196],[58696],[62273],[62732],[65753],[66035],[69893],[70813],[71313],[75439],[76078],[80507],[80969],[83610],[84428],[87381],[89235],[90311],[90950],[95459],[95741],[101809],[104375],[105251],[106133],[109489],[111665],[112613],[112895],[118786],[126088],[128962],[129691],[129973],[134074],[134639],[138166],[145037],[154173],[155935],[156500],[157297],[162047],[166499],[184136],[184307],[186107],[187514],[192541],[216606],[216734],[218516],[250590],[250871],[286242],
     [34077,61792],[43133,78714],[46234,79841],[57276,99599],[61215,101019],[72509,121739],[74363,123593],[79202,125308],[92335,148393],[94511,150569],[114694,177236],[115259,177801],[140585,208997],[169229,242639]
   ]
cell #539 :
  |C| = 175
  W-rep = phi[[3, 1],[3]]+phi[[2, 1],[4]]
  special rep = phi[[3, 1],[3]] , dim = 105
  orbit = [6, 6, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [133018],[134358],[134393],[156219],[156254],[158434],[160805],[162016],[162281],[176180],[185820],[186076],[186341],[188691],[192573],[199492],[205384],[207755],[216575],[218226],[218548],[220826],[230232],[232603],[238789],[250903],[252081],[254191],[264789],[273286],[286463],[289673],[300000],[325380],[359216],
     [56484,270686],[56611,271008],[69101,297400],[69228,297722],[72319,304827],[73133,306005],[73431,235918],[73585,236174],[86348,330361],[87191,331783],[88005,332961],[88303,261918],[88457,262174],[92083,340883],[92147,269035],[93065,203169],[93552,203204],[98807,351820],[98934,352142],[104185,361088],[108044,365826],[108342,294383],[109237,367597],[109301,295749],[110219,228017],[110706,228052],[114978,177520],[115013,177555],[116004,236439],[120706,384285],[121549,385707],[122363,386885],[122661,315842],[122815,316098],[128710,396453],[128774,324974],[130757,398694],[135384,262439],[140086,410285],[140554,208966],[140819,209231],[143089,413548],[146948,418286],[147246,348803],[148141,420057],[148205,350169],[149123,280477],[149610,280512],[155663,430153],[164551,438396],[168410,443134],[168708,375517],[169261,242671],[171872,446551],[171936,378898],[173919,448792],[178546,316363],[195184,469863],[195248,404898],[197231,472104],[202613,477103],[211501,485346],[219880,493440],[227461,498565],[245282,513025],[245346,454996],[258862,523150],[279921,537469],[312786,557508],[339742,572380]
   ]
cell #540 :
  |C| = 189
  W-rep = phi[[3],[3, 1]]+phi[[2],[4, 1]]
  special rep = phi[[3],[3, 1]] , dim = 105
  orbit = [6, 6, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     21 tau_infinity subcells with 1 member(s)
     84 tau_infinity subcells with 2 member(s)
  subcells = [
     [137079],[162622],[165298],[186682],[193033],[193152],[219008],[219127],[225364],[225704],[252883],[253223],[259800],[260142],[286565],[288420],[288762],[295377],[322836],[324602],[359124],
     [61348,213136],[74496,237299],[79183,246797],[79367,181046],[89368,263299],[94005,271587],[94492,271808],[94676,203965],[100250,152534],[101152,357911],[111159,298301],[111646,298522],[111830,228813],[115240,304941],[116706,306807],[117129,236780],[117699,180241],[123726,317223],[124350,182443],[125289,393134],[125473,321719],[134620,331897],[136086,333763],[136509,262780],[141007,340985],[141160,209572],[142731,342840],[142751,271468],[143836,212248],[150063,352721],[150550,352942],[150734,281273],[151266,424803],[156481,361202],[162469,367699],[164193,369554],[164213,298182],[169701,376760],[169721,243131],[169840,243250],[171501,307147],[171549,378526],[172602,447452],[177782,385821],[179248,387687],[179671,316704],[186529,396555],[193013,402760],[194813,334103],[194861,404526],[195914,470764],[200516,277824],[200856,278164],[200904,411584],[202793,343182],[203431,413662],[209419,420159],[211143,422014],[211163,352602],[218988,430659],[225752,436432],[227641,369896],[228279,438510],[233800,313724],[234142,314066],[236627,446653],[243111,452858],[244911,388027],[244959,454624],[246012,513926],[253271,462911],[262627,469965],[268663,349797],[271448,477609],[278212,483382],[280101,422356],[280739,485460],[285490,542500],[298162,499071],[307195,506073],[316551,513127],[334151,525453],[352582,537975],[388075,559811]
   ]
cell #541 :
  |C| = 189
  W-rep = phi[[3],[3, 1]]+phi[[2],[4, 1]]
  special rep = phi[[3],[3, 1]] , dim = 105
  orbit = [6, 6, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     21 tau_infinity subcells with 1 member(s)
     84 tau_infinity subcells with 2 member(s)
  subcells = [
     [68140],[69570],[82657],[87149],[87268],[88828],[104143],[104262],[108921],[109260],[109347],[128394],[128733],[128820],[134034],[134049],[153961],[155895],[155910],[184096],[184111],
     [22252,171982],[24210,181083],[28928,195294],[31135,202860],[31272,143166],[31451,204002],[33749,212791],[33886,151336],[39602,227708],[39739,164628],[39918,228850],[41617,234209],[42519,171556],[42533,117015],[42805,236954],[42942,172672],[45640,245392],[45911,125624],[52079,260209],[52981,194868],[52995,136395],[53267,262954],[53404,195984],[55509,200911],[55523,97846],[55585,269156],[56569,143047],[56595,202845],[56953,99276],[60349,280168],[60486,211578],[60665,281310],[60808,152896],[64205,288829],[68126,225759],[68202,295870],[69186,164509],[69212,227693],[72277,121507],[72303,234194],[72396,121626],[73544,171895],[73956,123186],[77198,314133],[78100,244966],[78114,179557],[78386,316878],[78523,246082],[80106,321756],[82643,253278],[82719,325095],[87175,260194],[88416,195207],[91767,147825],[92106,148164],[92193,148251],[93911,343249],[97832,278219],[97908,350290],[98892,211459],[98918,280153],[101268,357566],[101405,285560],[104169,288814],[111065,369963],[114654,177196],[114669,177211],[117001,307202],[117077,379019],[121533,314118],[122774,245305],[124256,390482],[136381,334158],[136457,405019],[143073,343234],[143742,414441],[149969,422423],[164535,369948],[165204,439289],[179543,388082],[179619,455117],[211485,422408],[212154,486239],[249984,518031]
   ]
cell #542 :
  |C| = 105
  W-rep = phi[[3, 2],[2]]
  special rep = phi[[3, 2],[2]] , dim = 105
  orbit = [6, 4, 4]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [51261],[65558],[67158],[76380],[82129],[83986],[84209],[86021],[91252],[95264],[96864],[103375],[103598],[105692],[105910],[112418],[114018],[116487],[118344],[118567],[120379],[127895],[128113],[129496],[130235],[130385],[135867],[137724],[137947],[139759],[142279],[142502],[144596],[144814],[155141],[155291],[156855],[157078],[157882],[161288],[163741],[163964],[166058],[166276],[171057],[173397],[173547],[179029],[184001],[185136],[185268],[187073],[187291],[191537],[191760],[194369],[196709],[196859],[202241],[204832],[208238],[210691],[210914],[216453],[217599],[219358],[219508],[222252],[224189],[227089],[229680],[233086],[241635],[241858],[244467],[251027],[251836],[253639],[256581],[258490],[267635],[267858],[274712],[276649],[279549],[286621],[286939],[292028],[301426],[303363],[310505],[312414],[322700],[326806],[327627],[337461],[339370],[346448],[362884],[373162],[381551],[398173],[407551],[431714],[461694]
   ]
cell #543 :
  |C| = 189
  W-rep = phi[[3],[3, 1]]+phi[[2],[4, 1]]
  special rep = phi[[3],[3, 1]] , dim = 105
  orbit = [6, 6, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     21 tau_infinity subcells with 1 member(s)
     84 tau_infinity subcells with 2 member(s)
  subcells = [
     [69834],[87322],[89167],[104316],[109331],[109421],[128804],[128894],[134060],[134397],[155921],[156258],[162020],[162380],[184122],[186080],[186440],[192580],[216579],[218555],[250910],
     [24329,124149],[31570,143635],[33955,150897],[34047,100072],[40037,165097],[42750,172056],[43011,172233],[43103,117521],[46175,79782],[46618,249877],[53212,195368],[53473,195545],[53565,136901],[55630,201017],[56633,202871],[56887,143220],[57217,99540],[60784,212047],[61147,100951],[61670,285121],[61762,215643],[68247,225865],[69250,227719],[69504,164682],[72341,234220],[72450,121680],[73574,236178],[73615,171966],[74295,123525],[78331,245466],[78592,245643],[78684,180063],[79035,318771],[82764,253384],[87213,260220],[88446,262178],[88487,195278],[92136,269039],[92177,148235],[92267,148325],[93556,203208],[93571,271015],[94344,344151],[97953,278325],[98956,280179],[99210,211632],[104207,288840],[109290,295753],[110710,228056],[110725,297729],[111498,370865],[114680,177222],[115017,177559],[115032,304834],[116617,236538],[117122,307308],[121571,314144],[122804,316102],[122845,245376],[128763,324978],[134412,331790],[135997,262538],[136502,334264],[140558,208970],[140918,209330],[143111,343260],[148194,350173],[149614,280516],[149629,352149],[150402,423325],[156273,361095],[164573,369974],[169268,242678],[171925,378902],[177574,385714],[179159,316462],[179664,388188],[183234,460441],[195237,404902],[203223,413555],[211523,422434],[228071,438403],[245335,455000],[280531,485353]
   ]
cell #544 :
  |C| = 189
  W-rep = phi[[3],[3, 1]]+phi[[2],[4, 1]]
  special rep = phi[[3],[3, 1]] , dim = 105
  orbit = [6, 6, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     21 tau_infinity subcells with 1 member(s)
     84 tau_infinity subcells with 2 member(s)
  subcells = [
     [111640],[134614],[137031],[156475],[162463],[162574],[186523],[186634],[192607],[192953],[218582],[218928],[225344],[225700],[250937],[252863],[253219],[259796],[286545],[288416],[322832],
     [46304,180998],[57346,203917],[61191,212778],[61342,151260],[69963,228765],[73933,236732],[74339,236941],[74490,172596],[79177,125283],[79911,321671],[88805,262732],[89211,262941],[89362,195908],[92311,269143],[93633,271042],[93999,203425],[94486,150544],[99669,281225],[100202,152486],[100995,357553],[101146,285484],[109465,295857],[110787,297756],[111153,228273],[115094,304861],[115234,177776],[116672,306787],[116700,236621],[117651,180193],[123163,316656],[123569,316865],[123720,246006],[124193,390469],[128938,325082],[134474,331817],[136052,333743],[136080,262621],[140973,340965],[141001,209413],[141112,209524],[142671,271388],[142709,342836],[143679,414428],[148369,350277],[149691,352176],[150057,280733],[156335,361122],[162435,367679],[164133,298102],[164171,369550],[165141,439276],[169295,242705],[169641,243051],[169679,376756],[171497,307143],[172100,379006],[177636,385741],[179214,387667],[179242,316545],[186495,396535],[192991,402756],[194809,334099],[195412,405006],[200496,277804],[200852,278160],[203285,413582],[209385,420139],[211083,352522],[211121,422010],[212091,486226],[218966,430655],[228133,438430],[233796,313720],[236593,446633],[243089,452854],[244907,388023],[245510,455104],[249921,518018],[262593,469945],[271426,477605],[280593,485380],[298140,499067],[316517,513107],[352560,537971]
   ]
cell #545 :
  |C| = 427
  W-rep = phi[[3, 1],[2, 1]]+phi[[3],[2, 2]]+phi[[1, 1],[4, 1]]+phi[[1],[4, 2]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     91 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     49 tau_infinity subcells with 4 member(s)
  subcells = [
     [19463],[27497],[27634],[32566],[37010],[37912],[37926],[38726],[41033],[44209],[44346],[48305],[48617],[49831],[49845],[50891],[50917],[51924],[53583],[54671],[54808],[57757],[58659],[58673],[63677],[63691],[64050],[65453],[65479],[66720],[67934],[69842],[69979],[70374],[71276],[71290],[74950],[74964],[76010],[76036],[82024],[82050],[82451],[83171],[83757],[84096],[86803],[87330],[89212],[89822],[89836],[90882],[90908],[95159],[95185],[96426],[103146],[103485],[103797],[104324],[104762],[104776],[105460],[109466],[111597],[112313],[112339],[113580],[118115],[118454],[126429],[126509],[127663],[128939],[129391],[129417],[134571],[137495],[137834],[144364],[153850],[156432],[156626],[156965],[162042],[165826],[184207],[186102],[186841],[216601],[216681],
     [9934,73424],[13267,132898],[13736,88296],[14010,89198],[14948,93383],[19423,108335],[19926,109452],[20065,110537],[20471,111623],[21650,73736],[21733,116408],[23242,176060],[23711,122654],[26013,128925],[27556,133336],[28137,134282],[28238,134597],[28326,88608],[28409,135788],[28947,137029],[29918,199372],[30259,59473],[30505,93756],[32526,147239],[33168,149441],[34065,61780],[36003,156143],[36104,156458],[37995,161209],[38740,162259],[38857,162572],[38972,110910],[40049,229602],[40993,168701],[41462,77043],[41737,116809],[43121,78702],[44268,176498],[45038,122966],[45121,178950],[46183,79790],[46320,79927],[48631,186319],[48748,186632],[51784,192605],[51898,192743],[52199,136189],[54730,199810],[55317,97640],[57225,99548],[57362,99685],[58742,208159],[59719,149814],[61192,100996],[63910,218580],[64024,218718],[67782,225325],[71359,233007],[71931,121161],[72458,121688],[74340,123570],[77318,179351],[79134,125240],[80719,250935],[82299,252844],[92312,148370],[94443,150501],[102054,286526],[115191,177733],[140580,208992],
     [2500,34025,60989,100080],[3969,43081,74137,117529],[4337,46103,46242,124180],[5853,53543,89009,136909],[6356,56152,92945,143228],[6519,57145,57284,143666],[7104,34299,61178,100982],[7111,61090,61261,151243],[9085,68769,110099,164690],[9248,69762,69901,165128],[9974,42725,73031,172087],[10208,23985,74326,123556],[10215,74238,74409,172579],[11074,78662,123367,180071],[11102,46648,79160,125266],[13776,53187,87903,195399],[14017,89110,89281,195891],[14809,33029,92298,148356],[14889,56750,92475,203093],[15026,56851,92952,203408],[15354,33574,94469,150527],[16435,98475,149003,211640],[16598,99468,99607,212078],[16638,61799,100200,152484],[16945,61740,153077,215651],[20006,69367,109629,227941],[20143,69468,110106,228256],[21461,44849,114902,177444],[21562,44950,115217,177759],[21664,73750,115411,236417],[22271,45659,117649,180191],[23751,78306,122261,245497],[23992,123468,123639,245989],[24341,46630,181835,249470],[24504,79849,125816,249908],[28340,88622,134791,262417],[30273,59487,140797,209209],[30390,59604,141110,209522],[30479,93730,141270,271178],[31582,60796,204754,282062],[33109,99073,148533,280401],[33246,99174,149010,280716],[34306,101065,153178,285467],[38946,110884,162732,297892],[41322,76903,169293,242703],[41436,77017,169431,242841],[45052,122980,177953,316341],[55165,97488,200477,277785],[59693,149788,209682,352312]
   ]
cell #546 :
  |C| = 175
  W-rep = phi[[3, 1],[3]]+phi[[2, 1],[4]]
  special rep = phi[[3, 1],[3]] , dim = 105
  orbit = [6, 6, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [13297],[13573],[18145],[18785],[19485],[19854],[23272],[25731],[25941],[26755],[27997],[28145],[29948],[31888],[32588],[35736],[35863],[36011],[36718],[38576],[40355],[41055],[43467],[47199],[48013],[48467],[49131],[53929],[57465],[62376],[62442],[64651],[70082],[82879],[102182],
     [3915,42443],[5799,52905],[6386,31248],[6436,56483],[8767,67426],[9115,39715],[9165,69100],[9771,23548],[9996,42653],[10021,73132],[11020,78024],[13347,86347],[13798,53115],[13823,88004],[14737,32957],[14762,92082],[15058,56758],[15072,56610],[16117,97132],[16465,60462],[16515,98806],[19510,108043],[19879,109236],[20175,69375],[20189,69227],[21234,114286],[21321,44709],[21469,44857],[21483,72318],[21899,73586],[23322,120705],[23773,78234],[23798,122362],[25966,128709],[26780,130756],[28159,87190],[28575,88458],[29998,140085],[30109,59323],[30298,92148],[32613,146947],[32982,148140],[33278,99081],[33292,98933],[35761,155662],[36025,104184],[38765,109302],[41080,168409],[42678,171871],[43492,173918],[44871,121548],[45287,122816],[48656,128775],[53140,195183],[53954,197230],[56508,202612],[56772,143088],[59512,148206],[64676,219879],[69125,227460],[69389,164550],[73775,171937],[78259,245281],[86372,258861],[88647,195249],[98831,279920],[99095,211500],[120730,312785],[123005,245347],[140110,339741]
   ]
cell #547 :
  |C| = 189
  W-rep = phi[[3],[3, 1]]+phi[[2],[4, 1]]
  special rep = phi[[3],[3, 1]] , dim = 105
  orbit = [6, 6, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     21 tau_infinity subcells with 1 member(s)
     84 tau_infinity subcells with 2 member(s)
  subcells = [
     [9242],[13609],[14000],[18181],[19845],[19916],[25932],[26003],[28010],[28097],[35876],[35963],[38573],[38690],[47212],[48464],[48581],[51752],[62439],[63878],[80687],
     [2501,33898],[3970,42954],[4331,24498],[4345,46093],[5854,53416],[6357,31284],[6513,16592],[6527,57135],[7094,34289],[7106,60862],[9086,39751],[9256,69752],[9807,23584],[9868,42644],[9982,42715],[10198,23975],[10210,74010],[11075,78535],[13670,53106],[13784,53177],[14012,88882],[14728,32948],[14799,33019],[14811,92247],[14849,56710],[14891,56623],[16436,60498],[16606,99458],[16946,101417],[19928,109401],[19966,69327],[20008,69240],[21334,44722],[21421,44809],[21463,72331],[21614,73700],[21632,73583],[23645,78225],[23759,78296],[23987,123240],[24512,125806],[26015,128874],[28139,87203],[28290,88572],[28308,88455],[30106,59320],[30223,59437],[30241,92145],[30485,93584],[33031,148305],[33069,99033],[33111,98946],[34301,152950],[36005,104197],[38708,109299],[38952,110738],[41290,76871],[41442,115045],[42727,172036],[44851,121561],[45002,122930],[45020,122813],[46105,181137],[48599,128772],[51904,134425],[53189,195348],[56752,143101],[57147,204056],[59455,148203],[59699,149642],[64030,156286],[69369,164563],[69764,228904],[73718,171934],[77023,177587],[78308,245446],[88590,195246],[93736,203236],[99075,211513],[99470,281364],[110890,228084],[122948,245344],[125818,321810],[149794,280544]
   ]
cell #548 :
  |C| = 175
  W-rep = phi[[3, 1],[3]]+phi[[2, 1],[4]]
  special rep = phi[[3, 1],[3]] , dim = 105
  orbit = [6, 6, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [19509],[19878],[25965],[26779],[27671],[28150],[32612],[35760],[36016],[37023],[38581],[38756],[41079],[43491],[44383],[48318],[48472],[48647],[49519],[51764],[53953],[54845],[57770],[62447],[63365],[63890],[64675],[70387],[74638],[80626],[80699],[83184],[89510],[104450],[126648],
     [3916,73437],[5800,88309],[6387,93071],[6435,56507],[8768,108348],[9116,110225],[9164,69124],[9772,114984],[10004,73591],[10020,42677],[11021,122667],[13298,133024],[13346,86371],[13574,134364],[13806,88463],[13822,53139],[14745,92153],[14761,32981],[15063,56763],[15066,93596],[16118,147252],[16466,149129],[16514,98830],[18146,156225],[18786,158440],[19862,109307],[20180,69380],[20183,110750],[21235,168714],[21474,44862],[21477,115057],[21890,73766],[23273,176186],[23321,120729],[23549,177526],[23781,122821],[23797,78258],[25732,185826],[25949,128780],[28153,134437],[28566,88638],[29949,199498],[29997,140109],[30114,59328],[30289,59503],[31249,203175],[31889,205390],[32965,148211],[33283,99086],[33286,149654],[36019,156298],[39716,228023],[40356,230238],[41302,76883],[42444,235924],[42661,171942],[44865,177599],[45278,122996],[49132,254197],[52906,261924],[53123,195254],[56766,203248],[60463,280483],[67427,294389],[69383,228096],[78025,315848],[78242,245352],[97133,348809],[99089,280556],[114287,375523]
   ]
cell #549 :
  |C| = 189
  W-rep = phi[[3],[3, 1]]+phi[[2],[4, 1]]
  special rep = phi[[3],[3, 1]] , dim = 105
  orbit = [6, 6, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     21 tau_infinity subcells with 1 member(s)
     84 tau_infinity subcells with 2 member(s)
  subcells = [
     [14011],[19927],[20462],[26014],[28138],[28229],[36004],[36095],[38596],[38697],[48487],[48588],[51759],[51893],[62462],[63885],[64019],[67777],[80694],[82294],[102049],
     [2502,61081],[3971,74229],[4332,78784],[4344,46104],[5855,89101],[6358,56842],[6514,94093],[6526,57146],[7105,34300],[9087,69459],[9243,111247],[9255,69763],[9808,115166],[9869,73606],[9981,42726],[10209,23986],[11076,123459],[11093,46639],[13610,134546],[13671,88478],[13783,53188],[14729,92168],[14810,33030],[14859,93591],[14890,56751],[15345,33565],[16437,99165],[16593,150151],[16605,99469],[16947,153169],[18182,156407],[19846,109322],[19976,110745],[20007,69368],[21431,115052],[21462,44850],[21553,44941],[21621,73707],[21624,116652],[23585,177708],[23646,122836],[23758,78307],[24499,182983],[24511,125817],[25933,128795],[28107,134432],[28297,88579],[28300,136032],[30129,59343],[30230,59444],[30233,140953],[30474,93725],[31285,203357],[32949,148226],[33079,149649],[33110,99074],[33899,213288],[35973,156293],[38700,162415],[38941,110879],[39752,228205],[41297,76878],[41431,77012],[42645,171957],[42955,237451],[44819,177594],[45009,122937],[45012,179194],[48591,186475],[53107,195269],[53417,263451],[55160,97483],[56720,203243],[59447,209365],[59688,149783],[60499,280665],[69337,228091],[73710,236573],[78226,245367],[78536,317375],[88582,262573],[99043,280551],[101418,358063],[122940,316497]
   ]
cell #550 :
  |C| = 105
  W-rep = phi[[4],[2, 1]]+phi[[1],[5, 1]]
  special rep = phi[[4],[2, 1]] , dim = 70
  orbit = [8, 4, 1, 1]
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 70
     35 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [9244],[13611],[14001],[18183],[19883],[19917],[20458],[25970],[26004],[28011],[28152],[28225],[35877],[36018],[36091],[38583],[38592],[38754],[47213],[48474],[48483],[48645],[51722],[51762],[62449],[62458],[63848],[63888],[67744],[80657],[80697],[82261],[101652],[102016],[126108],
     [2504,33900],[3973,42956],[4333,24500],[5857,53418],[6444,31286],[6515,16594],[7095,34290],[9173,39753],[9809,23586],[10025,42682],[10199,23976],[11078,78537],[11089,46635],[13827,53144],[14766,32986],[14800,33020],[15065,56765],[15341,33561],[16523,60500],[16949,101419],[20182,69382],[21335,44723],[21476,44864],[21549,44937],[21888,73764],[23802,78263],[28564,88636],[30116,59330],[30125,59339],[30287,59501],[33285,99088],[41260,76841],[41300,76881],[45276,122994],[55127,97450]
   ]
cell #551 :
  |C| = 189
  W-rep = phi[[3],[3, 1]]+phi[[2],[4, 1]]
  special rep = phi[[3],[3, 1]] , dim = 105
  orbit = [6, 6, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     21 tau_infinity subcells with 1 member(s)
     84 tau_infinity subcells with 2 member(s)
  subcells = [
     [5861],[8964],[9267],[12287],[13509],[13614],[18081],[18186],[19741],[19756],[25828],[25843],[27980],[28025],[34783],[35846],[35891],[38555],[47182],[48446],[62421],
     [2508,7204],[3977,11082],[4347,11166],[4356,11266],[6235,16314],[6529,15418],[6538,16617],[7128,16737],[9258,20535],[9707,23484],[9812,23589],[9984,22262],[10232,22370],[11109,24099],[13786,28938],[14034,29046],[14624,32844],[14639,32859],[14938,31184],[15043,31289],[15361,31340],[16608,33638],[20055,39651],[20160,39756],[20478,39807],[21304,44692],[21349,44737],[21569,41661],[21671,42540],[21686,42555],[23761,45650],[24009,45758],[24514,46712],[28245,52123],[28347,53002],[28362,53017],[30088,59302],[30280,55530],[30503,56593],[30548,56638],[33158,60398],[33263,60503],[33581,60554],[34323,61898],[36111,64249],[38747,68147],[38970,69210],[39015,69255],[41460,72301],[41758,73565],[44957,77242],[45059,78121],[45074,78136],[46655,79995],[48638,82664],[51922,87173],[52220,88437],[55338,92127],[56858,93955],[59494,97853],[59717,98916],[59762,98961],[61097,100124],[64048,104167],[67955,109281],[69475,111109],[73757,117022],[74245,117573],[77041,121531],[77339,122795],[82472,128754],[88629,136402],[89117,136953],[93754,143071],[97661,148185],[99181,150013],[110908,164533],[116830,171916],[122987,179564],[123475,180115],[136210,195228],[149812,211483],[153185,215695],[179372,245326]
   ]
cell #552 :
  |C| = 154
  W-rep = phi[[4, 1, 1],[1]]+phi[[4, 1],[1, 1]]
  special rep = phi[[4, 1],[1, 1]] , dim = 84
  orbit = [8, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     14 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [46452],[59214],[61535],[61572],[75586],[76737],[76774],[79605],[95925],[97309],[118927],[119318],[145234],[174209],
     [2584,62148],[4402,126077],[4462,80376],[4669,81114],[4706,47663],[7294,101702],[7564,102495],[7610,62898],[8411,106278],[8448,65958],[11716,126950],[11776,81183],[12845,131069],[12891,84594],[13089,85259],[15761,145182],[15798,95664],[18902,158742],[18962,106347],[19218,107028],[19255,66708],[20878,166644],[20915,112818],[22820,174231],[22866,118952],[23064,119617],[26325,187659],[26362,129896],[27312,131876],[29496,197543],[29542,138332],[29740,138997],[32005,205692],[32065,145251],[32321,145932],[32358,96414],[34909,216879],[35398,105398],[36503,220192],[36549,157463],[38467,71831],[40472,230540],[40532,166713],[40788,167394],[40825,113568],[44024,175038],[46973,184448],[47364,251202],[47924,130157],[49248,254499],[49308,187728],[50467,90458],[51618,91609],[51655,91646],[54486,198350],[62200,216931],[62633,286795],[62873,157438],[63264,157829],[66219,113079],[67603,114463],[80340,322588],[80354,251180],[81166,187711],[84569,138307],[84960,138698],[101623,286268],[102473,220170],[106330,166696],[131047,197521]
   ]
cell #553 :
  |C| = 105
  W-rep = phi[[3, 2],[2]]
  special rep = phi[[3, 2],[2]] , dim = 105
  orbit = [6, 4, 4]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [4688],[7520],[8430],[11467],[11663],[12801],[13071],[15780],[17144],[18653],[18849],[19128],[20897],[22776],[23046],[25599],[26344],[26609],[26678],[27199],[29452],[29722],[31756],[31952],[32231],[35590],[35659],[36459],[36922],[40223],[40419],[40698],[42311],[43321],[43390],[43911],[47320],[48217],[48999],[49195],[49684],[52773],[53783],[53852],[54373],[56337],[56406],[57669],[62580],[63220],[63530],[64505],[64574],[67294],[68954],[69023],[70286],[73336],[74803],[77892],[80437],[81546],[83083],[84916],[86201],[86270],[88208],[89675],[93236],[97000],[98660],[98729],[102556],[104615],[106710],[108247],[110390],[114154],[119274],[120559],[120628],[122566],[127499],[131130],[133189],[138654],[139939],[140008],[145614],[147151],[149294],[157785],[159291],[167076],[168613],[174292],[176351],[188091],[197604],[199663],[206241],[220253],[231089],[251263],[255048]
   ]
cell #554 :
  |C| = 154
  W-rep = phi[[4, 1, 1],[1]]+phi[[4, 1],[1, 1]]
  special rep = phi[[4, 1],[1, 1]] , dim = 84
  orbit = [8, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     14 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [152398],[177060],[182149],[208628],[214354],[239848],[242253],[248462],[274759],[277318],[310016],[310554],[346037],[381582],
     [24555,250554],[34488,286281],[34507,216322],[46902,250669],[47503,323233],[47522,251422],[47653,185147],[62802,287016],[62908,217553],[65798,363679],[65817,291614],[65948,222263],[66634,161398],[81197,251850],[84498,327704],[84604,256535],[85249,191548],[95504,416139],[95523,346034],[95654,274723],[96340,208348],[106361,292042],[107038,224143],[112658,440987],[112677,372748],[112808,301437],[113494,233196],[118856,381628],[118962,310459],[119607,241646],[129736,463906],[129755,397759],[129886,326817],[131890,258504],[133898,200372],[138236,407628],[138342,337415],[138987,267646],[145265,346462],[145942,276603],[154218,491828],[154237,429340],[155068,290732],[157367,431791],[157473,362838],[161678,233476],[166727,373176],[167404,303317],[175052,312428],[183740,519059],[183839,395045],[184377,461771],[185183,326853],[187742,398187],[189750,265848],[192155,268253],[198364,339384],[216182,491625],[216325,429343],[217110,362395],[217648,362933],[222299,301473],[224858,304032],[250623,461725],[251425,397762],[256092,336972],[256630,337510],[286970,431745],[291617,372751],[327658,407582]
   ]
cell #555 :
  |C| = 105
  W-rep = phi[[3, 2],[2]]
  special rep = phi[[3, 2],[2]] , dim = 105
  orbit = [6, 4, 4]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [25383],[27748],[35002],[37488],[38179],[44460],[47051],[47422],[49888],[50071],[51249],[54922],[58235],[58926],[62237],[63734],[65346],[65546],[65717],[70852],[71543],[75007],[75190],[76368],[81917],[82117],[83649],[83933],[83974],[89879],[90062],[91240],[93440],[95052],[95252],[95423],[103322],[103363],[104819],[105002],[110594],[112206],[112406],[112577],[116275],[116475],[118291],[118332],[126748],[129284],[129484],[129655],[133393],[135655],[135855],[137671],[137712],[142226],[142267],[149498],[154137],[154980],[156802],[156843],[161076],[161276],[163688],[163729],[176555],[178817],[179017],[183826],[185083],[185124],[189662],[191484],[191525],[199867],[208026],[208226],[210638],[210679],[217097],[222199],[222240],[232874],[233074],[239760],[241582],[241623],[256079],[265760],[267582],[267623],[274659],[274700],[290644],[301373],[301414],[310003],[326753],[326794],[336959],[362382],[395032]
   ]
cell #556 :
  |C| = 553
  W-rep = phi[[3, 2, 1],[1]]+phi[[3, 1, 1],[2]]+phi[[3, 2],[1, 1]]+phi[[3, 1],[2, 1]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     91 tau_infinity subcells with 4 member(s)
  subcells = [
     [61526],[76728],[79561],[95916],[97265],[100449],[100705],[117898],[118703],[118826],[120884],[124620],[137278],[142638],[144106],[144615],[144994],[145052],[151689],[152733],[164100],[165568],[171076],[171455],[173025],[173537],[173560],[180440],[182713],[194388],[194767],[196337],[201995],[202231],[202254],[211050],[212518],[214976],[226843],[227079],[227102],[244486],[244865],[246435],[248676],[277532],[279303],[279539],[279562],
     [10459,174105],[15591,205014],[21998,235548],[22566,238397],[28674,261548],[30906,270294],[31687,204937],[39373,297008],[41986,305472],[42242,235471],[45386,315472],[47915,130148],[51609,91600],[52448,332428],[52704,261471],[55949,269704],[60120,351428],[62772,157337],[66210,113070],[66969,365293],[67559,114419],[68566,296418],[72749,234939],[77567,386352],[77823,315395],[80547,184347],[80984,187529],[84345,138083],[84468,138206],[85813,329379],[86526,140264],[87621,260939],[96675,417753],[98272,350838],[100774,214397],[101824,216749],[103734,157214],[105711,166077],[106090,166456],[106148,166514],[107660,293404],[113829,442601],[120171,383303],[120953,242296],[121979,314863],[125008,248468],[125077,182330],[127914,187092],[128293,187471],[130375,196849],[130398,196872],[132104,258244],[139551,409303],[145683,274802],[146564,347824],[147539,277324],[147608,208809],[152276,214597],[155281,219498],[155304,219521],[168026,374538],[174781,310560],[175266,312168],[176938,242496],[182126,248509],[198578,339124],[205791,346043],[208605,277365],[225072,304246],[239825,310601],
     [2694,18374,102369,220066],[4499,24967,126272,251076],[5238,14261,130943,197417],[7310,34550,153617,286314],[7601,35352,154504,287423],[8241,20708,158064,229862],[11398,46908,126195,250668],[11732,47565,184563,323266],[12023,26155,185450,253821],[12591,29242,188299,264397],[12882,50421,189186,328111],[17469,62808,154427,287015],[17538,62951,102666,217618],[17803,36249,217834,289281],[18584,40154,157987,229785],[18918,65860,221679,363712],[19209,38260,222566,294013],[22857,75540,239284,382035],[25205,81203,127072,251849],[25274,47834,251548,323568],[25530,48930,185373,253744],[26934,84504,189109,327703],[27003,84647,131240,256600],[27268,51318,256816,329969],[29533,90412,265284,408035],[32021,95566,274139,416172],[32312,59007,275026,348433],[35202,63151,217244,287346],[36540,105352,290168,432198],[37310,106367,158864,292041],[37379,66129,291740,364014],[37635,67225,222489,293936],[37704,107081,159706,224208],[40488,112720,300853,441020],[40779,71624,301740,375147],[43646,118862,239207,381627],[43715,119005,174402,310524],[43980,76437,310740,383893],[47630,81244,184841,251826],[49264,129798,326233,463939],[50271,84847,256226,328034],[50659,131896,189986,258503],[50728,85430,132308,191896],[54108,138242,265207,407627],[54177,138385,197714,337480],[54442,91309,337696,409893],[58057,145271,205814,346461],[58126,95835,346160,416474],[58382,96931,274949,348356],[58451,145985,206656,276668],[62649,154280,359369,491861],[64830,157373,290091,431790],[64899,157516,220363,362903],[65925,106408,221957,292018],[66512,107281,160085,224587],[70674,166733,230662,373175],[70743,112989,372874,441322],[70999,114085,301663,375070],[71068,167447,231504,303382],[75390,119205,310150,381958],[75778,175058,240084,312427],[75847,119788,175470,241994],[80926,184383,323107,461770],[81615,185226,188160,326896],[83471,187748,254621,398186],[83540,130067,397885,464241],[85226,131937,189963,258480],[86595,140333,192198,268296],[90262,138585,337106,407958],[90650,198370,266084,339383],[90719,139168,198782,267994],[95631,145312,274417,346438],[96218,146185,207035,277047],[101801,216331,286894,429349],[103045,217654,220742,362939],[105202,157716,362529,432121],[106779,167145,222342,301516],[108635,169001,224864,304038],[108704,161859,169070,233657],[112785,166774,301131,373152],[113372,167647,231883,303761],[119584,175099,240061,312404],[127049,251431,254598,397768],[129863,187789,326511,398163],[131619,198093,256636,337516],[133776,192398,200250,268496],[138964,198411,266061,339360],[155045,217695,290709,362980],[158841,230639,291623,372757],[161655,224905,233453,304079],[189727,256677,265825,337557]
   ]
cell #557 :
  |C| = 105
  W-rep = phi[[4, 2, 1],[]]+phi[[4],[2, 1]]
  special rep = phi[[4],[2, 1]] , dim = 70
  orbit = [8, 4, 1, 1]
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 70
     35 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [24404],[32760],[34148],[43880],[44608],[46378],[58029],[58264],[59140],[61023],[74171],[75060],[75198],[75216],[89043],[93493],[95060],[95425],[95491],[110647],[116283],[118293],[118751],[123401],[135663],[142228],[144540],[149551],[153111],[163690],[171001],[178825],[194313],[210640],[244411],
     [17116,102358],[17703,65064],[19657,41227],[24643,126774],[25177,83443],[25412,83678],[27168,54342],[27896,55070],[34409,153582],[34475,154205],[35010,105010],[35028,105028],[37282,70646],[37517,70881],[38393,71757],[46797,183727],[47059,126756],[47424,129657],[47490,129723],[49941,89932],[50079,90070],[50097,90088],[62239,154139],[62697,157262],[63787,104872],[65354,112214],[65719,112579],[65785,112645],[80472,184272],[81925,129292],[83935,137673],[84393,138131],[103324,156804],[105636,166002],[127839,187017]
   ]
cell #558 :
  |C| = 105
  W-rep = phi[[3, 2],[2]]
  special rep = phi[[3, 2],[2]] , dim = 105
  orbit = [6, 4, 4]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [11805],[13009],[13035],[17413],[18700],[18991],[19120],[22984],[23010],[24761],[25050],[25646],[26626],[26670],[26878],[29660],[29686],[31803],[32094],[32223],[34595],[35607],[35651],[36866],[37155],[40270],[40561],[40690],[42358],[43338],[43382],[43590],[48161],[49046],[49337],[49664],[52820],[53800],[53844],[54052],[56354],[56398],[57613],[57902],[63510],[64522],[64566],[64774],[67341],[68971],[69015],[70230],[70519],[73280],[74783],[77939],[80870],[81563],[83027],[83316],[86218],[86262],[88152],[89655],[93216],[97047],[98677],[98721],[102231],[102989],[104595],[106727],[108191],[110370],[114201],[120576],[120620],[122510],[126248],[127479],[131563],[133169],[139956],[140000],[145631],[147095],[149274],[154480],[159271],[167093],[168557],[174725],[176331],[188108],[189162],[198037],[199643],[206221],[220686],[231069],[239260],[255028],[265260],[290144],[323160]
   ]
cell #559 :
  |C| = 105
  W-rep = phi[[4, 2, 1],[]]+phi[[4],[2, 1]]
  special rep = phi[[4],[2, 1]] , dim = 70
  orbit = [8, 4, 1, 1]
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 70
     35 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [16879],[23371],[24397],[32196],[32753],[34104],[43618],[43873],[44564],[46048],[57090],[57832],[57883],[57950],[69707],[73499],[74831],[75115],[75136],[88371],[93264],[94998],[95404],[99413],[110418],[116221],[118272],[122729],[125761],[135601],[142207],[149322],[163669],[178763],[210619],
     [11907,49439],[13396,30047],[17441,64802],[17696,65057],[19093,40663],[19650,41220],[24789,80898],[25031,83297],[25098,83364],[26906,54080],[27161,54335],[27852,55026],[34576,102212],[34643,102279],[34927,104927],[34948,104948],[37085,70449],[37136,70500],[37203,70567],[46818,126137],[46976,126673],[46997,126694],[47403,129636],[48380,83246],[49712,89703],[49996,89987],[50017,90008],[62031,153561],[62218,154118],[63558,104643],[65292,112152],[65698,112558],[81863,129230],[83914,137652],[103303,156783]
   ]
cell #560 :
  |C| = 154
  W-rep = phi[[4, 1, 1],[1]]+phi[[4, 1],[1, 1]]
  special rep = phi[[4, 1],[1, 1]] , dim = 84
  orbit = [8, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     14 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [152439],[177101],[182154],[208633],[214343],[239853],[242242],[248449],[274748],[277305],[309925],[310541],[345952],[381512],
     [47658,127527],[62147,153669],[62897,154926],[65953,159319],[66675,108410],[80251,183671],[80377,183807],[81113,184615],[81184,185064],[84593,189608],[85254,133217],[95659,206269],[96381,147314],[101711,216256],[102496,217078],[106277,221731],[106348,222180],[107027,161022],[112813,231117],[113535,168776],[118951,239706],[119612,176379],[126959,251356],[129891,255076],[131070,256060],[131877,191465],[133939,200413],[138331,265706],[138992,199691],[145181,274191],[145252,274640],[145931,207972],[155073,290737],[157462,290590],[158751,291548],[161683,233481],[166643,300905],[166714,301354],[167393,232820],[174232,309984],[175039,241563],[185172,326842],[187658,326285],[187729,326734],[189755,265853],[192144,268242],[197544,336940],[198351,267563],[205701,345968],[216878,359421],[217019,362304],[217635,362920],[220193,362363],[222288,301462],[224845,304019],[230549,372682],[250774,394954],[251203,395013],[251340,397677],[254508,397693],[256001,336881],[256617,337497],[286408,429258],[286804,429274],[286900,431675],[291532,372666],[322597,461465],[322661,461655],[327588,407512],[358898,491618]
   ]
cell #561 :
  |C| = 154
  W-rep = phi[[4, 1, 1],[1]]+phi[[4, 1],[1, 1]]
  special rep = phi[[4, 1],[1, 1]] , dim = 84
  orbit = [8, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     14 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [182383],[208862],[214405],[242304],[248470],[274810],[277326],[283889],[310562],[313194],[346045],[346569],[381640],[416138],
     [46910,183828],[62010,216180],[62126,216312],[62810,217099],[62959,154988],[80356,250621],[81092,251412],[81205,185085],[84506,256081],[84655,189670],[85483,133446],[102475,286968],[102591,217543],[106256,291604],[106369,222201],[107089,161084],[118864,310005],[119013,239768],[119841,176608],[131049,327656],[131165,256525],[131898,191486],[138244,336961],[138393,265768],[139221,199920],[145160,346024],[145273,274661],[145993,208034],[157375,362384],[157524,290652],[159631,224133],[161912,233710],[166622,372738],[166735,301375],[167455,232882],[174211,381580],[174327,310449],[175060,241584],[184385,395034],[185234,326904],[187637,397749],[187750,326755],[192206,268304],[197523,407580],[197639,337405],[198372,267584],[206581,276593],[216333,429351],[216857,429330],[217656,362941],[220172,431743],[220288,362828],[222350,301524],[224866,304040],[231429,303307],[250681,461783],[251182,461723],[251433,397770],[251957,398294],[256638,337518],[259270,340150],[286270,491623],[286280,491827],[287028,431803],[291625,372759],[292149,373283],[322562,519058],[323232,463905],[327716,407640],[363678,440986]
   ]
cell #562 :
  |C| = 126
  W-rep = phi[[3, 3, 1],[]]+phi[[3],[3, 1]]
  special rep = phi[[3],[3, 1]] , dim = 105
  orbit = [6, 6, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     84 tau_infinity subcells with 1 member(s)
     21 tau_infinity subcells with 2 member(s)
  subcells = [
     [24389],[32745],[34041],[34121],[43097],[43540],[44581],[46275],[53559],[56556],[57317],[57641],[57849],[61183],[61756],[69173],[69934],[73308],[73516],[74331],[74653],[74764],[78678],[79882],[88180],[88388],[89203],[92303],[93086],[93197],[94819],[94977],[98879],[99640],[100987],[109457],[110240],[110351],[114999],[116042],[116200],[118085],[122538],[122746],[123561],[124185],[128930],[134379],[135422],[135580],[140857],[142020],[143671],[148361],[149144],[149255],[156240],[162319],[163482],[165133],[169561],[172092],[177541],[178584],[178742],[186379],[192873],[195404],[203190],[209269],[210432],[212083],[218848],[228038],[236477],[242971],[245502],[249913],[262477],[271308],[280498],[298022],[316401],[352442],
     [19642,41212],[26828,54002],[27869,55043],[35809,64724],[36894,70258],[37102,70466],[48189,83055],[48397,83263],[49534,89525],[49645,89636],[63380,104465],[63491,104576],[65113,111973],[65271,112131],[80641,126663],[81684,129051],[81842,129209],[83727,137465],[101953,154047],[103116,156596],[126399,184177]
   ]
cell #563 :
  |C| = 553
  W-rep = phi[[3, 2, 1],[1]]+phi[[3, 1, 1],[2]]+phi[[3, 2],[1, 1]]+phi[[3, 1],[2, 1]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     91 tau_infinity subcells with 4 member(s)
  subcells = [
     [61447],[61518],[76649],[76720],[78973],[79499],[94282],[95323],[95908],[97203],[99999],[100009],[111436],[116546],[117448],[117458],[118349],[118641],[118818],[135926],[136828],[136838],[142284],[142576],[142586],[144607],[145051],[150340],[163746],[164038],[164048],[171068],[173559],[179088],[179990],[180000],[183172],[194380],[202253],[210696],[210988],[210998],[215570],[215580],[227101],[244478],[248828],[277684],[279561],
     [31758,144561],[34160,283956],[42313,171022],[43328,173573],[43573,174106],[44620,313261],[46436,320007],[46475,248818],[47907,130140],[51530,91521],[51601,91592],[52775,194334],[56344,202267],[56408,202383],[57596,205015],[58276,346636],[59198,349232],[59237,277674],[61556,214668],[62764,157329],[65617,112477],[66202,113062],[67497,114357],[68961,227115],[69025,227231],[73263,235549],[73343,235675],[73353,171170],[75570,382148],[76758,242567],[77894,244432],[79509,248526],[80539,184339],[80983,187528],[82188,129555],[83991,137729],[84283,138021],[84460,138198],[86272,258632],[88135,261549],[88215,261675],[88225,194482],[95481,416135],[97213,277382],[98667,279575],[98731,279691],[101823,216748],[103380,156860],[103672,157152],[105703,166069],[106147,166513],[108254,294140],[108264,224302],[118651,310618],[120630,312556],[122493,315473],[122573,315599],[122583,244580],[127906,187084],[130397,196871],[132256,191844],[140010,339512],[147158,348560],[147168,276762],[155303,219520],[168620,375274],[168630,303476],[175418,241942],[198730,267942],[225224,304398],
     [2763,35174,102658,217610],[4690,47591,127071,251848],[5307,50243,131232,256592],[7522,62718,154426,287014],[7593,62876,102972,287424],[8432,65886,158863,292040],[8590,66484,159698,224200],[10528,75362,174394,310516],[11469,80493,126194,250667],[11670,80997,127039,323267],[12803,84414,189108,327702],[12874,84572,131546,328112],[13073,85187,189985,258502],[13112,50878,132246,191834],[14330,90234,197706,337472],[15782,95592,205813,346460],[15940,96190,206648,276660],[17151,101791,101837,286315],[17396,64757,102370,220067],[18443,105174,220355,362895],[18655,40225,105657,166023],[18856,106161,158831,363713],[19130,67296,106848,224154],[19201,107006,108174,294014],[19239,66692,107352,161347],[20899,112746,230661,373174],[21057,113344,231496,303374],[22778,118772,239206,381626],[22849,118930,174708,382036],[23048,119545,240083,312426],[23087,75997,175408,241932],[24744,80853,126273,251077],[25424,83690,252024,398361],[25601,49001,127860,187038],[26346,129824,254620,398185],[26616,53790,130411,196885],[26680,84918,130527,256546],[26861,54035,130944,197418],[27206,86208,131690,258516],[27216,85076,131954,191542],[27908,55082,259337,340217],[29454,138152,265206,407626],[29525,138310,198020,408036],[29724,138925,266083,339382],[29763,90869,198720,267932],[31959,145065,205781,416173],[32233,97002,145752,276614],[32304,145910,147078,348434],[32342,96398,146256,208297],[35382,105382,287536,432311],[35597,64512,155317,219534],[35661,63222,155433,217564],[36461,157283,290090,431789],[36532,157441,220669,432199],[36849,70213,158065,229863],[36929,106717,158191,292054],[36939,105805,106425,222257],[37529,70893,292216,373350],[38451,71815,294812,375946],[38490,71854,225214,304388],[40426,166527,230629,441021],[40700,114156,167214,303328],[40771,167372,168540,375148],[40809,113552,167718,233145],[43392,119276,173689,310470],[43918,120566,174852,312440],[43928,119434,175116,241640],[47322,184293,323106,461769],[47480,129713,323229,463902],[48144,83010,185451,253822],[48224,81553,185577,251862],[48234,81261,128008,185141],[49202,187542,254588,463940],[50451,90442,328224,408148],[51639,91630,192469,268567],[53854,138656,197001,337426],[54380,139946,198164,339396],[54390,138814,198428,267640],[57676,145621,205141,346474],[57686,144709,145329,274717],[62295,154195,359030,491824],[62587,216762,286884,491862],[64576,157787,219650,362849],[65775,112635,363675,440983],[67507,114367,224922,304096],[70293,167083,229989,373188],[70303,166171,166791,301431],[83090,188098,253948,398199],[83100,187186,187806,326811],[84293,138031,256694,337574],[103682,157162,217712,362997]
   ]
cell #564 :
  |C| = 105
  W-rep = phi[[3, 2],[2]]
  special rep = phi[[3, 2],[2]] , dim = 105
  orbit = [6, 4, 4]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [4715],[5364],[5377],[7526],[8283],[8457],[8527],[10585],[10598],[11473],[11654],[12065],[12650],[12678],[12807],[14387],[14400],[15633],[15807],[15877],[17135],[17862],[17890],[18659],[18840],[20750],[20924],[20994],[22040],[22625],[22653],[22782],[25605],[26197],[26371],[26600],[28716],[29301],[29329],[29458],[30965],[30993],[31762],[31943],[35581],[36308],[36336],[36465],[38302],[39432],[39460],[40229],[40410],[42317],[43312],[45428],[47326],[47893],[49005],[49186],[51377],[51405],[52779],[53774],[56328],[59049],[60179],[60207],[62571],[63226],[64496],[66188],[67300],[68945],[71666],[76496],[76524],[77898],[80428],[81537],[84922],[86192],[91368],[91396],[95894],[97006],[98651],[102547],[106701],[113048],[114160],[119280],[120550],[130126],[131121],[138660],[139930],[145605],[157791],[167067],[174283],[188082],[197595],[220244],[251254]
   ]
cell #565 :
  |C| = 105
  W-rep = phi[[4, 2, 1],[]]+phi[[4],[2, 1]]
  special rep = phi[[4],[2, 1]] , dim = 70
  orbit = [8, 4, 1, 1]
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 70
     35 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [16870],[23362],[24321],[24383],[31562],[31922],[32739],[34125],[40029],[42477],[43294],[43534],[44585],[46610],[52939],[56310],[57483],[57496],[57853],[60776],[68927],[73163],[74598],[74657],[74662],[78058],[88035],[93095],[94785],[94797],[98633],[110249],[118054],[122393],[149153],
     [13387,30038],[18819,40389],[19636,41206],[25765,49165],[26582,53756],[26822,53996],[27873,55047],[35563,64478],[35803,64718],[36736,70100],[36749,70113],[37106,70470],[48031,82897],[48044,82910],[48401,83267],[49479,89470],[49538,89529],[49543,89534],[62394,102200],[63325,104410],[63384,104469],[63389,104474],[65079,111939],[65091,111951],[80586,126608],[80645,126667],[81650,129017],[81662,129029],[83696,137434],[101919,154013],[101931,154025],[103085,156565],[126103,183714],[126368,184146],[153530,216209]
   ]
cell #566 :
  |C| = 154
  W-rep = phi[[4, 1, 1],[1]]+phi[[4, 1],[1, 1]]
  special rep = phi[[4, 1],[1, 1]] , dim = 84
  orbit = [8, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     14 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [34176],[44636],[46455],[59217],[61529],[75589],[76731],[79597],[95919],[97301],[118829],[119310],[145131],[174104],
     [4709,47738],[7313,101859],[7604,62978],[8451,66033],[8606,37870],[11314,183681],[11404,126302],[11735,81019],[11768,81270],[12885,84674],[13092,50632],[15801,95739],[15956,58617],[17060,153694],[17475,102399],[18921,106183],[18954,106434],[19212,66339],[20918,112893],[21073,71234],[22860,119032],[23067,75751],[25121,126848],[26365,129971],[26940,130973],[27304,85085],[27924,55098],[29536,138412],[29743,90623],[32024,145087],[32057,145338],[32315,96045],[35401,105401],[36543,157543],[37226,158640],[38470,71834],[40491,166549],[40524,166800],[40782,113199],[43652,174135],[44016,119443],[47918,130151],[49267,187564],[49300,187815],[50470,90461],[51612,91603],[54114,197447],[54478,138823],[57973,205590],[62652,216784],[62775,157340],[63256,157821],[64836,220096],[66213,113073],[67595,114455],[70590,230438],[80550,184350],[80932,251106],[81063,187608],[83387,254397],[84471,138209],[84952,138690],[101903,216828],[102302,286693],[102368,220065],[106227,166593],[126155,322581],[126271,251075],[130942,197416],[153529,286259]
   ]
cell #567 :
  |C| = 105
  W-rep = phi[[4, 2, 1],[]]+phi[[4],[2, 1]]
  special rep = phi[[4],[2, 1]] , dim = 70
  orbit = [8, 4, 1, 1]
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 70
     35 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [7194],[10757],[11246],[15694],[16138],[16852],[22535],[22739],[23344],[24184],[31425],[31597],[31657],[31904],[39892],[42459],[43138],[43159],[43291],[52921],[56307],[57406],[57507],[60639],[68924],[73174],[74675],[78040],[80080],[88046],[93108],[98630],[110262],[122404],[149166],
     [5536,14559],[8344,20811],[8788,21255],[12126,26258],[12560,29211],[12764,29415],[13369,30020],[17772,36218],[17976,36422],[18494,40064],[18554,40124],[18801,40371],[24855,47289],[25440,48840],[25500,48900],[25747,49147],[26426,53600],[26447,53621],[26579,53753],[34660,62490],[34720,62550],[35407,64322],[35428,64343],[35560,64475],[36659,70023],[36760,70124],[46830,80314],[47068,80743],[47089,80764],[47954,82820],[48055,82921],[49556,89547],[62043,101658],[62317,102123],[63402,104487]
   ]
cell #568 :
  |C| = 126
  W-rep = phi[[3, 3, 1],[]]+phi[[3],[3, 1]]
  special rep = phi[[3],[3, 1]] , dim = 105
  orbit = [6, 6, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     84 tau_infinity subcells with 1 member(s)
     21 tau_infinity subcells with 2 member(s)
  subcells = [
     [11251],[16143],[16826],[16863],[22459],[22744],[23355],[24314],[29135],[31084],[31555],[31725],[31915],[33950],[34272],[39551],[40022],[42280],[42470],[43006],[43215],[43231],[45847],[46603],[52742],[52932],[53468],[55625],[56231],[56247],[57427],[57486],[60298],[60769],[61665],[68242],[68848],[68864],[72264],[73094],[73153],[74588],[77861],[78051],[78587],[79030],[82759],[87136],[87966],[88025],[92044],[93021],[94339],[97948],[98554],[98570],[104130],[109198],[110175],[111493],[114934],[117117],[121494],[122324],[122383],[128671],[134314],[136497],[143034],[148102],[149079],[150397],[156175],[164496],[171833],[177476],[179659],[183229],[195145],[203125],[211446],[227973],[245243],[280433],
     [8793,21260],[12769,29420],[13380,30031],[17981,36427],[18622,40192],[18812,40382],[25568,48968],[25758,49158],[26503,53677],[26519,53693],[35484,64399],[35500,64415],[36680,70044],[36739,70103],[47145,80820],[47975,82841],[48034,82900],[49469,89460],[62338,102144],[63315,104400],[80576,126598]
   ]
cell #569 :
  |C| = 154
  W-rep = phi[[4, 1, 1],[1]]+phi[[4, 1],[1, 1]]
  special rep = phi[[4, 1],[1, 1]] , dim = 84
  orbit = [8, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     14 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [100922],[121101],[124978],[147509],[152114],[174092],[176776],[181998],[205528],[208477],[238374],[238997],[273315],[309084],
     [37852,67442],[47735,81516],[50629,86171],[58599,97148],[62159,101774],[62989,102883],[66030,106680],[66350,108085],[71216,114302],[75748,120529],[80252,126072],[80389,126220],[81125,127022],[81283,127371],[84685,131457],[85098,133061],[86743,140481],[90620,139909],[95736,145584],[96056,146989],[101712,153604],[102508,154452],[106289,158814],[106447,159163],[108605,168971],[112890,167046],[113210,168451],[119043,174619],[119456,176223],[126960,184550],[129968,188061],[130930,197404],[131082,189134],[133614,200088],[138423,197931],[138836,199535],[145193,205764],[145351,206113],[155836,220053],[157554,220580],[158578,230376],[158752,221666],[161527,233325],[166655,230612],[166813,230961],[174244,239232],[185964,254335],[187670,254571],[187828,254920],[188276,264374],[188899,264997],[197556,265232],[205702,274126],[216890,286867],[217811,289258],[218434,289881],[220205,290116],[220855,300029],[230550,300840],[250866,322974],[251215,323132],[252110,325409],[254509,326220],[255160,336040],[286492,359245],[286805,359356],[287625,361463],[322598,394591],[322727,394799],[358901,428949]
   ]
cell #570 :
  |C| = 553
  W-rep = phi[[3, 2, 1],[1]]+phi[[3, 1, 1],[2]]+phi[[3, 2],[1, 1]]+phi[[3, 1],[2, 1]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     91 tau_infinity subcells with 4 member(s)
  subcells = [
     [61029],[61448],[61517],[74177],[76650],[76719],[78974],[79498],[89049],[93499],[94283],[95324],[95907],[97202],[99998],[110653],[111437],[116547],[117447],[118350],[118640],[118817],[123407],[135927],[136827],[142285],[142575],[144606],[145050],[149557],[150341],[153117],[163747],[164037],[171067],[173558],[179089],[179989],[182389],[183173],[194379],[202252],[208868],[210697],[210987],[215569],[227100],[244477],[279560],
     [24417,248817],[31759,144573],[32773,277673],[34163,283955],[34169,214669],[42314,171034],[42370,116369],[43327,173585],[43562,174107],[44623,313260],[44629,242568],[46384,248527],[46437,320006],[47906,130139],[51531,91522],[51600,91591],[52776,194346],[52832,135749],[56343,202279],[56409,142327],[57585,205016],[58279,346635],[59146,277383],[59199,349231],[62763,157328],[65618,112478],[66201,113061],[67353,161170],[67496,114356],[68960,227127],[69026,163789],[73252,235550],[73342,171105],[75066,310619],[75571,382147],[77895,244444],[77951,178911],[80538,184338],[80982,187527],[82189,129556],[83992,137730],[84282,138020],[84459,138197],[85489,133452],[86273,191585],[88124,261550],[88214,194417],[95482,416134],[97059,208120],[98666,279587],[98732,210739],[101822,216747],[103381,156861],[103671,157151],[105702,166068],[106146,166512],[108253,224237],[114213,232968],[119847,176614],[120631,241683],[122482,315474],[122572,244515],[127905,187083],[130396,196870],[139227,199926],[140011,267683],[147157,276697],[155302,219519],[161918,233716],[168619,303411],
     [2766,35240,102657,217609],[4691,47675,127070,251847],[5310,50309,131231,256591],[5419,27446,132245,191833],[7523,62730,154425,287013],[7592,62968,102961,287425],[8433,65970,158862,292039],[8593,37673,159697,224199],[8599,37863,107353,161348],[10531,75428,174393,310515],[10640,44158,175407,241931],[11470,80505,126193,250666],[11669,81009,127028,323268],[12804,84426,189107,327701],[12873,84664,131535,328113],[13021,50553,131955,191543],[13074,50569,189984,258501],[14333,90300,197705,337471],[14442,54620,198719,267931],[15783,95676,205812,346459],[15943,58420,206647,276659],[15949,58610,146257,208298],[17150,101780,101849,286316],[17385,64746,102371,220068],[18446,105240,220354,362894],[18656,40226,105669,166035],[18712,65440,106426,222258],[18855,106173,158820,363714],[19131,66270,67297,224166],[19200,66329,108163,294015],[19670,41240,225213,304387],[20900,112830,230660,373173],[21060,71037,231495,303373],[21066,71227,167719,233146],[22779,118784,239205,381625],[22848,119022,174697,382037],[22996,75672,175117,241641],[23049,75688,240082,312425],[24733,80842,126274,251078],[25427,83693,252023,398360],[25602,49002,127872,187050],[25658,81262,82011,185142],[26347,129908,254619,398184],[26615,53789,130423,196897],[26681,84034,84919,256558],[26850,54024,130945,197419],[27205,85011,86207,258528],[27911,55085,259336,340216],[27917,55091,192470,268568],[29455,138164,265205,407625],[29524,138402,198009,408037],[29672,90544,198429,267641],[29725,90560,266082,339381],[31815,95146,145330,274718],[31958,145077,205770,416174],[32234,95976,97003,276626],[32303,96035,147067,348435],[35383,105383,287535,432310],[35596,64511,155329,219546],[35662,63223,103423,217576],[36462,157295,290089,431788],[36531,157533,220658,432200],[36838,70202,158066,229864],[36928,105740,106716,292066],[37532,70896,292215,373349],[38399,71763,224923,304097],[38452,71816,294811,375945],[40282,112300,166792,301432],[40425,166539,230618,441022],[40701,113130,114157,303340],[40770,113189,168529,375149],[43393,118392,119277,310482],[43917,119369,120565,312452],[47323,184305,323105,461768],[47481,129714,323228,463901],[48133,82999,185452,253823],[48223,81552,127943,251874],[49058,129378,187807,326812],[49201,187554,254577,463941],[49947,89938,256695,337575],[50452,90443,328223,408147],[53855,137772,138657,337438],[54379,138749,139945,339408],[57675,144644,145620,346486],[62296,154196,359029,491823],[62586,216774,286873,491863],[63793,104878,217713,362998],[64577,156903,157788,362861],[65776,112636,363674,440982],[70292,166106,167082,373200],[83089,187121,188097,398211]
   ]
cell #571 :
  |C| = 154
  W-rep = phi[[4, 1, 1],[1]]+phi[[4, 1],[1, 1]]
  special rep = phi[[4, 1],[1, 1]] , dim = 84
  orbit = [8, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     14 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [24418],[32774],[34164],[44624],[46444],[58280],[59206],[61524],[75578],[76726],[95489],[95914],[118824],[145041],
     [2767,35241],[4473,80506],[4698,47676],[5311,50310],[5420,27447],[7308,101848],[7575,62731],[7599,62967],[8440,65971],[8594,37674],[10532,75429],[10641,44159],[11377,126265],[11730,81008],[12856,84427],[12880,84663],[13081,50570],[14334,90301],[14443,54621],[15790,95677],[15944,58421],[16988,153523],[17448,102362],[18447,105241],[18916,106172],[19207,66328],[19671,41241],[20907,112831],[21061,71038],[22831,118785],[22855,119021],[23056,75689],[25428,83694],[26354,129909],[26913,130936],[27912,55086],[29507,138165],[29531,138401],[29732,90561],[32019,145076],[32310,96034],[35390,105390],[36514,157296],[36538,157532],[37533,70897],[38459,71823],[40486,166538],[40777,113188],[43625,174098],[47375,184306],[47488,129721],[47913,130146],[49262,187553],[50459,90450],[51607,91598],[54087,197410],[62303,154203],[62647,216773],[62770,157335],[64809,220059],[65783,112643],[66208,113068],[80545,184345],[80905,251069],[80973,187518],[84466,138204],[101685,286253],[101813,216738],[106137,166503],[126092,250594]
   ]
cell #572 :
  |C| = 105
  W-rep = phi[[3, 2],[2]]
  special rep = phi[[3, 2],[2]] , dim = 105
  orbit = [6, 4, 4]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [2770],[3225],[4636],[5314],[5362],[6782],[7367],[7506],[8281],[8378],[8522],[9511],[10535],[10583],[11453],[12063],[12648],[12673],[12787],[14337],[14385],[15631],[15728],[15872],[17860],[17885],[18450],[18600],[18639],[20748],[20845],[20989],[22038],[22623],[22648],[22762],[25546],[25585],[26195],[26292],[28714],[29299],[29324],[29438],[30963],[30988],[31703],[31742],[34876],[36306],[36331],[36445],[38300],[39430],[39455],[40170],[40209],[42258],[42297],[45426],[47306],[47891],[48946],[48985],[51375],[51400],[52720],[52759],[59047],[60177],[60202],[62187],[63167],[63206],[66186],[67241],[67280],[71664],[76494],[76519],[77839],[77878],[81153],[84863],[84902],[91366],[91391],[95892],[96947],[96986],[106317],[113046],[114101],[114140],[119221],[119260],[130124],[138601],[138640],[145221],[157732],[157771],[166683],[187698],[216918]
   ]
cell #573 :
  |C| = 126
  W-rep = phi[[3, 3, 1],[]]+phi[[3],[3, 1]]
  special rep = phi[[3],[3, 1]] , dim = 105
  orbit = [6, 6, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     84 tau_infinity subcells with 1 member(s)
     21 tau_infinity subcells with 2 member(s)
  subcells = [
     [24386],[32742],[34038],[34127],[43094],[43537],[44587],[46281],[53556],[56553],[57323],[57566],[57855],[61243],[61753],[69170],[69940],[73233],[73522],[74391],[74659],[74673],[78675],[79888],[88105],[88394],[89263],[92363],[93092],[93106],[94808],[94878],[98876],[99646],[101047],[109517],[110246],[110260],[115005],[116031],[116101],[118073],[122463],[122752],[123621],[124697],[128990],[134385],[135411],[135481],[140846],[142008],[144183],[148421],[149150],[149164],[156246],[162308],[163470],[165645],[169549],[172152],[177547],[178573],[178643],[182790],[186368],[192861],[195464],[203196],[209258],[210420],[212595],[218836],[228044],[236466],[242959],[245562],[262466],[271296],[280504],[298010],[316390],[352430],
     [19639,41209],[26825,53999],[27875,55049],[35806,64721],[36819,70183],[37108,70472],[48114,82980],[48403,83269],[49540,89531],[49554,89545],[63386,104471],[63400,104485],[65102,111962],[65172,112032],[80647,126669],[81673,129040],[81743,129110],[83715,137453],[101942,154036],[103104,156584],[126387,184165]
   ]
cell #574 :
  |C| = 553
  W-rep = phi[[3, 2, 1],[1]]+phi[[3, 1, 1],[2]]+phi[[3, 2],[1, 1]]+phi[[3, 1],[2, 1]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     91 tau_infinity subcells with 4 member(s)
  subcells = [
     [46406],[46414],[59168],[59176],[61324],[61490],[74472],[75088],[75096],[76692],[79304],[79341],[89344],[93529],[94613],[94650],[94873],[94973],[95366],[101128],[110683],[111767],[111804],[115981],[116196],[116589],[118072],[118255],[123702],[125410],[125447],[135361],[135576],[135969],[142190],[144432],[149587],[150671],[150708],[152353],[163652],[170893],[177015],[178523],[178738],[179131],[194205],[210602],[244303],
     [6566,144318],[10340,173446],[10348,118190],[15112,202140],[15120,142125],[15555,144433],[20229,226988],[20237,163587],[21796,170352],[21962,170894],[28472,193664],[28638,194206],[30649,141670],[30686,201569],[33332,279448],[33340,210537],[38058,223484],[38421,71785],[38429,71793],[39116,163132],[39153,226417],[45184,243762],[45350,244304],[49969,89960],[49977,89968],[51061,190928],[51098,257818],[51573,91564],[58805,275944],[59863,210082],[59900,278877],[63815,104900],[63823,104908],[65167,112027],[65267,112127],[65660,112520],[66589,160782],[71422,302658],[76180,241026],[76217,311742],[79650,125166],[81738,129105],[81838,129205],[82231,129598],[83714,137452],[83897,137635],[91052,267026],[91089,338698],[96295,207732],[97354,147697],[100782,152236],[100819,152390],[102007,154101],[103103,156583],[103286,156766],[105528,165894],[113449,232580],[120961,176898],[120998,177052],[125023,182141],[126386,184164],[127731,186909],[133853,200327],[145691,206336],[147554,208620],[152204,214352],[174796,239840],[176866,242251],[206304,274757],[239271,310014],
     [3009,9295,105414,165780],[4779,12303,127617,186795],[5119,14142,130284,196758],[5127,14150,83832,137570],[7391,17294,153804,216635],[7762,18255,155190,219407],[7770,18263,103221,156701],[8205,20672,105529,165895],[11413,24697,183776,250650],[11813,25355,184750,251735],[11821,25363,127190,184982],[11987,26119,127732,186910],[13043,27720,189872,258389],[13051,27728,131795,191383],[17072,34505,153635,216299],[17484,35082,217047,286997],[17546,35162,102766,154901],[17583,35316,154619,217436],[18999,37460,221866,291927],[19007,37468,158982,222098],[19173,38224,159524,224026],[23018,44432,239970,312313],[23026,44440,174957,241481],[25133,47520,184581,251399],[25220,47645,127255,185047],[26949,50151,256029,327685],[27011,50231,131340,189583],[27048,50385,189301,256418],[27357,50817,85519,133482],[29694,54894,265970,339269],[29702,54902,198269,267481],[32102,58207,274326,346347],[32110,58215,205932,274558],[32276,58971,206474,276486],[35130,62906,154618,217435],[37238,65815,221697,291591],[37325,65940,159047,222163],[37712,66472,107002,160997],[37749,66626,107395,161390],[40569,70824,301040,373061],[40577,70832,230780,301272],[40743,71588,231322,303200],[43661,75270,309953,381609],[43723,75350,174502,239681],[43760,75504,239399,310342],[44069,75936,119877,176644],[49345,83621,326420,398072],[49353,83629,254739,326652],[50199,84602,189300,256417],[50674,85241,131860,191448],[54123,90142,336909,407609],[54185,90222,197814,265681],[54222,90376,265399,337298],[54531,90808,139257,199956],[57985,95521,274157,346011],[58072,95646,205997,274623],[58459,96178,145906,207947],[58496,96332,146299,208340],[64845,105082,362332,431772],[64907,105162,220463,290565],[64944,105316,290283,362721],[66440,107036,159523,224025],[67648,108793,114508,169159],[70602,112675,300871,372725],[70689,112800,230845,301337],[71076,113332,167368,232795],[71113,113486,167761,233188],[75318,118960,239398,310341],[75793,119599,175022,241546],[80941,126828,394982,461752],[81623,127594,188168,255143],[83399,129753,326251,397736],[83486,129878,254804,326717],[86603,133736,140341,200210],[86640,133890,140378,200364],[90190,138340,265398,337297],[90665,138979,198334,267546],[96146,145940,206473,276485],[102314,154235,359387,429317],[103060,155060,220757,290724],[105130,157471,290282,362720],[106787,159386,167153,231184],[108650,161670,169016,233468],[113300,167402,231321,303199],[126259,183837,323171,395043],[127562,185181,255111,326851],[131634,189742,198108,265840],[133704,192153,200178,268251],[154491,217108,290155,362393],[159354,222297,231152,301471],[189173,256090,265271,336970]
   ]
cell #575 :
  |C| = 154
  W-rep = phi[[4, 1, 1],[1]]+phi[[4, 1],[1, 1]]
  special rep = phi[[4, 1],[1, 1]] , dim = 84
  orbit = [8, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     14 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [46473],[59235],[61544],[76746],[79609],[95934],[97313],[100765],[119322],[120944],[145238],[145674],[174298],[205699],
     [4466,80399],[7230,153515],[7301,101740],[7568,102518],[7619,63049],[11387,126162],[11723,126988],[11780,81293],[12849,131092],[12900,84745],[13110,50876],[17458,154394],[17529,102682],[18909,158780],[18966,106457],[19227,66410],[22824,174254],[22875,119103],[23085,75995],[26923,189076],[26994,131256],[27316,85108],[29500,197566],[29551,138483],[29761,90867],[32012,205730],[32069,145361],[32330,96116],[36507,220215],[36558,157614],[37695,106918],[38488,71852],[40479,230578],[40536,166823],[40797,113270],[43635,239174],[43706,174418],[44028,119466],[47368,251225],[47933,130166],[49255,254537],[49312,187838],[51627,91618],[54097,265174],[54168,197730],[54490,138846],[58442,145822],[62204,216935],[62640,286833],[63268,157833],[64819,290058],[64890,220379],[66228,113088],[67607,114467],[71059,167284],[80443,251269],[80915,323074],[81170,187715],[81606,188151],[84964,138702],[86586,140324],[101695,358917],[101709,286802],[102562,220259],[106334,166700],[106770,167136],[126084,322595],[126957,254506],[131136,197610],[158749,230547]
   ]
cell #576 :
  |C| = 175
  W-rep = phi[[3, 1],[3]]+phi[[2, 1],[4]]
  special rep = phi[[3, 1],[3]] , dim = 105
  orbit = [6, 6, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [8916],[12239],[13447],[18019],[19699],[19783],[24892],[25786],[25870],[28040],[34741],[35277],[35906],[37975],[46940],[47756],[50346],[50975],[58722],[62840],[66051],[71339],[75465],[76094],[84536],[90337],[90966],[95757],[105277],[112911],[118894],[129989],[138274],[157405],[184415],
     [3864,22214],[3872,42498],[5748,28890],[5756,52960],[6187,16266],[6195,55488],[6369,31122],[8924,68105],[9098,39589],[9645,23422],[9698,72059],[9754,41604],[9944,72875],[10969,45602],[10977,78079],[12247,82622],[13500,86931],[13556,52066],[13746,87747],[14582,32802],[14666,32886],[14929,92546],[14985,56024],[16274,97811],[16448,60336],[18072,103925],[18128,64192],[19433,107786],[20046,109700],[20102,68641],[21364,44752],[21713,42582],[22222,116980],[23475,121289],[23531,77185],[23721,122105],[25333,127323],[27537,132499],[27593,85888],[28389,53044],[28898,136360],[30563,56653],[31175,142829],[31231,93898],[32536,146690],[33149,148604],[33205,98347],[37438,159115],[39030,69270],[39642,164291],[39698,111052],[41003,168152],[42045,170485],[44249,175661],[44305,120246],[45101,78163],[45610,179522],[52507,193797],[54711,198973],[54767,139626],[58185,206065],[59777,98976],[60389,211241],[60445,149956],[67028,223617],[70802,230913],[77626,243895],[83599,254872],[96734,276077],[113888,302791]
   ]
cell #577 :
  |C| = 105
  W-rep = phi[[3, 2],[2]]
  special rep = phi[[3, 2],[2]] , dim = 105
  orbit = [6, 4, 4]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [11868],[13288],[13301],[17427],[18776],[19054],[19495],[23263],[23276],[24775],[25040],[25722],[26638],[26765],[26892],[29939],[29952],[31879],[32157],[32598],[34585],[35619],[35746],[36880],[37145],[40346],[40624],[41065],[42434],[43350],[43477],[43604],[48175],[49122],[49400],[49654],[52896],[53812],[53939],[54066],[56366],[56493],[57627],[57892],[63500],[64534],[64661],[64788],[67417],[68983],[69110],[70244],[70509],[73294],[74773],[78015],[80884],[81575],[83041],[83306],[86230],[86357],[88166],[89645],[93206],[97123],[98689],[98816],[102221],[103003],[104585],[106739],[108205],[110360],[114277],[120588],[120715],[122524],[126238],[127469],[131577],[133159],[139968],[140095],[145643],[147109],[149264],[154470],[159261],[167105],[168571],[174739],[176321],[188120],[189152],[198051],[199633],[206211],[220700],[231059],[239250],[255018],[265250],[290134],[323150]
   ]
cell #578 :
  |C| = 154
  W-rep = phi[[4, 1, 1],[1]]+phi[[4, 1],[1, 1]]
  special rep = phi[[4, 1],[1, 1]] , dim = 84
  orbit = [8, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     14 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [79709],[97413],[100792],[120971],[125011],[145701],[147542],[152200],[174784],[176862],[205794],[206300],[239267],[274123],
     [11401,126230],[16975,216183],[17068,153647],[17472,154462],[17556,102943],[24648,183750],[25129,184593],[25208,127381],[26937,189144],[27021,131517],[27416,86418],[35033,217021],[35126,154817],[37234,221709],[37313,159173],[37722,108145],[43649,239242],[43733,174679],[44128,120776],[50102,256003],[50195,189499],[50662,133071],[54111,265242],[54195,197991],[54590,140156],[57981,274169],[58060,206123],[58469,147049],[64833,290126],[64917,220640],[66436,160913],[67707,114567],[70598,300883],[70677,230971],[71086,168511],[75221,309927],[75314,239597],[75781,176233],[80929,323142],[81633,188178],[83395,326263],[83474,254930],[86613,140351],[90093,336883],[90186,265597],[90653,199545],[96142,207863],[101804,286897],[102310,359399],[103048,220745],[105033,362306],[105126,290481],[106797,167163],[108638,169004],[113296,232711],[126255,323167],[126779,394956],[127052,254601],[127558,255107],[131622,198096],[133700,200174],[153587,428954],[153601,359353],[154487,290151],[158844,230642],[159350,231148],[183680,394588],[184547,326217],[189169,265267],[221663,300837]
   ]
cell #579 :
  |C| = 154
  W-rep = phi[[4, 1, 1],[1]]+phi[[4, 1],[1, 1]]
  special rep = phi[[4, 1],[1, 1]] , dim = 84
  orbit = [8, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     14 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [125172],[147703],[152242],[176904],[182110],[206342],[208589],[214346],[239809],[242245],[274214],[274751],[310008],[345966],
     [24666,183829],[34390,286227],[34499,216311],[35051,217100],[35168,154994],[46891,250617],[47514,251411],[47614,185086],[50120,256082],[50237,189676],[50823,133488],[62791,286964],[62900,217542],[65809,291603],[65909,222202],[66478,161090],[75239,310006],[75356,239774],[75942,176650],[84487,327652],[84596,256524],[85210,191487],[90111,336962],[90228,265774],[90814,199962],[95515,346023],[95615,274662],[96184,208040],[105051,362385],[105168,290658],[107030,224132],[108799,169165],[112669,372737],[112769,301376],[113338,232888],[118845,381576],[118954,310448],[119568,241585],[126797,395035],[127600,255149],[129747,397748],[129847,326756],[133742,200216],[138225,407576],[138334,337404],[138948,267585],[145934,276592],[153692,359444],[154229,429329],[155029,290693],[157356,431739],[157465,362827],[159392,231190],[161639,233437],[167396,303306],[183831,395037],[184366,461719],[184638,326308],[185175,326845],[189711,265809],[192147,268245],[216242,491619],[216254,429272],[217102,362387],[221754,300928],[222291,301465],[250560,461463],[251354,397691],[256084,336964],[291546,372680]
   ]
cell #580 :
  |C| = 189
  W-rep = phi[[3],[3, 1]]+phi[[2],[4, 1]]
  special rep = phi[[3],[3, 1]] , dim = 105
  orbit = [6, 6, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     21 tau_infinity subcells with 1 member(s)
     84 tau_infinity subcells with 2 member(s)
  subcells = [
     [89261],[109515],[111681],[128988],[134383],[134655],[156244],[156516],[162063],[162285],[186123],[186345],[192577],[192842],[216622],[218552],[218817],[225328],[250907],[252847],[286529],
     [34035,151815],[43091,173151],[46223,181436],[46279,124695],[53553,196463],[56550,203466],[57265,204355],[57321,144181],[61241,101045],[61750,215102],[69167,228314],[69882,229203],[69938,165643],[72498,234513],[73150,236221],[73520,172150],[74389,123619],[78672,246561],[79218,125324],[79830,249071],[79886,182788],[87370,260513],[88022,262221],[88392,195462],[92100,269082],[92361,148419],[93031,271012],[93090,203194],[94527,150585],[98873,280774],[99588,281663],[99644,212593],[100508,283373],[104364,289133],[109254,295796],[110185,297726],[110244,228042],[114944,304831],[115003,177545],[115275,177817],[116008,236443],[116020,306771],[117957,308796],[121728,314437],[122380,316145],[122750,245560],[128727,325021],[134324,331787],[135388,262443],[135400,333727],[137337,335752],[140601,209013],[140823,209235],[140835,340949],[141989,271277],[143268,343553],[148158,350216],[149089,352146],[149148,280502],[152792,357211],[156185,361092],[162297,367663],[163451,297991],[164730,370267],[169265,242675],[169530,242940],[171889,378945],[177486,385711],[178550,316367],[178562,387651],[180499,389676],[186357,396519],[195201,404945],[200480,277788],[203135,413552],[209247,420123],[210401,352411],[211680,422727],[227983,438400],[236455,446617],[245299,455043],[262455,469929],[280443,485350],[316379,513091]
   ]
cell #581 :
  |C| = 553
  W-rep = phi[[3, 2, 1],[1]]+phi[[3, 1, 1],[2]]+phi[[3, 2],[1, 1]]+phi[[3, 1],[2, 1]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     91 tau_infinity subcells with 4 member(s)
  subcells = [
     [34133],[44593],[46287],[46412],[57329],[57861],[59174],[61294],[61322],[61483],[69946],[73528],[74442],[74470],[74752],[75094],[76685],[79894],[88400],[89314],[89342],[92985],[93185],[93527],[94971],[95359],[99652],[101098],[101126],[110139],[110339],[110681],[116194],[118153],[118167],[122758],[123672],[123700],[125136],[135574],[142102],[144336],[147667],[149043],[149243],[149585],[163564],[178736],[210514],
     [6608,94912],[10042,116135],[10297,173351],[10346,118179],[13844,135515],[14993,141609],[15118,142114],[15548,144414],[20110,163071],[20235,163576],[21766,115718],[21794,170341],[21955,170875],[23819,178677],[27601,190867],[27881,55055],[28442,135098],[28470,193653],[28631,194187],[33213,210021],[33338,210526],[37114,70478],[38028,160519],[38056,223473],[38427,71791],[44313,240965],[45154,178260],[45182,243751],[45343,244285],[48409,83275],[49633,89624],[49975,89966],[50787,132938],[51566,91557],[54775,266965],[58775,207469],[58803,275933],[61568,100897],[63479,104564],[63821,104906],[65265,112125],[65653,112513],[71392,232317],[71420,302647],[75906,176100],[76770,121076],[79620,125037],[79648,125164],[81836,129203],[82224,129591],[83795,137533],[83809,137547],[90778,199412],[97324,147568],[97352,147695],[100780,152234],[103184,156664],[103198,156678],[105432,165798],[108763,169129],[119333,174810],[120959,176896],[124999,182096],[126467,184245],[127635,186813],[145689,206334],[147530,208575],[153822,216653],[174772,239795],[205687,274113],
     [3051,9337,65206,112066],[4821,12345,81777,129144],[5076,14099,130189,196663],[5125,14148,83821,137559],[7643,17661,102705,154840],[7719,18212,155095,219312],[7768,18261,103210,156690],[8198,20665,105510,165876],[8563,19531,106941,160936],[11505,24924,183955,250981],[11791,25234,81360,127448],[11819,25361,127179,184971],[11980,26112,127713,186891],[12924,27126,131279,189522],[13049,27726,131784,191372],[15913,32634,145845,207886],[17089,34543,216361,286377],[17544,35160,102764,154899],[17576,35309,154600,217417],[18977,37339,106524,159240],[19005,37466,158971,222087],[19166,38217,159505,224007],[19251,37827,66704,108439],[21030,41101,167307,232734],[22899,43838,174441,239620],[23024,44438,174946,241470],[24673,46919,183881,250740],[25150,47558,184476,251309],[25196,47600,127167,184959],[27009,50229,131338,189581],[27041,50378,189282,256399],[27327,50688,85175,133138],[27355,50815,85517,133480],[29575,54300,197753,265620],[29700,54900,198258,267470],[32080,58086,145428,206190],[32108,58213,205921,274547],[32269,58964,206455,276467],[32354,58574,96410,147343],[35058,62819,154335,216985],[36582,65022,220402,290504],[37255,65853,221592,291501],[37301,65895,158959,222075],[37710,66470,107000,160995],[40547,70703,166890,231038],[40575,70830,230769,301261],[40736,71581,231303,303181],[40821,71191,113564,168805],[43721,75348,174500,239679],[43753,75497,239380,310323],[44039,75807,119533,176300],[44067,75934,119875,176642],[49323,83500,187905,254997],[49351,83627,254728,326641],[50127,84515,189017,255967],[50650,85196,131772,191360],[51651,86718,91642,140456],[54183,90220,197812,265679],[54215,90369,265380,337279],[54501,90679,138913,199612],[54529,90806,139255,199954],[58002,95559,274052,345921],[58048,95601,205909,274535],[58457,96176,145904,207945],[63279,103074,157844,220771],[64905,105160,220461,290563],[64937,105309,290264,362702],[67618,108664,114478,169030],[67646,108791,114506,169157],[70619,112713,300766,372635],[70665,112755,230757,301249],[71074,113330,167366,232793],[75246,118873,239115,309891],[75769,119554,174934,241458],[81621,127592,188166,255141],[83416,129791,326146,397646],[83462,129833,254716,326629],[84975,131648,138713,198122],[86601,133734,140339,200208],[90118,138253,265115,336847],[90641,138934,198246,267458],[102331,154273,359282,429227],[103036,155015,220733,290679],[105058,157384,289999,362270],[106785,159384,167151,231182],[108626,161625,168992,233423],[126804,184394,323015,394920],[126945,184537,254494,326207],[131610,189697,198084,265795],[153791,216422,286790,359343],[158737,221653,230535,300827]
   ]
cell #582 :
  |C| = 105
  W-rep = phi[[3, 2],[2]]
  special rep = phi[[3, 2],[2]] , dim = 105
  orbit = [6, 4, 4]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [5365],[8284],[8526],[10586],[12066],[12651],[12677],[12991],[14388],[15634],[15876],[17863],[17889],[18658],[18682],[20751],[20993],[22041],[22626],[22652],[22966],[25604],[25628],[26198],[26473],[26589],[28717],[29302],[29328],[29642],[30966],[30992],[31761],[31785],[35454],[35570],[36309],[36335],[36687],[38303],[39433],[39459],[40228],[40252],[42316],[43185],[43301],[45429],[47115],[47894],[47982],[49004],[49028],[51378],[51404],[52778],[53647],[53763],[56317],[57434],[59050],[60180],[60206],[62345],[63225],[64369],[64485],[66189],[67299],[68934],[70051],[71667],[76497],[76523],[77897],[80790],[81526],[82848],[84921],[86181],[91369],[91395],[95895],[97005],[98640],[102151],[102440],[106690],[113049],[114159],[119279],[120539],[126343],[130127],[131014],[138659],[139919],[145594],[157790],[167056],[174176],[188071],[197488],[220137],[251147]
   ]
cell #583 :
  |C| = 105
  W-rep = phi[[3, 2],[2]]
  special rep = phi[[3, 2],[2]] , dim = 105
  orbit = [6, 4, 4]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [13289],[18777],[19494],[23264],[25723],[26639],[26764],[27668],[29940],[31880],[32597],[35620],[35745],[36879],[37020],[40347],[41064],[42435],[43351],[43476],[44380],[48174],[48315],[49123],[49516],[49642],[52897],[53813],[53938],[54842],[56367],[56492],[57626],[57767],[63362],[63488],[64535],[64660],[65110],[67418],[68984],[69109],[70243],[70384],[73293],[74635],[74761],[78016],[80623],[81576],[81681],[83040],[83181],[86231],[86356],[88165],[89507],[89633],[93194],[94816],[97124],[98690],[98815],[101950],[103002],[104447],[104573],[106740],[108204],[110348],[111970],[114278],[120589],[120714],[122523],[126645],[127457],[129048],[131576],[133147],[139969],[140094],[145644],[147108],[149252],[154044],[154366],[159249],[167106],[168570],[174738],[176309],[183912],[188121],[189048],[198050],[199621],[206199],[220699],[231047],[239146],[255006],[265146],[290030],[323046]
   ]
cell #584 :
  |C| = 154
  W-rep = phi[[4, 1, 1],[1]]+phi[[4, 1],[1, 1]]
  special rep = phi[[4, 1],[1, 1]] , dim = 84
  orbit = [8, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     14 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [79713],[97417],[100796],[120975],[125012],[145705],[147543],[152199],[174785],[176861],[205795],[206299],[239266],[274122],
     [11402,126242],[17067,153659],[17473,154474],[17560,103019],[24636,183751],[25128,184605],[25209,127473],[26938,189156],[27025,131593],[27420,86422],[34402,216184],[35021,217022],[35125,154916],[37233,221721],[37314,159265],[37726,108221],[43650,239254],[43737,174755],[44132,120780],[50090,256004],[50194,189598],[50663,133163],[54112,265254],[54199,198067],[54594,140160],[57980,274181],[58061,206215],[58473,147125],[64834,290138],[64921,220716],[66435,161012],[67711,114571],[70597,300895],[70678,231063],[71090,168587],[75209,309928],[75313,239696],[75782,176325],[80930,323154],[81637,188182],[83394,326275],[83475,255022],[86617,140355],[90081,336884],[90185,265696],[90654,199637],[96141,207962],[101805,286898],[102309,359411],[103049,220746],[105021,362307],[105125,290580],[106801,167167],[108639,169005],[113295,232810],[126254,323166],[126767,394957],[127053,254602],[127557,255106],[131623,198097],[133699,200173],[153575,428955],[153600,359352],[154486,290150],[158845,230643],[159349,231147],[183679,394587],[184546,326216],[189168,265266],[221662,300836]
   ]
cell #585 :
  |C| = 126
  W-rep = phi[[3, 3, 1],[]]+phi[[3],[3, 1]]
  special rep = phi[[3],[3, 1]] , dim = 105
  orbit = [6, 6, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     84 tau_infinity subcells with 1 member(s)
     21 tau_infinity subcells with 2 member(s)
  subcells = [
     [34135],[44595],[46289],[46400],[57331],[57863],[59162],[61310],[69948],[73530],[74458],[74834],[75082],[79173],[79896],[88402],[89330],[93267],[93515],[94482],[94867],[94986],[99654],[101114],[110421],[110669],[111636],[115230],[116090],[116209],[118094],[118261],[122760],[123688],[125279],[134610],[135470],[135589],[140905],[142029],[142196],[144338],[149325],[149573],[150540],[151256],[156471],[162367],[163491],[163658],[169570],[170799],[172592],[177772],[178632],[178751],[186427],[192882],[194111],[195904],[200774],[203421],[209317],[210441],[210608],[218857],[225622],[228269],[236525],[242980],[244209],[246002],[253141],[262525],[271317],[278082],[280729],[285480],[298031],[307065],[316449],[334021],[352451],[387945],
     [27883,55057],[37116,70480],[38415,71779],[48411,83277],[49715,89706],[49963,89954],[63561,104646],[63809,104894],[65161,112021],[65280,112140],[81732,129099],[81851,129218],[83736,137474],[83903,137641],[102001,154095],[103125,156605],[103292,156772],[105434,165800],[126408,184186],[127637,186815],[153824,216655]
   ]
cell #586 :
  |C| = 105
  W-rep = phi[[3, 2],[2]]
  special rep = phi[[3, 2],[2]] , dim = 105
  orbit = [6, 4, 4]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [25347],[27686],[27712],[34994],[37038],[37452],[38171],[44398],[44424],[47043],[47421],[48333],[49701],[49880],[50063],[54860],[54886],[57785],[58199],[58918],[62236],[63547],[63726],[65338],[65716],[70402],[70816],[71535],[73452],[74820],[74999],[75182],[81909],[83199],[83613],[83932],[88324],[89692],[89871],[90054],[93253],[93432],[95044],[95422],[103321],[104632],[104811],[104994],[108363],[110407],[110586],[112198],[112576],[116267],[118290],[122682],[126740],[127516],[129276],[129654],[133206],[133385],[135647],[137670],[142225],[147267],[149311],[149490],[154136],[154972],[156801],[159308],[161068],[163687],[168729],[176368],[176547],[178809],[183825],[185082],[189654],[191483],[199680],[199859],[206258],[208018],[210637],[217096],[222198],[231106],[232866],[239752],[241581],[255065],[256078],[265752],[267581],[274658],[290636],[301372],[310002],[326752],[336958],[362381],[395031]
   ]
cell #587 :
  |C| = 105
  W-rep = phi[[3, 2],[2]]
  special rep = phi[[3, 2],[2]] , dim = 105
  orbit = [6, 4, 4]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [127453],[132993],[133143],[154362],[158409],[159245],[160836],[176155],[176305],[183908],[184465],[185795],[188453],[188722],[189044],[199467],[199617],[205359],[206195],[207786],[216350],[217988],[218257],[221024],[221581],[230207],[231043],[232634],[235893],[238551],[238820],[239142],[252279],[254166],[255002],[255332],[261893],[264551],[264820],[265142],[270448],[270717],[273484],[274041],[287797],[289435],[289704],[290026],[294358],[297162],[297431],[300198],[300755],[306203],[309256],[315817],[323042],[323722],[325578],[326135],[330123],[330392],[333159],[336212],[342217],[348778],[351582],[351851],[359271],[359928],[361635],[364168],[366024],[368931],[375492],[384047],[384316],[387083],[394621],[395423],[399406],[401113],[410047],[410316],[416628],[418484],[421391],[429406],[433253],[441476],[443332],[449504],[451211],[464395],[464986],[472816],[474523],[480203],[494152],[501665],[508148],[521151],[527528],[544977],[564987]
   ]
cell #588 :
  |C| = 553
  W-rep = phi[[3, 2, 1],[1]]+phi[[3, 1, 1],[2]]+phi[[3, 2],[1, 1]]+phi[[3, 1],[2, 1]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     91 tau_infinity subcells with 4 member(s)
  subcells = [
     [34134],[44594],[46288],[46411],[57330],[57862],[59173],[61295],[61321],[61474],[69947],[73529],[74443],[74469],[74753],[75093],[76676],[79895],[88401],[89315],[89341],[92986],[93186],[93526],[94970],[95350],[99653],[101099],[101125],[110140],[110340],[110680],[116193],[118144],[118166],[122759],[123673],[123699],[125137],[135573],[142101],[144335],[147668],[149044],[149244],[149584],[163563],[178735],[210513],
     [6609,94924],[10043,116147],[10345,118191],[13845,135527],[14994,141621],[15117,142126],[15539,144415],[20111,163083],[20234,163588],[21767,115719],[21793,170353],[21946,170876],[22496,173352],[23820,178689],[27602,190879],[27882,55056],[28443,135099],[28469,193665],[28622,194188],[33214,210033],[33337,210538],[37115,70479],[38029,160520],[38055,223485],[38426,71790],[44314,240977],[45155,178261],[45181,243763],[45334,244286],[48410,83276],[49634,89625],[49974,89965],[50788,132939],[51557,91548],[54776,266977],[58776,207470],[58802,275945],[61569,100898],[63480,104565],[63820,104905],[65264,112124],[65644,112504],[71393,232318],[71419,302659],[75907,176101],[76771,121077],[79621,125038],[79647,125163],[81835,129202],[82215,129582],[83786,137524],[83808,137546],[90779,199413],[97325,147569],[97351,147694],[100779,152233],[103175,156655],[103197,156677],[105431,165797],[108764,169130],[119334,174811],[120958,176895],[124988,182084],[126458,184236],[127634,186812],[145688,206333],[147519,208563],[153821,216652],[174761,239783],[205676,274101],
     [3052,9338,65218,112078],[4822,12346,81789,129156],[5124,14147,83833,137571],[7644,17662,102717,154852],[7767,18260,103222,156702],[8189,20656,105511,165877],[8564,19532,106953,160948],[11792,25235,81361,127449],[11818,25360,127191,184983],[11971,26103,127714,186892],[12521,29172,130190,196664],[12925,27127,131291,189534],[13048,27725,131796,191384],[15914,32635,145857,207898],[17543,35159,102763,154898],[17567,35300,154601,217418],[17733,36179,155096,219313],[18978,37340,106525,159241],[19004,37465,158983,222099],[19157,38208,159506,224008],[19252,37828,66705,108440],[21031,41102,167319,232746],[22900,43839,174453,239632],[23023,44437,174958,241482],[24816,47250,183956,250982],[25069,47462,184477,251310],[25185,47588,127166,184958],[27008,50228,131337,189580],[27032,50369,189283,256400],[27328,50689,85176,133139],[27354,50814,85516,133479],[29576,54301,197765,265632],[29699,54899,198270,267482],[32081,58087,145429,206191],[32107,58212,205933,274559],[32260,58955,206456,276468],[32355,58575,96411,147344],[34614,62277,216362,286378],[34967,62715,154334,216984],[36583,65023,220414,290516],[37174,65757,221593,291502],[37290,65883,158958,222074],[37709,66469,106999,160994],[40548,70704,166891,231039],[40574,70829,230781,301273],[40727,71572,231304,303182],[40822,71192,113565,168806],[43720,75347,174499,239678],[43744,75488,239381,310324],[44040,75808,119534,176301],[44066,75933,119874,176641],[47016,80490,183880,250739],[49324,83501,187906,254998],[49350,83626,254740,326653],[50036,84411,189016,255966],[50639,85184,131771,191359],[51652,86719,91643,140457],[54182,90219,197811,265678],[54206,90360,265381,337280],[54502,90680,138914,199613],[54528,90805,139254,199953],[57921,95463,274053,345922],[58037,95589,205908,274534],[58456,96175,145903,207944],[63280,103075,157845,220772],[64904,105159,220460,290562],[64928,105300,290265,362703],[67619,108665,114479,169031],[67645,108790,114505,169156],[70538,112617,300767,372636],[70654,112743,230756,301248],[71073,113329,167365,232792],[75155,118769,239114,309890],[75758,119542,174933,241457],[81620,127591,188165,255140],[83335,129695,326147,397647],[83451,129821,254715,326628],[84976,131649,138714,198123],[86600,133733,140338,200207],[90027,138149,265114,336846],[90630,138922,198245,267457],[102250,154177,359283,429228],[103025,155003,220722,290667],[104967,157280,289998,362269],[106784,159383,167150,231181],[108615,161613,168981,233411],[126713,184290,323014,394919],[126934,184525,254483,326195],[131599,189685,198073,265783],[153780,216410,286779,359331],[158726,221641,230524,300815]
   ]
cell #589 :
  |C| = 105
  W-rep = phi[[3, 2],[2]]
  special rep = phi[[3, 2],[2]] , dim = 105
  orbit = [6, 4, 4]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [3204],[3212],[5174],[5182],[5356],[6761],[6769],[7817],[7825],[8166],[8219],[8275],[9490],[9498],[10395],[10403],[10577],[11948],[12001],[12057],[12513],[12597],[14197],[14205],[14379],[15175],[15516],[15569],[15625],[17219],[17725],[17809],[18310],[18318],[18575],[20292],[20633],[20686],[20742],[21976],[22032],[22488],[22572],[24808],[25521],[26080],[26133],[26189],[27783],[28652],[28708],[29164],[29248],[30912],[31678],[33395],[34825],[35330],[36171],[36255],[38238],[38294],[39379],[40145],[42233],[44495],[45364],[45420],[47242],[47840],[48921],[50399],[51324],[52695],[54957],[58985],[59041],[60126],[62177],[63142],[66135],[67216],[71602],[71658],[75518],[76443],[77814],[81143],[84838],[90390],[91315],[95841],[96922],[105330],[106307],[112995],[114076],[119196],[130073],[138576],[145211],[157707],[166673],[187688],[216908]
   ]
cell #590 :
  |C| = 105
  W-rep = phi[[4, 2, 1],[]]+phi[[4],[2, 1]]
  special rep = phi[[4],[2, 1]] , dim = 70
  orbit = [8, 4, 1, 1]
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 70
     35 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [11256],[16148],[16856],[16875],[22959],[23348],[23367],[24188],[31429],[31908],[31989],[32192],[39896],[42463],[43358],[43568],[43614],[52925],[56374],[57591],[57882],[57885],[60643],[68991],[73258],[74766],[75116],[78044],[80084],[88130],[93199],[98697],[110353],[122488],[149257],
     [7703,36642],[8798,21265],[11700,49232],[11903,49435],[12984,29635],[13373,30024],[13392,30043],[17181,62617],[17391,64752],[17437,64798],[18805,40375],[18886,40456],[19089,40659],[24739,80848],[24785,80894],[25030,83296],[25033,83299],[25751,49151],[26646,53820],[26856,54030],[26902,54076],[34575,102211],[34578,102214],[34928,104928],[35627,64542],[36844,70208],[37135,70499],[37138,70502],[46817,126136],[46977,126674],[48139,83005],[49647,89638],[49997,89988],[62032,153562],[63493,104578]
   ]
cell #591 :
  |C| = 105
  W-rep = phi[[4, 2, 1],[]]+phi[[4],[2, 1]]
  special rep = phi[[4],[2, 1]] , dim = 70
  orbit = [8, 4, 1, 1]
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 70
     35 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [7193],[10756],[11240],[11244],[15693],[16132],[16136],[16731],[22364],[22534],[22733],[22737],[29040],[31073],[31609],[31655],[31724],[39540],[42279],[43146],[43149],[43243],[45752],[52741],[56259],[57395],[57497],[60287],[61892],[68876],[73164],[77860],[88036],[98582],[122394],
     [5535,14558],[8343,20810],[8782,21249],[8786,21253],[12125,26257],[12559,29210],[12758,29409],[12762,29413],[17771,36217],[17970,36416],[17974,36420],[18506,40076],[18552,40122],[18621,40191],[24854,47288],[25452,48852],[25498,48898],[25567,48967],[26434,53608],[26437,53611],[26531,53705],[34672,62502],[34718,62548],[35415,64330],[35418,64333],[35512,64427],[36648,70012],[36750,70114],[47076,80751],[47079,80754],[47943,82809],[48045,82911],[62051,101666],[62306,102112],[80282,126117]
   ]
cell #592 :
  |C| = 154
  W-rep = phi[[4, 1, 1],[1]]+phi[[4, 1],[1, 1]]
  special rep = phi[[4, 1],[1, 1]] , dim = 84
  orbit = [8, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     14 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [79728],[97432],[100742],[120921],[124930],[145031],[147461],[152104],[174044],[176766],[204903],[205518],[238364],[273244],
     [27435,51485],[35239,63188],[37672,67262],[44147,76604],[46934,80422],[47687,81468],[50308,84884],[50581,86123],[54609,91476],[58419,96968],[62149,101764],[62834,102541],[62979,102873],[65982,106632],[66340,108075],[67726,114586],[71036,114122],[75427,119242],[75700,120481],[80348,126164],[81115,127012],[84530,131115],[84675,131447],[86563,140301],[90299,138622],[90572,139861],[95688,145536],[96046,146979],[101617,153517],[102467,154396],[105239,157753],[106127,166493],[106279,158804],[108557,168923],[112842,166998],[113200,168441],[118888,174277],[119033,174609],[128330,187508],[129920,188013],[130882,197356],[131041,189078],[133604,200078],[138268,197589],[138413,197921],[145183,205754],[155788,220005],[157399,220238],[157544,220570],[157953,229751],[158568,230366],[166645,230602],[174203,239176],[184409,251248],[185339,253710],[185954,254325],[187660,254561],[188266,264364],[197515,265176],[216524,286692],[216880,286857],[217801,289248],[220164,290060],[220784,299958],[250856,322964],[251174,323076],[252039,325338],[286262,358919],[286421,359174],[322568,394576]
   ]
cell #593 :
  |C| = 189
  W-rep = phi[[3],[3, 1]]+phi[[2],[4, 1]]
  special rep = phi[[3],[3, 1]] , dim = 105
  orbit = [6, 6, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     21 tau_infinity subcells with 1 member(s)
     84 tau_infinity subcells with 2 member(s)
  subcells = [
     [39960],[52157],[53440],[64283],[68082],[68214],[82599],[82731],[86849],[87067],[103843],[104061],[108911],[109166],[126555],[128384],[128639],[134020],[153951],[155881],[184082],
     [11221,79002],[15473,94311],[16779,99778],[16819,61067],[20590,111465],[22100,117089],[22412,117227],[22452,74215],[24252,46541],[24478,183201],[28776,136469],[29088,136607],[29128,89087],[30447,141076],[30874,142747],[31077,93989],[31493,60707],[33693,150369],[33922,61637],[34225,215349],[34265,153155],[38914,162538],[39341,164209],[39544,111143],[41566,169717],[41695,77276],[42164,171546],[42210,116957],[42978,78559],[45488,179631],[45800,179769],[45840,123445],[46085,247318],[48805,186598],[52028,193029],[52626,194858],[52672,136337],[55419,200901],[55465,97788],[55597,97920],[56162,142965],[56165,202831],[57127,272329],[59661,209488],[60088,211159],[60291,150047],[64154,219004],[68036,225749],[68779,164427],[68782,227679],[69744,299043],[71977,121207],[72195,121425],[72198,234180],[73062,171801],[73924,236696],[77147,243127],[77745,244956],[77791,179499],[82553,253268],[87070,260180],[87934,195113],[88796,262696],[91757,147815],[92012,148070],[93860,271464],[97742,278209],[98485,211377],[98488,280139],[99450,353463],[104064,288800],[111014,298178],[114640,177182],[116911,307192],[121428,314104],[122292,245211],[123154,316620],[125798,393655],[136291,334148],[142968,343220],[149918,352598],[164430,369934],[179453,388072],[211380,422394]
   ]
cell #594 :
  |C| = 105
  W-rep = phi[[3, 2],[2]]
  special rep = phi[[3, 2],[2]] , dim = 105
  orbit = [6, 4, 4]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [13172],[18744],[19332],[23147],[25690],[26634],[26721],[27452],[29823],[31847],[32435],[35615],[35702],[36872],[36965],[40314],[40902],[42402],[43346],[43433],[44164],[48167],[48260],[49090],[49506],[49641],[52864],[53808],[53895],[54626],[56362],[56449],[57619],[57712],[63352],[63487],[64530],[64617],[65109],[67385],[68979],[69066],[70236],[70329],[73286],[74625],[74760],[77983],[80613],[81571],[81680],[83033],[83126],[86226],[86313],[88158],[89497],[89632],[93193],[94815],[97091],[98685],[98772],[101949],[102995],[104437],[104572],[106735],[108197],[110347],[111969],[114245],[120584],[120671],[122516],[126635],[127456],[129047],[131569],[133146],[139964],[140051],[145639],[147101],[149251],[154043],[154365],[159248],[167101],[168563],[174731],[176308],[183911],[188116],[189047],[198043],[199620],[206198],[220692],[231046],[239145],[255005],[265145],[290029],[323045]
   ]
cell #595 :
  |C| = 126
  W-rep = phi[[3, 3, 1],[]]+phi[[3],[3, 1]]
  special rep = phi[[3],[3, 1]] , dim = 105
  orbit = [6, 6, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     84 tau_infinity subcells with 1 member(s)
     21 tau_infinity subcells with 2 member(s)
  subcells = [
     [24364],[32720],[33855],[34085],[42911],[43515],[44545],[46029],[53373],[56531],[57071],[57637],[57813],[60847],[69148],[69688],[73304],[73480],[73995],[74645],[74763],[78492],[88176],[88352],[88867],[92232],[93078],[93196],[94818],[94978],[98854],[99394],[101374],[109386],[110232],[110350],[114991],[116041],[116201],[118086],[122534],[122710],[123225],[125742],[128859],[134371],[135421],[135581],[140856],[142021],[148290],[149136],[149254],[152935],[156232],[162318],[163483],[169562],[172021],[177533],[178583],[178743],[181122],[186378],[192874],[195333],[203182],[204041],[209268],[210433],[218849],[228030],[228889],[236476],[242972],[245431],[262476],[271309],[280490],[281349],[298023],[316400],[321795],[352443],
     [19617,41187],[26803,53977],[27833,55007],[35784,64699],[36890,70254],[37066,70430],[48185,83051],[48361,83227],[49526,89517],[49644,89635],[63372,104457],[63490,104575],[65112,111972],[65272,112132],[80633,126655],[81683,129050],[81843,129210],[83728,137466],[101952,154046],[103117,156597],[126400,184178]
   ]
cell #596 :
  |C| = 154
  W-rep = phi[[4, 1, 1],[1]]+phi[[4, 1],[1, 1]]
  special rep = phi[[4, 1],[1, 1]] , dim = 84
  orbit = [8, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     14 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [100926],[121105],[125045],[147576],[152198],[174818],[176860],[182089],[206298],[208568],[239173],[239788],[274106],[309845],
     [25242,81583],[34520,101786],[35124,102967],[37347,106747],[37856,67446],[46912,126231],[47535,127034],[47593,127462],[50193,131541],[50696,86238],[58094,145651],[58603,97152],[62106,153598],[62812,154463],[65830,158826],[65888,159254],[66434,108169],[70711,167113],[71220,114306],[75312,174703],[75815,120596],[80261,183677],[81072,184544],[83508,188128],[84508,189145],[85189,133152],[86747,140485],[90184,198015],[90687,139976],[95536,205776],[95594,206204],[96140,147073],[103082,220779],[105124,220664],[106236,221660],[108672,169038],[112690,230624],[112748,231052],[113294,168535],[118866,239243],[119547,176314],[127556,255105],[129768,254583],[129826,255011],[131656,198130],[133698,200172],[138246,265243],[138927,199626],[145140,274120],[154250,286879],[154393,290057],[155008,290672],[157377,290127],[159348,231146],[161618,233416],[166602,300834],[183939,323073],[184387,323143],[184530,326200],[187617,326214],[189075,265173],[189690,265788],[216415,359336],[216837,359350],[216939,362224],[221646,300820],[250598,394585],[250694,394874],[255921,336801],[286232,428952]
   ]
cell #597 :
  |C| = 105
  W-rep = phi[[3, 2],[2]]
  special rep = phi[[3, 2],[2]] , dim = 105
  orbit = [6, 4, 4]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [19499],[26769],[27682],[32602],[35750],[36884],[37034],[38153],[41069],[43481],[44394],[48179],[48329],[49697],[49862],[53943],[54856],[56497],[57631],[57781],[58900],[63543],[63708],[64665],[65141],[65277],[69114],[70248],[70398],[71517],[73298],[73448],[74816],[74981],[81712],[81848],[83045],[83195],[83733],[86361],[88170],[88320],[89688],[89853],[93249],[94847],[94983],[98820],[101981],[103007],[103122],[104628],[104793],[108209],[108359],[110403],[112001],[112137],[116206],[118091],[120719],[122528],[122678],[126405],[127512],[129079],[129215],[131581],[133202],[135586],[137471],[140099],[147113],[147263],[149307],[154075],[154911],[156602],[159304],[161007],[168575],[168725],[174743],[176364],[178748],[184183],[184513],[189593],[198055],[199676],[206254],[207957],[216398],[220704],[221629],[231102],[232805],[239691],[255061],[265691],[274089],[290575],[300803],[326183],[359319]
   ]
cell #598 :
  |C| = 553
  W-rep = phi[[3, 2, 1],[1]]+phi[[3, 1, 1],[2]]+phi[[3, 2],[1, 1]]+phi[[3, 1],[2, 1]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     91 tau_infinity subcells with 4 member(s)
  subcells = [
     [33861],[34101],[42917],[44561],[46045],[46368],[53379],[56537],[57087],[57829],[59130],[61013],[61419],[69154],[69704],[73496],[74161],[74748],[75050],[76621],[78498],[88368],[89033],[93181],[93483],[94963],[95295],[98860],[99410],[101380],[110335],[110637],[116186],[118134],[118165],[122726],[123391],[125208],[125758],[135566],[142100],[144334],[147739],[149239],[149541],[153101],[163562],[178728],[210512],
     [16887,152436],[22048,73373],[23379,177098],[24370,182071],[24410,182373],[27849,55023],[28724,88245],[30997,93293],[31766,94935],[32726,208550],[32766,208852],[34107,214308],[37082,70446],[38310,108284],[38383,71747],[39464,110447],[42321,116158],[42354,116303],[43334,118203],[43521,239070],[44567,242207],[45436,122603],[46356,248342],[48377,83243],[49629,89620],[49931,89922],[50859,86401],[51409,133246],[51502,91493],[52783,135538],[52816,135683],[56350,142138],[57574,144416],[57835,274013],[59057,147188],[59118,277198],[60211,149351],[63475,104560],[63777,104862],[65257,112117],[65589,112449],[67337,161104],[68967,163600],[71674,168650],[73241,170877],[74604,173353],[75038,309748],[75978,120759],[76528,176408],[77902,178700],[77935,178845],[81828,129195],[82160,129527],[83776,137514],[83807,137545],[88113,194189],[90850,140139],[91400,199720],[94859,345215],[97043,208054],[98673,210550],[103165,156645],[103196,156676],[105430,165796],[108835,169201],[114197,232902],[122471,244287],[126448,184226],[127633,186811],[153820,216651],
     [3251,19311,66672,108407],[5372,27236,85171,133134],[5412,27439,85473,133436],[6808,32414,96378,147311],[8291,36959,106520,159236],[8531,37557,67304,160959],[8537,37603,106992,160987],[9537,40881,113532,168773],[10593,43948,119529,176296],[10633,44151,119831,176598],[12073,48254,81356,127444],[12682,49741,84926,189545],[12688,49787,131330,189573],[12993,50484,131770,191358],[13005,50487,86214,191396],[13404,30055,133936,200410],[14395,54410,138909,199608],[14435,54613,139211,199910],[15641,57706,145424,206186],[15881,58304,97010,207909],[15887,58350,145896,207937],[17894,63230,63587,154863],[17900,63633,102756,154891],[18663,40233,65229,112089],[18684,65371,158957,222073],[18696,65374,106723,222111],[19102,66238,108152,224009],[19623,41193,161600,233398],[19663,41233,161902,233700],[20758,70323,166886,231034],[20998,70921,114164,232757],[21004,70967,167358,232785],[22657,74860,119284,239643],[22663,74906,174492,239671],[22968,75603,174932,241456],[22980,75606,120572,241494],[25609,49009,81800,129167],[25630,81942,127165,184957],[25642,81559,81945,184995],[26205,83120,187901,254993],[26475,83747,189015,255965],[26622,53796,83845,137583],[26652,84002,131524,256401],[26809,53983,188972,265070],[27855,55029,192109,268207],[29333,89732,138664,265643],[29339,89778,197804,265671],[29644,90475,198244,267456],[29656,90478,139952,267494],[31787,95077,205907,274533],[31799,95080,145627,274571],[32205,95944,147056,276469],[35456,103136,154333,216983],[35603,64518,103234,156714],[35633,102950,103391,217419],[35790,64705,218507,289954],[36340,104672,157795,290527],[36346,104718,220453,290555],[36696,105446,158714,291503],[36827,70191,105512,165878],[37088,70452,221553,300727],[38371,71735,224738,303912],[40254,112231,230755,301247],[40266,112234,167089,301285],[40672,113098,168518,303183],[43187,118105,239113,309889],[43364,118360,174686,310325],[47117,126419,183879,250738],[47991,126922,127649,251311],[48122,82988,127715,186893],[48383,83249,252808,326107],[49030,129309,254714,326627],[49042,129312,188104,326665],[49485,89476,130191,196665],[49919,89910,255824,336704],[53649,137485,265113,336845],[53826,137740,197998,337281],[57443,144350,205664,345923],[62354,153768,153836,286379],[63331,104416,155097,219314],[63765,104850,288289,362127],[64371,156616,289997,362268],[64548,156871,220647,362704],[65153,112013,290795,371929],[70060,165812,230512,372637],[80592,126614,183957,250983],[80792,184197,323013,394918],[81724,129091,323902,396940],[82857,186827,254471,397648],[101993,154087,359083,429180],[102160,216667,286767,429229]
   ]
cell #599 :
  |C| = 189
  W-rep = phi[[3],[3, 1]]+phi[[2],[4, 1]]
  special rep = phi[[3],[3, 1]] , dim = 105
  orbit = [6, 6, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     21 tau_infinity subcells with 1 member(s)
     84 tau_infinity subcells with 2 member(s)
  subcells = [
     [29110],[38936],[39975],[48827],[52029],[52172],[64155],[64298],[67830],[68024],[82347],[82541],[86821],[87059],[102102],[103815],[104053],[108903],[126527],[128376],[153943],
     [11222,46317],[15474,57359],[16801,34247],[16821,61347],[20591,69976],[22101,73946],[22434,45822],[22454,74495],[24254,79182],[24267,46556],[24479,79924],[28777,88818],[29130,89367],[30469,59683],[30875,93861],[31079,94004],[31495,94491],[31508,60722],[33694,99682],[34267,101151],[39342,111015],[39546,111158],[39962,111645],[41567,77148],[41697,115239],[41710,77291],[42152,116899],[42212,116705],[45489,123176],[45842,123725],[46543,125288],[52159,134619],[52614,136279],[52674,136085],[55213,97536],[55407,97730],[55467,141006],[56154,142957],[56175,142719],[60089,149919],[60293,150062],[60709,150549],[61069,151265],[64285,156480],[68084,162468],[68771,164419],[68792,164181],[71949,121179],[72187,121417],[72208,169689],[73073,171538],[74217,172601],[77278,177781],[77733,179441],[77793,179247],[82601,186528],[87080,193001],[87945,194850],[89089,195913],[91749,147807],[92023,200893],[93991,203430],[97790,209418],[98477,211369],[98498,211131],[104074,218976],[109177,225741],[111145,228278],[116959,236626],[121438,243099],[122303,244948],[123447,246011],[128650,253260],[136339,262626],[142978,271436],[148081,278201],[150049,280738],[153157,285489],[164440,298150],[171812,307184],[179501,316550],[195124,334140],[211390,352570],[245222,388064]
   ]
cell #600 :
  |C| = 105
  W-rep = phi[[3, 2],[2]]
  special rep = phi[[3, 2],[2]] , dim = 105
  orbit = [6, 4, 4]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [17610],[19337],[19361],[25076],[26726],[27075],[27469],[32440],[32464],[34621],[34944],[35707],[36877],[36982],[37181],[40907],[40931],[43438],[43787],[44181],[46993],[48172],[48277],[49690],[50013],[53900],[54249],[54643],[56454],[57624],[57729],[57928],[63536],[64622],[64971],[65288],[69071],[70241],[70346],[70545],[73291],[73396],[74809],[75132],[81859],[83038],[83143],[83342],[86318],[88163],[88268],[89681],[90004],[93242],[94994],[98777],[102257],[103000],[104621],[104944],[108202],[108307],[110396],[112148],[116217],[120676],[122521],[122626],[126690],[127505],[129226],[131574],[133195],[135597],[140056],[147106],[147211],[149300],[153665],[154922],[159297],[161018],[168568],[168673],[174736],[176357],[178759],[184611],[189604],[198048],[199669],[206247],[207968],[220697],[221727],[231095],[232816],[239702],[255054],[265702],[274187],[290586],[300901],[326281],[359417]
   ]
cell #601 :
  |C| = 105
  W-rep = phi[[3, 2],[2]]
  special rep = phi[[3, 2],[2]] , dim = 105
  orbit = [6, 4, 4]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [25346],[27687],[27711],[34993],[37039],[37451],[38170],[44399],[44423],[47042],[47409],[48334],[49702],[49879],[50062],[54861],[54885],[57786],[58198],[58917],[62224],[63548],[63725],[65337],[65704],[70403],[70815],[71534],[73453],[74821],[74998],[75181],[81908],[83200],[83612],[83920],[88325],[89693],[89870],[90053],[93254],[93431],[95043],[95410],[103309],[104633],[104810],[104993],[108364],[110408],[110585],[112197],[112564],[116266],[118278],[122683],[126739],[127517],[129275],[129642],[133207],[133384],[135646],[137658],[142213],[147268],[149312],[149489],[154124],[154971],[156789],[159309],[161067],[163675],[168730],[176369],[176546],[178808],[183813],[185070],[189653],[191471],[199681],[199858],[206259],[208017],[210625],[217084],[222186],[231107],[232865],[239751],[241569],[255066],[256066],[265751],[267569],[274646],[290635],[301360],[309990],[326740],[336946],[362369],[395019]
   ]
cell #602 :
  |C| = 553
  W-rep = phi[[3, 2, 1],[1]]+phi[[3, 1, 1],[2]]+phi[[3, 2],[1, 1]]+phi[[3, 1],[2, 1]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     91 tau_infinity subcells with 4 member(s)
  subcells = [
     [46053],[46373],[46397],[57095],[59135],[59159],[61018],[61436],[69712],[73504],[74166],[75055],[75079],[76638],[78962],[88376],[89038],[93488],[94271],[94864],[94968],[95312],[99418],[110642],[111425],[116191],[116535],[118070],[118246],[122734],[123396],[125766],[135571],[135915],[142181],[144430],[149546],[150329],[152444],[153106],[163643],[170891],[177106],[178733],[179077],[183161],[194203],[210593],[244301],
     [16888,214657],[23380,242556],[24392,248423],[24412,182378],[31005,93341],[32748,277279],[32768,208857],[34109,214313],[34122,283779],[38388,71752],[38412,71776],[39472,110495],[42359,116313],[43339,118213],[43543,309829],[44569,242212],[44582,313084],[49936,89927],[49960,89951],[51417,133294],[51519,91510],[52821,135693],[56355,142148],[56397,142306],[57612,144457],[57837,274018],[57850,345800],[57890,144320],[60219,149399],[63782,104867],[63806,104891],[65158,112018],[65262,112122],[65606,112466],[66680,108415],[67342,161114],[68972,163610],[69014,163768],[73279,170918],[74654,380888],[74771,173448],[76536,176456],[77940,178855],[81729,129096],[81833,129200],[82177,129544],[83712,137450],[83888,137626],[86261,191564],[88151,194230],[91408,199768],[93204,202142],[96386,147319],[97048,208064],[98678,210560],[98720,210718],[101998,154092],[103101,156581],[103277,156757],[105526,165892],[110358,226990],[113540,168781],[114202,232912],[120619,241662],[122509,244328],[126384,184162],[127729,186907],[133944,200418],[139999,267662],[149262,279450],
     [3252,19312,107341,161336],[4732,48255,127246,185038],[5394,27237,131851,191439],[5414,27441,85478,133441],[6809,32415,146245,208286],[7632,63575,154616,217433],[8474,36960,159038,222154],[8539,37605,106997,160992],[8552,37545,159521,224023],[9538,40882,167707,233134],[10615,43949,175013,241537],[10635,44153,119836,176603],[11681,81696,184579,251397],[11804,81934,127467,251737],[12690,49789,131335,189578],[12913,49729,189298,256415],[13010,50497,86219,191406],[13034,50476,133157,258391],[13405,30056,192458,268556],[14417,54411,198325,267537],[14437,54615,139216,199915],[15824,57707,205988,274614],[15889,58352,145901,207942],[15902,58292,206471,276483],[17162,101965,153633,216297],[17412,103128,154468,286999],[17902,63635,102761,154896],[18701,65384,106728,222121],[18867,65125,221695,291589],[18990,65363,159259,291929],[19119,66249,108190,224050],[19645,41215,224819,303993],[19665,41235,161907,233705],[20941,70324,230836,301328],[21006,70969,167363,232790],[21019,70909,231319,303197],[22665,74908,174497,239676],[22888,74848,239396,310339],[22985,75616,120577,241504],[23009,75595,176319,312315],[24760,126236,126411,250652],[25038,83304,127619,186797],[25647,81564,81955,185005],[26388,83121,254795,326708],[26627,53801,83855,137593],[26669,84013,131562,256442],[26831,54005,255905,336785],[26877,83739,189150,327687],[27857,55031,192114,268212],[27870,55044,259160,340040],[29341,89780,197809,265676],[29564,89720,265396,337295],[29661,90488,139957,267504],[29685,90467,199631,339271],[31804,95090,145632,274581],[31970,94831,274155,346009],[32093,95069,206209,346349],[32222,95955,147094,276510],[34583,102219,153806,216637],[35608,64523,103244,156724],[35650,102988,103402,217460],[35812,64727,288370,362208],[36348,104720,220458,290560],[36571,104660,290280,362718],[36865,70229,105553,165919],[37090,70454,221558,300732],[37103,70467,291380,372514],[37143,70507,105416,165782],[40271,112244,167094,301295],[40437,111985,300869,372723],[40560,112223,231057,373063],[40689,113109,168556,303224],[43381,118371,174724,310366],[43589,118097,239248,381611],[48160,83026,127756,186934],[48385,83251,252813,326112],[48398,83264,324487,397525],[49047,129322,188109,326675],[49213,129063,326249,397734],[49336,129301,255016,398074],[49535,89526,326964,406888],[49652,89643,130286,196760],[53843,137751,198036,337322],[54051,137477,265248,407611],[62598,154059,359385,429315],[63381,104466,360114,431051],[63498,104583,155192,219409],[64565,156882,220685,362745],[64773,156608,290132,431774],[80642,126664,394729,461651],[80869,184189,323148,461754]
   ]
cell #603 :
  |C| = 105
  W-rep = phi[[4],[2, 1]]+phi[[1],[5, 1]]
  special rep = phi[[4],[2, 1]] , dim = 70
  orbit = [8, 4, 1, 1]
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 70
     35 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [29108],[38934],[39981],[48825],[51964],[52178],[53489],[64090],[64304],[67836],[67941],[68263],[82353],[82458],[82780],[86810],[86862],[86966],[102108],[103804],[103856],[103960],[108868],[108890],[126516],[126568],[128341],[128363],[133980],[153908],[153930],[155841],[183704],[184042],[216201],
     [11214,46315],[15466,57357],[16799,34245],[20583,69974],[21883,73944],[22432,45820],[24273,46562],[24471,79922],[28559,88816],[30467,59681],[30545,93796],[31514,60728],[33686,99680],[33971,61686],[39012,110950],[41502,77083],[41716,77297],[41744,116816],[43027,78608],[45271,123174],[52206,136196],[55219,97542],[55324,97647],[55646,97969],[55673,142864],[59759,149854],[68290,164326],[71938,121168],[71990,121220],[72094,121324],[77325,179358],[91714,147772],[91736,147794],[97996,211276],[114600,177142]
   ]
cell #604 :
  |C| = 189
  W-rep = phi[[3],[3, 1]]+phi[[2],[4, 1]]
  special rep = phi[[3],[3, 1]] , dim = 105
  orbit = [6, 6, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     21 tau_infinity subcells with 1 member(s)
     84 tau_infinity subcells with 2 member(s)
  subcells = [
     [14064],[19945],[20546],[26032],[28141],[28257],[36007],[36123],[38603],[38698],[48494],[48589],[51760],[51892],[62469],[63886],[64018],[67776],[80695],[82293],[102048],
     [4370,24204],[6552,31445],[7158,16907],[7172,33869],[9281,39912],[9987,42744],[10262,24039],[10276,42925],[11177,24434],[11189,45909],[11280,80100],[13789,53206],[14078,53387],[14828,33048],[14893,56754],[15052,56870],[15429,33649],[15441,56951],[16631,60659],[16921,101388],[20010,69371],[20169,69487],[20558,69568],[21465,44853],[21581,44969],[21593,72394],[21622,73708],[21674,73613],[23764,78325],[24053,78506],[24446,125622],[28269,87266],[28298,88580],[28350,88485],[30136,59350],[30231,59445],[30283,92175],[30473,93724],[30493,93592],[33113,99077],[33272,99193],[33661,99274],[33881,151334],[36135,104260],[38750,109329],[38940,110878],[38960,110746],[41298,76879],[41430,77011],[41450,115053],[41746,116651],[42937,172670],[44981,121624],[45010,122938],[45062,122843],[48641,128802],[51912,134433],[52208,136031],[53399,195982],[55159,97482],[55326,140952],[56882,143164],[59497,148233],[59687,149782],[59707,149650],[64038,156294],[67943,162414],[69499,164626],[73760,171964],[77031,177595],[77327,179193],[78518,246080],[82460,186474],[88632,195276],[93744,203244],[97649,209364],[99205,211576],[101400,285558],[110898,228092],[116818,236572],[122990,245374],[136198,262572],[149802,280552],[179360,316496]
   ]
cell #605 :
  |C| = 189
  W-rep = phi[[3],[3, 1]]+phi[[2],[4, 1]]
  special rep = phi[[3],[3, 1]] , dim = 105
  orbit = [6, 6, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     21 tau_infinity subcells with 1 member(s)
     84 tau_infinity subcells with 2 member(s)
  subcells = [
     [29089],[38915],[39940],[48806],[52083],[52137],[64209],[64263],[67823],[68098],[82340],[82615],[86832],[87143],[102095],[103826],[104137],[108915],[126538],[128388],[153955],
     [11225,46086],[15477,57128],[16780,34226],[16830,61047],[20594,69745],[22265,73925],[22413,45801],[22463,74195],[24232,46521],[24257,78778],[24482,125799],[28941,88797],[29139,89067],[30448,59662],[31139,93915],[31298,93969],[31473,60687],[31498,94087],[33697,99451],[34276,153135],[39606,111069],[39765,111123],[39965,111241],[41621,77202],[41675,77256],[41700,115160],[42491,116973],[42543,116698],[45653,123155],[45851,123425],[46546,182977],[52162,134540],[52953,136353],[53005,136078],[55206,97529],[55481,97804],[55533,140999],[56563,143041],[56583,142730],[60353,149973],[60512,150027],[60712,150145],[61072,213282],[64288,156401],[68150,162461],[69180,164503],[69200,164192],[71960,121190],[72271,121501],[72291,169700],[73553,171550],[74220,237445],[77281,177702],[78072,179515],[78124,179240],[82667,186521],[87163,193012],[88425,194862],[89092,263445],[91761,147819],[92115,200905],[93994,203351],[97856,209411],[98886,211453],[98906,211142],[104157,218987],[109269,225753],[111148,228199],[117025,236619],[121521,243110],[122783,244960],[123450,317369],[128742,253272],[136405,262619],[143061,271447],[148173,278213],[150052,280659],[153160,358057],[164523,298161],[171904,307196],[179567,316543],[195216,334152],[211473,352581],[245314,388076]
   ]
cell #606 :
  |C| = 175
  W-rep = phi[[3, 1],[3]]+phi[[2, 1],[4]]
  special rep = phi[[3, 1],[3]] , dim = 105
  orbit = [6, 6, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [38810],[48701],[51773],[63899],[67757],[67896],[80708],[82274],[82413],[86885],[102029],[102827],[103879],[107577],[126213],[127277],[131401],[132453],[146481],[154445],[159069],[167943],[174563],[175615],[189127],[197875],[198927],[206019],[220524],[230867],[239225],[254826],[265225],[290109],[323125],
     [22105,73820],[22119,116632],[28781,88692],[28795,136012],[30343,59557],[30357,140933],[31098,93605],[38824,162395],[39565,110759],[41311,76892],[41405,169375],[41580,115066],[42027,170439],[45493,123050],[45507,179174],[48715,186455],[51867,192687],[52042,134446],[52489,193751],[55140,97463],[55279,97602],[55825,201395],[56000,141731],[59571,209345],[60312,149663],[63993,218662],[64168,156307],[67010,223571],[68442,226243],[68617,163193],[72013,121243],[72666,116771],[73834,236553],[76986,242785],[77161,177608],[77608,243849],[81422,251676],[85689,257644],[85864,190989],[87538,136151],[88706,262553],[92500,142783],[93699,271122],[93874,203257],[96716,276031],[98148,278703],[98323,210143],[106586,291868],[109654,164245],[110853,297836],[111028,228105],[113870,302745],[115780,305600],[120047,311568],[120222,241087],[121896,179313],[123064,316477],[135160,332556],[139427,338524],[139602,267087],[145490,346288],[148558,211195],[149757,352256],[149932,280565],[160581,365421],[166952,373002],[178322,386480],[187967,398013],[207531,417881],[232379,442729]
   ]
cell #607 :
  |C| = 105
  W-rep = phi[[3, 2],[2]]
  special rep = phi[[3, 2],[2]] , dim = 105
  orbit = [6, 4, 4]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [19316],[19330],[26705],[26719],[27460],[32419],[32433],[35686],[35700],[36704],[36798],[36973],[40886],[40900],[43417],[43431],[44172],[47999],[48093],[48268],[49462],[49601],[53879],[53893],[54634],[56447],[57451],[57545],[57720],[62362],[63308],[63447],[64601],[64615],[65189],[69064],[70068],[70162],[70337],[73212],[73387],[74581],[74720],[80569],[81760],[82865],[82959],[83134],[86311],[88084],[88259],[89453],[89592],[93153],[94895],[98770],[102168],[102921],[104393],[104532],[108123],[108298],[110307],[112049],[116118],[120669],[122442],[122617],[126591],[127416],[129127],[131495],[133106],[135498],[140049],[147027],[147202],[149211],[153653],[154823],[159208],[160919],[168489],[168664],[174657],[176268],[178660],[184599],[189505],[197969],[199580],[206158],[207869],[220618],[221715],[231006],[232717],[239603],[254965],[265603],[274175],[290487],[300889],[326269],[359405]
   ]
cell #608 :
  |C| = 98
  W-rep = phi[[4, 1],[1, 1]]+phi[[],[5, 2]]
  special rep = phi[[4, 1],[1, 1]] , dim = 84
  orbit = [8, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     70 tau_infinity subcells with 1 member(s)
     14 tau_infinity subcells with 2 member(s)
  subcells = [
     [38135],[47801],[51020],[58882],[62170],[63072],[66096],[66821],[71499],[76139],[80253],[80401],[81136],[81375],[84768],[85642],[89421],[91011],[95802],[96527],[101713],[102520],[106300],[106539],[111726],[112956],[113681],[119126],[120000],[126961],[130034],[131094],[134700],[137130],[138506],[139380],[145204],[145443],[156561],[157637],[158753],[162673],[165397],[166666],[166905],[174256],[186733],[187681],[187920],[192634],[193251],[197568],[205703],[216901],[218609],[219226],[220217],[225383],[230551],[250964],[251227],[252902],[254510],[259767],[286584],[286806],[288387],[322599],[322803],[358905],
     [61401,101205],[74549,123779],[79263,125369],[94572,150630],[100301,152585],[115320,177862],[117750,180292],[124449,182542],[141211,209623],[143935,212347],[169322,242732],[169939,243349],[200535,277843],[233767,313691]
   ]
cell #609 :
  |C| = 154
  W-rep = phi[[4, 1, 1],[1]]+phi[[4, 1],[1, 1]]
  special rep = phi[[4, 1],[1, 1]] , dim = 84
  orbit = [8, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     14 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [34186],[44646],[46427],[59189],[61486],[75109],[76688],[79543],[95362],[97247],[118156],[118685],[144406],[173342],
     [8616,38145],[11834,82090],[13064,50957],[15966,58892],[17092,153857],[17579,103492],[19020,65519],[19169,66727],[21083,71509],[23039,76076],[24558,250566],[24679,183985],[25153,127670],[25256,128017],[27044,84103],[27250,85537],[27934,55108],[29715,90948],[32123,95225],[32272,96433],[34491,216427],[35064,155125],[37258,105467],[37361,105814],[38442,71806],[40590,112379],[40739,113587],[43756,118461],[43962,119895],[47506,185242],[49366,129457],[49990,89981],[50133,130219],[51569,91560],[54218,137841],[54424,139275],[58005,144371],[58108,144718],[63836,104921],[64940,156972],[65656,112516],[65801,157856],[67541,114401],[70622,165833],[70725,166180],[75252,173381],[82227,129594],[83419,186848],[83522,187195],[83798,137536],[84327,138065],[90124,196693],[95507,204806],[102334,216688],[103187,156667],[103716,157196],[105064,219342],[105502,165868],[112661,229654],[126470,184248],[126810,251011],[127705,186883],[129739,253613],[130180,196654],[153892,216723],[154221,286595],[155086,219303],[183743,322575],[183946,250972],[216200,286251]
   ]
cell #610 :
  |C| = 189
  W-rep = phi[[3],[3, 1]]+phi[[2],[4, 1]]
  special rep = phi[[3],[3, 1]] , dim = 105
  orbit = [6, 6, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     21 tau_infinity subcells with 1 member(s)
     84 tau_infinity subcells with 2 member(s)
  subcells = [
     [137160],[162703],[165402],[186763],[193042],[193256],[219017],[219231],[225388],[225706],[252907],[253225],[259802],[260140],[286589],[288422],[288760],[295375],[322838],[324600],[359122],
     [61353,213860],[74501,238023],[79251,247671],[79376,181698],[89373,264023],[94010,271691],[94560,272682],[94685,204617],[100331,152615],[101157,284797],[111164,298405],[111714,299396],[111839,229465],[115308,305156],[116711,306831],[117138,236861],[117780,180322],[123731,317947],[124454,182547],[125357,320709],[125482,249333],[134688,332112],[136091,333787],[136518,262861],[141012,341009],[141241,209653],[142708,342842],[142760,271477],[143940,212352],[150068,352825],[150618,353816],[150743,281925],[151848,355616],[156549,361417],[162474,367723],[164170,369556],[164222,298191],[169678,376762],[169730,243140],[169944,243354],[171503,307149],[171525,378524],[173184,380500],[177850,386036],[179253,387711],[179680,316785],[186534,396579],[192990,402762],[194815,334105],[194837,404524],[196496,406500],[200540,277848],[200858,278166],[200880,411582],[202791,343180],[203499,413877],[209424,420183],[211120,422016],[211172,352611],[215135,427063],[218965,430661],[225728,436430],[227639,369894],[228347,438725],[233802,313726],[234140,314064],[236632,446677],[243088,452860],[244913,388029],[244935,454622],[246594,456598],[253247,462909],[262632,469989],[268661,349795],[271425,477611],[278188,483380],[280099,422354],[280807,485675],[298139,499073],[307171,506071],[316556,513151],[334127,525451],[352559,537977],[388051,559809]
   ]
cell #611 :
  |C| = 105
  W-rep = phi[[3, 2],[2]]
  special rep = phi[[3, 2],[2]] , dim = 105
  orbit = [6, 4, 4]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [27666],[27680],[37018],[37032],[38161],[44378],[44392],[48313],[48327],[49514],[49615],[49870],[54840],[54854],[57765],[57779],[58908],[63360],[63461],[63716],[65086],[65241],[70382],[70396],[71525],[73446],[74633],[74734],[74989],[80621],[81657],[81812],[83179],[83193],[83816],[88318],[89505],[89606],[89861],[93167],[93422],[94792],[94947],[101926],[103205],[104445],[104546],[104801],[108357],[110321],[110576],[111946],[112101],[116170],[118174],[122676],[126643],[127430],[129024],[129179],[133120],[133375],[135550],[137554],[142109],[147261],[149225],[149480],[154020],[154875],[156685],[159222],[160971],[163571],[168723],[176282],[176537],[178712],[183801],[184966],[189557],[191367],[199594],[199849],[206172],[207921],[210521],[217072],[222082],[231020],[232769],[239655],[241465],[254979],[256054],[265655],[267465],[274542],[290539],[301256],[309978],[326636],[336934],[362357],[395007]
   ]
cell #612 :
  |C| = 105
  W-rep = phi[[3, 2],[2]]
  special rep = phi[[3, 2],[2]] , dim = 105
  orbit = [6, 4, 4]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [47861],[51260],[51345],[62754],[65557],[66156],[67159],[76379],[76464],[80529],[80981],[82128],[83985],[84210],[84450],[91251],[91336],[95263],[95862],[96865],[101821],[103374],[103599],[105693],[106145],[112417],[113016],[114019],[116486],[118343],[118568],[118808],[127896],[129495],[130094],[130395],[135866],[137723],[137948],[138188],[142278],[142503],[144597],[145049],[155301],[156854],[157079],[157319],[161287],[163740],[163965],[166059],[166511],[171058],[173557],[179028],[184329],[185135],[187074],[187526],[191536],[191761],[194370],[196869],[202251],[208237],[210690],[210915],[216746],[217600],[219518],[222251],[224190],[227099],[233085],[241634],[241859],[244468],[250665],[251846],[256582],[258500],[267634],[267859],[274711],[276650],[279559],[287012],[292038],[301425],[303364],[310506],[312424],[326805],[327700],[337462],[339380],[346458],[362885],[373172],[381624],[398183],[407624],[431787],[461767]
   ]
cell #613 :
  |C| = 189
  W-rep = phi[[3],[3, 1]]+phi[[2],[4, 1]]
  special rep = phi[[3],[3, 1]] , dim = 105
  orbit = [6, 6, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     21 tau_infinity subcells with 1 member(s)
     84 tau_infinity subcells with 2 member(s)
  subcells = [
     [196254],[226060],[229157],[253579],[260236],[260467],[288856],[289087],[295419],[295705],[324644],[324930],[331458],[331748],[359166],[360763],[361053],[367373],[394758],[396229],[429089],
     [100490,283327],[117939,308750],[124496,319149],[124671,247973],[137319,335706],[143250,343507],[143982,344529],[144157,272984],[151606,214893],[152774,357165],[164712,370221],[165444,371243],[165619,299698],[169986,377049],[171597,378568],[172126,307503],[172942,246352],[180481,389630],[181390,249025],[182589,392448],[182764,321011],[193298,403049],[194909,404568],[195438,334459],[200952,411626],[201212,278520],[202852,413223],[202887,343276],[204309,281617],[211662,422681],[212394,423703],[212569,354118],[213902,425462],[219273,430948],[225800,436474],[227700,438071],[227735,369990],[234201,444856],[234236,314160],[234467,314391],[236130,378854],[236169,446327],[238065,448111],[243396,453147],[245007,454666],[245536,388383],[253319,462953],[260201,468168],[262130,404854],[262169,469639],[264065,471423],[268705,349839],[268991,350125],[269030,476039],[270973,413513],[271733,477898],[278260,483424],[280160,485021],[280195,422450],[284839,489679],[288821,492830],[295744,497501],[297687,438361],[298447,499360],[304502,385382],[304792,385672],[307243,506115],[314125,511330],[316054,454952],[316093,512801],[317989,514585],[324969,520032],[334199,525495],[340659,419833],[343241,531734],[350164,536405],[352107,485311],[352867,538264],[369955,548888],[378893,554390],[388123,559853],[404893,569262],[422415,578594],[454991,594381]
   ]
cell #614 :
  |C| = 553
  W-rep = phi[[3, 2, 1],[1]]+phi[[3, 1, 1],[2]]+phi[[3, 2],[1, 1]]+phi[[3, 1],[2, 1]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     91 tau_infinity subcells with 4 member(s)
  subcells = [
     [46056],[46352],[46366],[57098],[59114],[59128],[61011],[61427],[69715],[73507],[74159],[75034],[75048],[76629],[78953],[88379],[89031],[93481],[94262],[94855],[94961],[95303],[99421],[110635],[111416],[116184],[116526],[118069],[118237],[122737],[123389],[125769],[135564],[135906],[142172],[144429],[149539],[150320],[152447],[153099],[163634],[170890],[177109],[178726],[179068],[183152],[194202],[210584],[244300],
     [16891,214648],[23383,242547],[24371,248414],[24421,182371],[31008,93407],[32727,277270],[32777,208850],[34087,283778],[34112,214306],[38367,71731],[38381,71745],[39475,110561],[42352,116396],[43269,118224],[43522,309820],[44547,313083],[44572,242205],[49915,89906],[49929,89920],[51420,133360],[51510,91501],[52814,135776],[56285,142159],[56388,142398],[57410,144321],[57531,144469],[57815,345799],[57840,274011],[60222,149465],[63761,104846],[63775,104860],[65149,112009],[65255,112115],[65597,112457],[66683,108418],[67335,161197],[68902,163621],[69005,163860],[73198,170930],[74647,380887],[74679,173449],[76539,176522],[77933,178938],[81720,129087],[81826,129193],[82168,129535],[83711,137449],[83879,137617],[86252,191656],[88070,194242],[91411,199834],[93112,202143],[96389,147322],[97041,208147],[98608,210571],[98711,210810],[101989,154083],[103100,156580],[103268,156748],[105525,165891],[110266,226991],[113543,168784],[114195,232995],[120610,241754],[122428,244340],[126383,184161],[127728,186906],[133947,200421],[139990,267754],[149170,279451],
     [3255,19476,107332,161327],[5373,27501,131842,191430],[5423,27660,85471,133434],[6812,32579,146236,208277],[8292,37014,159029,222145],[8517,37884,159520,224022],[8542,37936,106990,160985],[9541,41046,167698,233125],[10594,44213,175004,241528],[10644,44372,119829,176596],[12074,48309,127237,185029],[12668,49803,189297,256414],[12693,49855,131328,189571],[12989,50885,133065,258392],[13003,50905,86149,191417],[13408,30059,192449,268547],[14396,54675,198316,267528],[14446,54834,139209,199908],[15642,57761,205979,274605],[15867,58631,206470,276482],[15892,58683,145894,207935],[17880,63649,154615,217432],[17905,63701,102754,154889],[18532,65136,221694,291588],[18680,65447,159167,291930],[18694,65467,106658,222132],[19110,66729,108109,224062],[19624,41194,224810,303984],[19674,41244,161900,233698],[20759,70378,230827,301319],[20984,71248,231318,303196],[21009,71300,167356,232783],[22643,74922,239395,310338],[22668,74974,174490,239669],[22964,76004,176227,312316],[22978,76024,120507,241515],[25478,81707,184578,251396],[25626,82018,127375,251738],[25640,81494,82038,185016],[26206,83175,254786,326699],[26471,83751,189138,327688],[26557,53731,83866,137604],[26660,84105,131481,256454],[26810,53984,255896,336776],[27835,55009,259159,340039],[27860,55034,192107,268205],[29319,89794,265395,337294],[29344,89846,197802,265669],[29640,90876,199539,339272],[29654,90896,139887,267515],[31635,94842,274154,346008],[31783,95153,206117,346350],[31797,95173,145562,274592],[32213,96435,147013,276522],[34698,101976,153632,216296],[35452,103140,154456,287000],[35538,64453,103255,156735],[35641,102907,103494,217472],[35791,64706,288361,362199],[36326,104734,290279,362717],[36351,104786,220451,290553],[36663,70027,105417,165783],[36784,70148,105565,165931],[37068,70432,291379,372513],[37093,70457,221551,300725],[40102,111996,300868,372722],[40250,112307,230965,373064],[40264,112327,167024,301306],[40680,113589,168475,303236],[43183,118109,239236,381612],[43372,118463,174643,310378],[47113,126224,126423,250653],[47958,82824,127620,186798],[48079,82945,127768,186946],[48363,83229,324486,397524],[48388,83254,252806,326105],[48878,129074,326248,397733],[49026,129385,254924,398075],[49040,129405,188039,326686],[49528,89519,326963,406887],[49560,89551,130287,196761],[53645,137489,265236,407612],[53834,137843,197955,337334],[62321,102127,153807,216638],[62528,154070,359384,429314],[63374,104459,360113,431050],[63406,104491,155193,219410],[64367,156620,290120,431775],[64556,156974,220604,362757],[80635,126657,394728,461650],[80788,184201,323136,461755]
   ]
cell #615 :
  |C| = 105
  W-rep = phi[[3, 2],[2]]
  special rep = phi[[3, 2],[2]] , dim = 105
  orbit = [6, 4, 4]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [5442],[8305],[8638],[10663],[12087],[12606],[12705],[13154],[14465],[15655],[15988],[17818],[17917],[18604],[18726],[20772],[21105],[22062],[22581],[22680],[23129],[25550],[25672],[26219],[26481],[26515],[28738],[29257],[29356],[29805],[30921],[31020],[31707],[31829],[35462],[35496],[36264],[36363],[36676],[38324],[39388],[39487],[40174],[40296],[42262],[43193],[43227],[45450],[47123],[47849],[47971],[48950],[49072],[51333],[51432],[52724],[53655],[53689],[56243],[57423],[59071],[60135],[60234],[62334],[63171],[64377],[64411],[66144],[67245],[68860],[70040],[71688],[76452],[76551],[77843],[80798],[81452],[82837],[84867],[86107],[91324],[91423],[95850],[96951],[98566],[102140],[102429],[106616],[113004],[114105],[119225],[120465],[126332],[130082],[131003],[138605],[139845],[145520],[157736],[166982],[174165],[187997],[197477],[220126],[251136]
   ]
cell #616 :
  |C| = 105
  W-rep = phi[[4],[2, 1]]+phi[[1],[5, 1]]
  special rep = phi[[4],[2, 1]] , dim = 70
  orbit = [8, 4, 1, 1]
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 70
     35 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [20576],[28287],[29102],[36153],[38753],[38928],[39977],[48644],[48819],[51806],[51902],[52174],[63932],[64028],[64300],[67786],[67832],[67930],[80741],[82303],[82349],[82447],[86774],[86799],[102058],[102104],[103768],[103793],[108861],[126480],[126505],[128334],[153547],[153901],[183697],
     [7175,34060],[10279,43116],[11207,24464],[14081,53578],[15055,56900],[15459,33679],[16793,34239],[16924,61775],[20172,69517],[21611,44999],[21677,73763],[22426,45814],[24056,78697],[24269,46558],[28353,88635],[30286,59500],[30461,59675],[30483,93734],[31510,60724],[33275,99223],[38950,110888],[41344,76925],[41440,77021],[41712,77293],[41733,116805],[45065,122993],[52195,136185],[55169,97492],[55215,97538],[55313,97636],[59697,149792],[71902,121132],[71927,121157],[77314,179347],[91707,147765]
   ]
cell #617 :
  |C| = 189
  W-rep = phi[[3],[3, 1]]+phi[[2],[4, 1]]
  special rep = phi[[3],[3, 1]] , dim = 105
  orbit = [6, 6, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     21 tau_infinity subcells with 1 member(s)
     84 tau_infinity subcells with 2 member(s)
  subcells = [
     [20557],[28268],[29068],[36134],[38749],[38894],[48640],[48785],[51793],[51900],[63919],[64026],[67784],[67932],[80728],[82301],[82449],[86801],[102056],[103795],[126507],
     [4371,46065],[6553,57107],[7159,60855],[7171,33880],[9282,69724],[9988,73904],[10263,74003],[10275,42936],[11188,24445],[11281,125778],[13790,88776],[14065,88875],[14077,53398],[14829,92240],[14894,93625],[15051,56881],[15440,33660],[16632,99430],[16759,34205],[16908,152943],[16920,101399],[19946,109394],[20011,110779],[20168,69498],[21466,115086],[21592,44980],[21633,116659],[21673,73759],[22392,45780],[23765,123134],[24040,123233],[24052,78517],[24205,181130],[26033,128867],[28142,134466],[28309,136039],[28349,88631],[30242,140960],[30282,59496],[30427,59641],[30481,93732],[30484,142699],[31446,204049],[33049,148298],[33114,149683],[33271,99204],[36008,156327],[38709,162422],[38948,110886],[38951,164161],[39913,228897],[41331,76912],[41438,77019],[41441,169669],[41735,116807],[42745,172029],[44854,177628],[45021,179201],[45061,122989],[48600,186482],[51903,192981],[52197,136187],[53207,195341],[55167,97490],[55315,97638],[56755,203277],[59456,209372],[59695,149790],[59698,211111],[60660,281357],[64029,218956],[69372,228125],[71929,121159],[73719,236580],[77022,243079],[77316,179349],[78326,245439],[80101,321803],[88591,262580],[93735,271416],[99078,280585],[110889,298130],[122949,316504],[149793,352550]
   ]
cell #618 :
  |C| = 98
  W-rep = phi[[4, 1],[1, 1]]+phi[[],[5, 2]]
  special rep = phi[[4, 1],[1, 1]] , dim = 84
  orbit = [8, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     70 tau_infinity subcells with 1 member(s)
     14 tau_infinity subcells with 2 member(s)
  subcells = [
     [27657],[35295],[37993],[44369],[46944],[47760],[50364],[50979],[54831],[58740],[62161],[62844],[63063],[66055],[66812],[70002],[71357],[75483],[76098],[80349],[81127],[84540],[84759],[89279],[90355],[90970],[95761],[96518],[101618],[102468],[105295],[106291],[109533],[111685],[112915],[113672],[118898],[119117],[129006],[129993],[131042],[134659],[137121],[138278],[138497],[145195],[156520],[157409],[157628],[162067],[162664],[166657],[174204],[184419],[186127],[186724],[187672],[192625],[197516],[216626],[216892],[218600],[220165],[225305],[250955],[251175],[252824],[286263],[286506],[322573],
     [46343,79950],[57385,99708],[61259,101063],[74407,123637],[79222,125328],[92379,148437],[94531,150589],[100292,152576],[115279,177821],[117741,180283],[140605,209017],[141202,209614],[169313,242723],[200457,277765]
   ]
cell #619 :
  |C| = 189
  W-rep = phi[[3],[3, 1]]+phi[[2],[4, 1]]
  special rep = phi[[3],[3, 1]] , dim = 105
  orbit = [6, 6, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     21 tau_infinity subcells with 1 member(s)
     84 tau_infinity subcells with 2 member(s)
  subcells = [
     [39964],[52161],[53441],[64287],[68149],[68215],[82666],[82732],[86850],[87151],[103844],[104145],[108923],[109258],[126556],[128396],[128731],[134032],[153963],[155893],[184094],
     [11226,79003],[15478,94312],[16781,99779],[16829,61071],[20595,111466],[22266,117090],[22414,117228],[22462,74219],[24256,46545],[24483,183202],[28942,136470],[29090,136608],[29138,89091],[30449,141077],[31140,142748],[31297,93993],[31497,60711],[33698,150370],[33923,61638],[34227,215350],[34275,153159],[38916,162539],[39607,164210],[39764,111147],[41622,169718],[41699,77280],[42502,171558],[42542,117024],[42979,78560],[45654,179632],[45802,179770],[45850,123449],[46087,247319],[48807,186599],[52084,193030],[52964,194870],[53004,136404],[55492,200913],[55532,97855],[55598,97921],[56571,143049],[56574,202843],[57129,272330],[59663,209489],[60354,211160],[60511,150051],[64210,219005],[68109,225761],[69188,164511],[69191,227691],[69746,299044],[71978,121208],[72279,121509],[72282,234192],[73542,171893],[73926,236697],[77203,243128],[78083,244968],[78123,179566],[82626,253280],[87154,260192],[88414,195205],[88798,262697],[91769,147827],[92104,148162],[93916,271465],[97815,278221],[98894,211461],[98897,280151],[99452,353464],[104148,288812],[111070,298179],[114652,177194],[116984,307204],[121512,314116],[122772,245303],[123156,316621],[125800,393656],[136364,334160],[143052,343232],[149974,352599],[164514,369946],[179526,388084],[211464,422406]
   ]
cell #620 :
  |C| = 154
  W-rep = phi[[4, 1, 1],[1]]+phi[[4, 1],[1, 1]]
  special rep = phi[[4, 1],[1, 1]] , dim = 84
  orbit = [8, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     14 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [24424],[32780],[34143],[44603],[46410],[57871],[59172],[61480],[75092],[76682],[94877],[95356],[118150],[144316],
     [5426,27663],[7653,63704],[8573,37939],[10647,44375],[11417,126433],[11817,82028],[12934,49858],[13047,50895],[14449,54837],[15923,58686],[17086,153846],[17488,103150],[17573,103481],[19003,65457],[19163,66716],[19677,41247],[21040,71303],[22909,74977],[23022,76014],[24638,183941],[25147,127659],[26953,83761],[27038,84092],[27891,55065],[29585,89849],[29698,90886],[32106,95163],[32266,96422],[34404,216195],[35023,155081],[36592,104789],[37124,70488],[37252,105456],[38425,71789],[40573,112317],[40733,113576],[43665,118119],[43750,118450],[48419,83285],[49349,129395],[49973,89964],[50092,130175],[51563,91554],[54127,137499],[54212,137830],[57999,144360],[63819,104904],[64849,156630],[64934,156961],[65171,112031],[65650,112510],[70616,165822],[75211,173337],[80945,184211],[81742,129109],[82221,129588],[83413,186837],[83792,137530],[90083,196649],[102011,154105],[102328,216677],[103181,156661],[105023,219298],[105412,165778],[126464,184242],[126769,250967],[127615,186793],[153577,286246],[153802,216633],[183694,250585]
   ]
cell #621 :
  |C| = 189
  W-rep = phi[[3],[3, 1]]+phi[[2],[4, 1]]
  special rep = phi[[3],[3, 1]] , dim = 105
  orbit = [6, 6, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     21 tau_infinity subcells with 1 member(s)
     84 tau_infinity subcells with 2 member(s)
  subcells = [
     [69564],[87262],[88827],[104256],[109325],[109346],[128798],[128819],[134048],[134396],[155909],[156257],[162019],[162381],[184110],[186079],[186441],[192581],[216578],[218556],[250911],
     [24196,181082],[31437,204001],[33745,212790],[33865,151330],[39904,228849],[42736,171981],[42801,236953],[42921,172666],[45905,125618],[53198,195293],[53263,262953],[53383,195978],[55581,269155],[56629,202859],[56866,143160],[56947,99270],[60651,281309],[60807,152895],[68198,295869],[69246,227707],[69483,164622],[72337,234208],[72390,121620],[73584,236177],[73609,171960],[73955,123185],[78317,245391],[78382,316877],[78502,246076],[80092,321755],[82715,325094],[87209,260208],[88456,262177],[88481,195272],[92146,269038],[92171,148229],[92192,148250],[93555,203207],[93583,271016],[97904,350289],[98952,280167],[99189,211572],[101264,357565],[101384,285554],[104203,288828],[109300,295752],[110709,228055],[110737,297730],[114668,177210],[115016,177558],[115044,304835],[116618,236539],[117073,379018],[121567,314132],[122814,316101],[122839,245370],[124252,390481],[128773,324977],[134424,331791],[135998,262539],[136453,405018],[140557,208969],[140919,209331],[143107,343248],[143738,414440],[148204,350172],[149613,280515],[149641,352150],[156285,361096],[164569,369962],[165200,439288],[169269,242679],[171935,378901],[177586,385715],[179160,316463],[179615,455116],[195247,404901],[203235,413556],[211519,422422],[212150,486238],[228083,438404],[245345,454999],[249980,518030],[280543,485354]
   ]
cell #622 :
  |C| = 175
  W-rep = phi[[3, 1],[3]]+phi[[2, 1],[4]]
  special rep = phi[[3, 1],[3]] , dim = 105
  orbit = [6, 6, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [108037],[109230],[109261],[128703],[128734],[130750],[132956],[134035],[134296],[146941],[155656],[155896],[156157],[158372],[162006],[168403],[173912],[176118],[184097],[185758],[186066],[188237],[197224],[199430],[205322],[216565],[217772],[219873],[230170],[238335],[250827],[254129],[264335],[289219],[322935],
     [42424,235856],[42526,236164],[52886,261856],[52988,262164],[55516,269025],[56221,270232],[56477,202606],[56604,202846],[67407,294321],[68133,295739],[68838,296946],[69094,227454],[69221,227694],[72254,304751],[72312,234195],[73126,171865],[73545,171896],[78005,315780],[78107,316088],[82650,324964],[86085,329907],[86341,258855],[87126,331707],[87184,260195],[87998,195177],[88417,195208],[92076,148134],[92107,148165],[93003,203107],[97113,348741],[97839,350159],[98544,351366],[98800,279914],[98927,280154],[104120,361012],[104178,288815],[105974,363381],[110157,227955],[114267,375455],[114655,177197],[114916,177458],[117008,378888],[120443,383831],[120699,312779],[121484,385631],[121542,314119],[122356,245275],[122775,245306],[128177,395973],[136388,404888],[139823,409831],[140079,339735],[140544,208956],[143024,413472],[143082,343235],[144878,415841],[149061,280415],[164486,438320],[164544,369949],[166340,440689],[171339,446071],[179550,454986],[187355,463608],[194651,469383],[211436,485270],[211494,422409],[224471,496440],[244749,512545],[276931,535344],[303645,552498]
   ]
cell #623 :
  |C| = 105
  W-rep = phi[[3, 2],[2]]
  special rep = phi[[3, 2],[2]] , dim = 105
  orbit = [6, 4, 4]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [13166],[18738],[19324],[23141],[25684],[26565],[26713],[27451],[29817],[31841],[32427],[35546],[35694],[36792],[36964],[40308],[40894],[42396],[43277],[43425],[44163],[48087],[48259],[49084],[49505],[49549],[52858],[53739],[53887],[54625],[56293],[56441],[57539],[57711],[63351],[63395],[64461],[64609],[65097],[67379],[68910],[69058],[70156],[70328],[73206],[74624],[74668],[77977],[80612],[81502],[81668],[82953],[83125],[86157],[86305],[88078],[89496],[89540],[93101],[94803],[97085],[98616],[98764],[101937],[102915],[104436],[104480],[106666],[108117],[110255],[111957],[114239],[120515],[120663],[122436],[126634],[127364],[129035],[131489],[133054],[139895],[140043],[145570],[147021],[149159],[154031],[154353],[159156],[167032],[168483],[174651],[176216],[183899],[188047],[189035],[197963],[199528],[206106],[220612],[230954],[239133],[254913],[265133],[290017],[323033]
   ]
cell #624 :
  |C| = 105
  W-rep = phi[[3, 2],[2]]
  special rep = phi[[3, 2],[2]] , dim = 105
  orbit = [6, 4, 4]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [19493],[26763],[27674],[32596],[35744],[36806],[37026],[38152],[41063],[43475],[44386],[48101],[48321],[49609],[49861],[53937],[54848],[56491],[57553],[57773],[58899],[63455],[63707],[64659],[65140],[65178],[69108],[70170],[70390],[71516],[73220],[73440],[74728],[74980],[81711],[81749],[82967],[83187],[83721],[86355],[88092],[88312],[89600],[89852],[93161],[94846],[94884],[98814],[101980],[102929],[103110],[104540],[104792],[108131],[108351],[110315],[112000],[112038],[116107],[118079],[120713],[122450],[122670],[126393],[127424],[129078],[129116],[131503],[133114],[135487],[137459],[140093],[147035],[147255],[149219],[154074],[154812],[156590],[159216],[160908],[168497],[168717],[174665],[176276],[178649],[184171],[184501],[189494],[197977],[199588],[206166],[207858],[216386],[220626],[221617],[231014],[232706],[239592],[254973],[265592],[274077],[290476],[300791],[326171],[359307]
   ]
cell #625 :
  |C| = 189
  W-rep = phi[[3],[3, 1]]+phi[[2],[4, 1]]
  special rep = phi[[3],[3, 1]] , dim = 105
  orbit = [6, 6, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     21 tau_infinity subcells with 1 member(s)
     84 tau_infinity subcells with 2 member(s)
  subcells = [
     [111710],[134684],[137115],[156545],[162470],[162658],[186530],[186718],[192619],[192954],[218594],[218929],[225345],[225699],[250949],[252864],[253218],[259795],[286546],[288415],[322831],
     [46309,181653],[57351,204572],[61250,213506],[61349,151844],[69968,229420],[73938,236816],[74398,237669],[74497,173180],[79247,125353],[79916,249288],[88810,262816],[89270,263669],[89369,196492],[92370,269251],[93638,271054],[94006,203495],[94556,150614],[99674,281880],[100286,152570],[101054,284443],[101153,215131],[109524,295965],[110792,297768],[111160,228343],[115099,304873],[115304,177846],[116661,306788],[116707,236628],[117735,180277],[123168,316740],[123628,317593],[123727,246590],[124704,318664],[128997,325190],[134479,331829],[136041,333744],[136087,262628],[140962,340966],[141008,209420],[141196,209608],[142672,271389],[142697,342835],[144190,344044],[148428,350385],[149696,352188],[150064,280803],[156340,361134],[162424,367680],[164134,298103],[164159,369549],[165652,370758],[169307,242717],[169642,243052],[169667,376755],[171496,307142],[172159,379114],[177641,385753],[179203,387668],[179249,316552],[182797,460334],[186484,396536],[192979,402755],[194808,334098],[195471,405114],[200497,277805],[200851,278159],[203290,413594],[209374,420140],[211084,352523],[211109,422009],[212602,423218],[218954,430654],[228138,438442],[233795,313719],[236582,446634],[243077,452853],[244906,388022],[245569,455212],[262582,469946],[271414,477604],[280598,485392],[298128,499066],[316506,513108],[352548,537970]
   ]
cell #626 :
  |C| = 189
  W-rep = phi[[3],[3, 1]]+phi[[2],[4, 1]]
  special rep = phi[[3],[3, 1]] , dim = 105
  orbit = [6, 6, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     21 tau_infinity subcells with 1 member(s)
     84 tau_infinity subcells with 2 member(s)
  subcells = [
     [111235],[134534],[136551],[156395],[162455],[162482],[186515],[186542],[192595],[192952],[218570],[218927],[225343],[225701],[250925],[252862],[253220],[259797],[286544],[288417],[322833],
     [46067,247262],[57109,272273],[60857,282171],[61041,213276],[69726,298987],[73906,236640],[74005,307594],[74189,237439],[78772,182971],[88778,262640],[88877,334550],[89061,263439],[92242,341072],[93627,271030],[93963,203345],[94081,150139],[99432,353407],[99722,215293],[109396,367786],[110781,297744],[111117,228193],[115088,304849],[115154,177696],[116682,306786],[116692,236613],[117171,179713],[123136,316564],[123235,388474],[123419,317363],[125780,393599],[128869,396642],[134468,331805],[136062,333742],[136072,262613],[140983,340964],[140993,209405],[141020,209432],[142670,271387],[142721,342837],[148300,420246],[149685,352164],[150021,280653],[152945,427456],[153129,358051],[156329,361110],[162445,367678],[164132,298101],[164183,369551],[169283,242693],[169640,243050],[169691,376757],[171498,307144],[172031,446740],[177630,385729],[179224,387666],[179234,316537],[181132,457362],[186505,396534],[193003,402757],[194810,334100],[195343,470052],[200495,277803],[200853,278161],[203279,413570],[204051,478377],[209395,420138],[211082,352521],[211133,422011],[218978,430656],[228127,438418],[228899,499839],[233797,313721],[236603,446632],[243101,452855],[244908,388024],[245441,513214],[262603,469944],[271438,477606],[280587,485368],[281359,538743],[298152,499068],[316527,513106],[321805,563907],[352572,537972]
   ]
cell #627 :
  |C| = 553
  W-rep = phi[[3, 2, 1],[1]]+phi[[3, 1, 1],[2]]+phi[[3, 2],[1, 1]]+phi[[3, 1],[2, 1]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     91 tau_infinity subcells with 4 member(s)
  subcells = [
     [33863],[34095],[42919],[44555],[46039],[46360],[53381],[56539],[57081],[57823],[59122],[61005],[61418],[69156],[69698],[73490],[74153],[74742],[75042],[76620],[78500],[88362],[89025],[93175],[93475],[94955],[95294],[98862],[99404],[101382],[110329],[110629],[116178],[118133],[118164],[122720],[123383],[125210],[125752],[135558],[142099],[144333],[147741],[149233],[149533],[153093],[163561],[178720],[210511],
     [16892,152430],[22050,73429],[23384,177092],[24372,182065],[24420,182365],[27843,55017],[28726,88301],[30991,93366],[31706,94945],[32728,208544],[32776,208844],[34111,214300],[37076,70440],[38312,108340],[38375,71739],[39458,110520],[42261,116168],[42346,116387],[43263,118215],[43523,239064],[44571,242199],[45438,122659],[46357,248341],[48371,83237],[49623,89614],[49923,89914],[50861,86403],[51403,133319],[51501,91492],[52723,135548],[52808,135767],[56279,142150],[57490,144417],[57839,274005],[59059,147244],[59119,277197],[60205,149424],[63469,104554],[63769,104854],[65249,112109],[65588,112448],[67329,161188],[68896,163612],[71676,168706],[73157,170878],[74592,173354],[75039,309747],[75980,120761],[76522,176481],[77842,178710],[77927,178929],[81820,129187],[82159,129526],[83775,137513],[83806,137544],[88029,194190],[90852,140141],[91394,199793],[94860,345214],[97035,208138],[98602,210562],[103164,156644],[103195,156675],[105429,165795],[108837,169203],[114189,232986],[122387,244288],[126447,184225],[127632,186810],[153819,216650],
     [3256,19477,66666,108401],[5374,27502,85165,133128],[5422,27659,85465,133428],[6813,32580,96372,147305],[8293,37015,106514,159230],[8525,37895,67244,160969],[8541,37935,106984,160979],[9542,41047,113526,168767],[10595,44214,119523,176290],[10643,44371,119823,176590],[12075,48310,81350,127438],[12676,49814,84866,189555],[12692,49854,131322,189565],[12994,50893,131769,191357],[12997,50896,86143,191408],[13409,30060,133930,200404],[14397,54676,138903,199602],[14445,54833,139203,199902],[15643,57762,145418,206180],[15875,58642,96950,207919],[15891,58682,145888,207929],[17888,63170,63660,154873],[17904,63700,102748,154883],[18603,40173,65239,112099],[18685,65455,158956,222072],[18688,65458,106652,222123],[19101,66718,108068,224010],[19625,41195,161594,233392],[19673,41243,161894,233692],[20760,70379,166880,231028],[20992,71259,114104,232767],[21008,71299,167350,232777],[22651,74933,119224,239653],[22667,74973,174484,239663],[22969,76012,174931,241455],[22972,76015,120501,241506],[25549,48949,81810,129177],[25631,82026,127164,184956],[25634,81488,82029,185007],[26207,83176,187895,254987],[26476,83759,189014,255964],[26551,53725,83857,137595],[26651,84094,131440,256402],[26811,53985,188966,265064],[27859,55033,192101,268199],[29327,89805,138604,265653],[29343,89845,197796,265663],[29645,90884,198243,267455],[29648,90887,139881,267506],[31788,95161,205906,274532],[31791,95164,145556,274583],[32204,96424,146972,276470],[35457,103148,154332,216982],[35532,64447,103246,156726],[35632,102866,103483,217420],[35792,64707,218501,289948],[36334,104745,157735,290537],[36350,104785,220445,290547],[36695,105458,158702,291504],[36743,70107,105513,165879],[37092,70456,221545,300719],[38372,71736,224737,303911],[40255,112315,230754,301246],[40258,112318,167018,301297],[40671,113578,168434,303184],[43188,118117,239112,309888],[43363,118452,174602,310326],[47118,126431,183878,250737],[47990,126910,127661,251312],[48038,82904,127716,186894],[48387,83253,252800,326099],[49031,129393,254713,326626],[49034,129396,188033,326677],[49473,89464,130192,196666],[49920,89911,255823,336703],[53650,137497,265112,336844],[53825,137832,197914,337282],[57442,144362,205652,345924],[62353,153756,153848,286380],[63319,104404,155098,219315],[63766,104851,288288,362126],[64372,156628,289996,362267],[64547,156963,220563,362705],[65154,112014,290794,371928],[70059,165824,230500,372638],[80580,126602,183958,250984],[80793,184209,323012,394917],[81725,129092,323901,396939],[82856,186839,254459,397649],[101994,154088,359082,429179],[102159,216679,286755,429230]
   ]
cell #628 :
  |C| = 154
  W-rep = phi[[4, 1, 1],[1]]+phi[[4, 1],[1, 1]]
  special rep = phi[[4, 1],[1, 1]] , dim = 84
  orbit = [8, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     14 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [16893],[23385],[24394],[32750],[34123],[43545],[44583],[46396],[57851],[59158],[74655],[75078],[94863],[118060],
     [3257,19478],[4734,48311],[5396,27503],[6814,32581],[7633,63650],[8476,37016],[8553,37885],[9543,41048],[10617,44215],[11682,81708],[11803,82017],[12914,49804],[13033,50884],[13410,30061],[14419,54677],[15826,57763],[15903,58632],[17163,101977],[17411,103139],[18868,65137],[18989,65446],[19647,41217],[20943,70380],[21020,71249],[22889,74923],[23008,76003],[24759,126422],[25026,127611],[26390,83177],[26833,54007],[26876,83750],[27871,55045],[29565,89795],[29684,90875],[31971,94843],[32092,95152],[34571,153798],[35814,64729],[36572,104735],[37104,70468],[37131,105408],[38411,71775],[40438,111997],[40559,112306],[43588,118108],[46813,183690],[48399,83265],[49214,129075],[49335,129384],[49536,89527],[49959,89950],[54050,137488],[57878,144312],[62599,154071],[63382,104467],[63805,104890],[64772,156619],[65157,112017],[70495,165774],[80643,126665],[80868,184200],[81728,129095],[83292,186789],[83702,137440],[101997,154091],[102207,216629],[103091,156571],[126132,250581],[126374,184152],[153536,216215]
   ]
cell #629 :
  |C| = 154
  W-rep = phi[[4, 1, 1],[1]]+phi[[4, 1],[1, 1]]
  special rep = phi[[4, 1],[1, 1]] , dim = 84
  orbit = [8, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     14 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [16894],[23386],[24373],[32729],[34088],[43524],[44548],[46351],[57816],[59113],[74648],[75033],[94854],[118059],
     [3258,19598],[5375,27709],[6815,32701],[8294,37061],[8518,38159],[9544,41168],[10596,44421],[12076,48356],[12669,49868],[12988,51224],[13411,30062],[14398,54883],[15644,57808],[15868,58906],[17881,63714],[18533,65147],[18679,65521],[19626,41196],[20761,70425],[20985,71523],[22644,74987],[22963,76343],[25479,81718],[25625,82092],[26208,83222],[26470,83762],[26812,53986],[27836,55010],[29320,89859],[29639,91215],[31636,94853],[31782,95227],[34699,101987],[35451,103151],[35793,64708],[36327,104799],[36651,105409],[37069,70433],[38366,71730],[40103,112007],[40249,112381],[43182,118120],[47112,126434],[47946,127612],[48364,83230],[48879,129085],[49025,129459],[49529,89520],[49914,89905],[53644,137500],[57398,144313],[62309,153799],[62529,154081],[63375,104460],[63760,104845],[64366,156631],[65148,112008],[70015,165775],[80285,183691],[80636,126658],[80787,184212],[81719,129086],[82812,186790],[83701,137439],[101988,154082],[102115,216630],[103090,156570],[126120,250582],[126373,184151],[153535,216214]
   ]
cell #630 :
  |C| = 175
  W-rep = phi[[3, 1],[3]]+phi[[2, 1],[4]]
  special rep = phi[[3, 1],[3]] , dim = 105
  orbit = [6, 6, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [8937],[12260],[13453],[18025],[19700],[19789],[24898],[25787],[25876],[28041],[34742],[35283],[35907],[37981],[46941],[47757],[50352],[50976],[58728],[62841],[66052],[71345],[75471],[76095],[84537],[90343],[90967],[95758],[105283],[112912],[118895],[129990],[138275],[157406],[184416],
     [3920,22235],[3926,42499],[5804,28911],[5810,52961],[6208,16287],[6214,55489],[6452,31128],[8943,68106],[9181,39595],[9651,23428],[9702,72060],[9781,41610],[9963,72876],[11025,45623],[11031,78080],[12266,82623],[13504,86932],[13583,52072],[13765,87748],[14583,32803],[14672,32892],[14933,92547],[15012,56030],[16293,97812],[16531,60342],[18076,103926],[18155,64198],[19452,107787],[20050,109701],[20129,68647],[21365,44753],[21719,42588],[22241,116981],[23479,121290],[23558,77191],[23740,122106],[25337,127324],[27541,132500],[27620,85894],[28395,53050],[28917,136361],[30564,56654],[31179,142830],[31258,93904],[32555,146691],[33153,148605],[33232,98353],[37442,159116],[39031,69271],[39646,164292],[39725,111058],[41022,168153],[42049,170486],[44253,175662],[44332,120252],[45107,78169],[45629,179523],[52511,193798],[54715,198974],[54794,139632],[58189,206066],[59778,98977],[60393,211242],[60472,149962],[67032,223618],[70806,230914],[77630,243896],[83603,254873],[96738,276078],[113892,302792]
   ]
cell #631 :
  |C| = 105
  W-rep = phi[[3, 2],[2]]
  special rep = phi[[3, 2],[2]] , dim = 105
  orbit = [6, 4, 4]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [3260],[3266],[5195],[5201],[5439],[6817],[6823],[7838],[7844],[8172],[8223],[8302],[9546],[9552],[10416],[10422],[10660],[11954],[12005],[12084],[12514],[12603],[14218],[14224],[14462],[15194],[15522],[15573],[15652],[17225],[17726],[17815],[18331],[18337],[18576],[20311],[20639],[20690],[20769],[21980],[22059],[22489],[22578],[24809],[25522],[26086],[26137],[26216],[27802],[28656],[28735],[29165],[29254],[30918],[31679],[33414],[34831],[35334],[36172],[36261],[38242],[38321],[39385],[40146],[42234],[44514],[45368],[45447],[47243],[47846],[48922],[50403],[51330],[52696],[54976],[58989],[59068],[60132],[62178],[63143],[66141],[67217],[71606],[71685],[75522],[76449],[77815],[81144],[84839],[90394],[91321],[95847],[96923],[105334],[106308],[113001],[114077],[119197],[130079],[138577],[145212],[157708],[166674],[187689],[216909]
   ]
cell #632 :
  |C| = 105
  W-rep = phi[[3, 2],[2]]
  special rep = phi[[3, 2],[2]] , dim = 105
  orbit = [6, 4, 4]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [3267],[5202],[5438],[6824],[7845],[8224],[8301],[8633],[9553],[10423],[10659],[12006],[12083],[12602],[12700],[14225],[14461],[15195],[15574],[15651],[15983],[17814],[17912],[18338],[18536],[18565],[20312],[20691],[20768],[21100],[21981],[22058],[22577],[22675],[25482],[25511],[26138],[26215],[26455],[27803],[28657],[28734],[29253],[29351],[30917],[31639],[31668],[33415],[34702],[35335],[35436],[36260],[36358],[38243],[38320],[39384],[40106],[40135],[42223],[43167],[44515],[45369],[45446],[47097],[47845],[48882],[48911],[50404],[51329],[52685],[53629],[54977],[58990],[59067],[60131],[62532],[63132],[64351],[66140],[67206],[71607],[71684],[75523],[76448],[77804],[80772],[81038],[84828],[90395],[91320],[95846],[96912],[101878],[105335],[106202],[113000],[114066],[119186],[130078],[138566],[145106],[157697],[166568],[187583],[216803]
   ]
cell #633 :
  |C| = 126
  W-rep = phi[[3, 3, 1],[]]+phi[[3],[3, 1]]
  special rep = phi[[3],[3, 1]] , dim = 105
  orbit = [6, 6, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     84 tau_infinity subcells with 1 member(s)
     21 tau_infinity subcells with 2 member(s)
  subcells = [
     [4377],[6874],[7139],[7183],[10243],[10443],[10746],[11155],[14045],[15215],[15407],[15578],[15683],[16663],[20332],[20524],[21985],[22090],[22296],[22530],[22545],[24020],[28661],[28766],[28972],[30415],[30870],[30885],[31618],[31663],[33435],[33627],[34334],[38882],[39337],[39352],[41562],[42173],[42218],[43162],[45373],[45478],[45684],[46701],[48773],[52024],[52635],[52680],[55428],[56178],[59629],[60084],[60099],[61824],[64150],[68045],[68795],[72211],[73892],[77143],[77754],[77799],[79070],[82562],[87083],[88764],[93856],[94379],[97751],[98501],[104077],[111010],[111533],[116920],[121441],[123122],[136300],[142981],[149914],[150437],[164443],[179462],[183269],[211393],
     [3317,9603],[5222,14245],[5525,14548],[7865,18358],[8228,20695],[8333,20800],[12010,26142],[12115,26247],[12555,29206],[12570,29221],[17767,36213],[17782,36228],[18515,40085],[18560,40130],[24850,47284],[25461,48861],[25506,48906],[26450,53624],[34681,62511],[35431,64346],[47092,80767]
   ]
cell #634 :
  |C| = 105
  W-rep = phi[[4, 2, 1],[]]+phi[[4],[2, 1]]
  special rep = phi[[4],[2, 1]] , dim = 70
  orbit = [8, 4, 1, 1]
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 70
     35 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [4379],[6876],[7141],[7184],[10245],[10445],[10747],[11229],[14047],[15217],[15580],[15684],[16121],[20334],[21987],[22531],[22546],[22722],[24022],[28663],[30886],[31619],[31650],[31662],[33437],[34336],[39353],[42217],[43145],[43161],[45375],[52679],[57396],[60100],[77798],
     [3319,9605],[5224,14247],[5526,14549],[7867,18360],[8230,20697],[8334,20801],[8771,21238],[12012,26144],[12116,26248],[12556,29207],[12571,29222],[12747,29398],[17768,36214],[17783,36229],[17959,36405],[18516,40086],[18547,40117],[18559,40129],[24851,47285],[25462,48862],[25493,48893],[25505,48905],[26433,53607],[26449,53623],[34682,62512],[34713,62543],[35414,64329],[35430,64345],[36649,70013],[47075,80750],[47091,80766],[47944,82810],[62050,101665],[62307,102113],[80283,126118]
   ]
cell #635 :
  |C| = 105
  W-rep = phi[[4],[2, 1]]+phi[[1],[5, 1]]
  special rep = phi[[4],[2, 1]] , dim = 70
  orbit = [8, 4, 1, 1]
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 70
     35 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [20573],[28284],[29101],[36150],[38687],[38927],[39978],[48578],[48818],[51805],[51818],[52175],[63931],[63944],[64301],[67774],[67833],[67838],[80740],[82291],[82350],[82355],[86775],[86787],[102046],[102105],[103769],[103781],[108860],[126481],[126493],[128333],[153548],[153900],[183696],
     [11204,24461],[15456,33676],[16792,34238],[16814,34057],[21608,44996],[22425,45813],[22447,43113],[24270,46559],[29123,53575],[30220,59434],[30460,59674],[30807,56897],[31511,60725],[34260,61772],[39274,69514],[41343,76924],[41356,76937],[41713,77294],[41890,73697],[45835,78694],[52352,88569],[55157,97480],[55216,97539],[55221,97544],[55776,93650],[60021,99220],[68393,110804],[71903,121133],[71915,121145],[72608,116713],[77471,122927],[87480,136093],[91706,147764],[98099,149708],[121838,179255]
   ]
cell #636 :
  |C| = 189
  W-rep = phi[[3],[3, 1]]+phi[[2],[4, 1]]
  special rep = phi[[3],[3, 1]] , dim = 105
  orbit = [6, 6, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     21 tau_infinity subcells with 1 member(s)
     84 tau_infinity subcells with 2 member(s)
  subcells = [
     [29104],[38930],[39980],[48821],[51888],[52177],[64014],[64303],[67835],[67849],[82352],[82366],[86798],[86868],[102107],[103792],[103862],[108879],[126504],[128352],[153919],
     [16795,34241],[22428,45816],[24272,46561],[24302,46311],[30463,59677],[31513,60727],[31543,57353],[34008,61352],[40010,69970],[41426,77007],[41715,77296],[42133,73940],[43064,74500],[46217,79250],[46591,79918],[52595,88812],[53526,89372],[55218,97541],[55232,97555],[55846,93720],[56135,94009],[57259,94559],[60757,99676],[61723,101156],[68463,110874],[68752,111163],[69876,111713],[71926,121156],[71996,121226],[72492,115307],[72605,116710],[72619,116724],[77714,123170],[78645,123730],[79824,125356],[87364,134687],[87477,136090],[87491,136104],[91725,147783],[92007,141011],[92413,142696],[92483,142766],[98169,149778],[98458,150067],[99582,150617],[100502,151847],[104358,156548],[109161,162473],[109567,164158],[109637,164228],[114840,169666],[115343,171514],[117951,173183],[121722,177849],[121835,179252],[121849,179266],[128634,186533],[134220,192978],[134723,194826],[137331,196495],[140729,200869],[143262,203498],[148065,209423],[148471,211108],[148541,211178],[152786,215134],[156081,218953],[162191,225717],[164724,228346],[171796,236631],[177382,243076],[177885,244924],[180493,246593],[186251,253236],[195108,262631],[203031,271413],[209141,278177],[211674,280806],[227879,298127],[236349,307160],[245206,316555],[262349,334116],[280339,352547],[316273,388040]
   ]
cell #637 :
  |C| = 455
  W-rep = phi[[3, 1, 1],[2]]+phi[[3, 1],[2, 1]]+phi[[1, 1, 1],[4]]+phi[[1, 1],[4, 1]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     35 tau_infinity subcells with 1 member(s)
     140 tau_infinity subcells with 2 member(s)
     35 tau_infinity subcells with 4 member(s)
  subcells = [
     [53490],[53498],[68264],[68272],[69868],[82781],[82789],[86863],[86963],[87356],[100863],[103857],[103957],[104350],[108878],[109061],[121042],[125031],[125122],[126569],[128351],[128534],[134102],[147562],[147653],[152228],[153918],[155963],[174804],[176890],[182107],[206328],[208586],[239806],[274211],
     [5553,133988],[7881,155849],[8861,162076],[8869,108996],[11548,184050],[12184,186136],[12192,128469],[13486,134103],[17096,216281],[17619,217321],[17627,154736],[18058,155964],[19370,223252],[19378,160261],[24663,183794],[25157,251381],[25228,127355],[25319,184865],[27084,256303],[27092,189418],[27523,190646],[32473,275712],[32481,207211],[33972,61687],[33980,61695],[35048,217065],[35154,154801],[37262,291573],[37333,159147],[37424,221981],[37793,107953],[40940,302426],[40948,232059],[43028,78609],[43036,78617],[43796,310227],[43804,239516],[44235,240744],[46209,79816],[46253,79385],[47611,184864],[50117,256047],[50223,189483],[50682,132531],[50773,132924],[54258,337183],[54266,265516],[54697,266744],[55647,97970],[55655,97978],[57251,99574],[57295,94694],[58009,345993],[58080,206097],[58171,274441],[58540,146857],[61280,100494],[61288,100403],[64980,362606],[64988,290400],[65906,221980],[66464,160326],[69912,111848],[70626,372707],[70697,230945],[70788,301155],[71157,168319],[71991,121221],[72091,121321],[72484,121714],[73042,117147],[74428,117943],[74436,117852],[75236,309971],[75342,239581],[75801,175693],[75892,176086],[79860,125491],[83423,397718],[83494,254904],[83585,326535],[85207,190645],[86684,140422],[87914,136527],[89300,137323],[89308,137232],[90108,336927],[90214,265581],[90673,199005],[90764,199398],[91724,147782],[91907,147965],[92578,142861],[92971,143254],[92979,141972],[95612,274440],[96170,207276],[99618,150752],[101084,152778],[101092,152687],[102338,429299],[103068,220765],[105048,362350],[105154,290465],[108658,169024],[108749,169115],[109732,164323],[110125,164716],[110133,163434],[112766,301154],[113324,232124],[114722,177264],[115525,171696],[119565,240743],[122272,179689],[123658,180485],[123666,180394],[125130,182284],[126794,395000],[127586,255135],[129844,326534],[131642,198116],[133728,200202],[134905,195008],[138945,266743],[141387,202913],[147661,208763],[148636,211273],[149029,211666],[149037,210384],[153689,359441],[155026,290690],[159378,231176],[161636,233434],[162849,227761],[178067,245106],[184635,326305],[189708,265806],[209799,280221],[221751,300925],
     [3669,10774,114608,177150],[6132,16211,140614,209026],[6140,16219,91842,147900],[9684,23461,114723,177265],[9881,22159,170120,236234],[9889,22167,115460,171631],[13683,28835,193432,262234],[13691,28843,134840,194943],[14915,31161,141388,202914],[14959,30730,141505,201686],[20032,39628,162850,227762],[20076,39197,162967,226534],[21752,42031,170235,234963],[21760,41940,115625,170517],[23658,45547,243530,316158],[23666,45555,178002,245041],[27567,51142,190763,257935],[28428,52493,193547,260963],[28436,52402,135005,193829],[33135,60375,209800,280222],[33179,59944,209917,278994],[38014,67014,223367,293428],[38022,66923,160426,223649],[44279,76261,240861,311859],[45140,77612,243645,314887],[45148,77521,178167,243927],[50781,85384,132932,191230],[54741,91133,266861,338815],[58761,96720,275827,347848],[58769,96629,207376,276109],[71378,113874,302541,374562],[71386,113783,232224,302823],[75900,119742,176094,241328],[90772,139122,199406,267328],[108757,161813,169123,233611]
   ]
cell #638 :
  |C| = 154
  W-rep = phi[[4, 1, 1],[1]]+phi[[4, 1],[1, 1]]
  special rep = phi[[4, 1],[1, 1]] , dim = 84
  orbit = [8, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     14 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [61593],[76795],[79624],[97328],[100770],[119337],[120949],[125005],[145679],[147536],[174303],[174778],[205788],[239180],
     [7306,101763],[11313,183675],[11395,126207],[11728,127011],[11795,81444],[17059,153596],[17466,154439],[17534,102792],[18914,158803],[18981,106608],[19276,67117],[25120,184542],[25202,127271],[26931,189121],[26999,131366],[27331,85711],[32017,205753],[32084,145512],[32379,96823],[37225,221658],[37307,159063],[37700,107542],[40484,230601],[40551,166974],[40846,113977],[43643,239219],[43711,174528],[44043,120069],[49260,254560],[49327,187989],[50656,132447],[51676,91667],[54105,265219],[54173,197840],[54505,139449],[57972,274118],[58054,206013],[58447,146446],[62645,286856],[63283,157848],[64827,290103],[64895,220489],[67622,114482],[70589,300832],[70671,230861],[71064,167908],[75775,175609],[80448,251274],[80923,323119],[81611,188156],[83386,326212],[83468,254820],[84979,138717],[86591,140329],[90647,198921],[101798,286891],[102301,359348],[102567,220264],[103042,220739],[106775,167141],[108632,168998],[126154,394583],[126168,323080],[127046,254595],[131141,197615],[131616,198090],[153521,358923],[154400,290064],[158838,230636],[189082,265180]
   ]
cell #639 :
  |C| = 105
  W-rep = phi[[3, 2],[2]]
  special rep = phi[[3, 2],[2]] , dim = 105
  orbit = [6, 4, 4]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [7656],[8647],[8660],[11684],[12714],[12937],[13168],[15997],[16010],[17165],[17387],[17926],[18667],[18740],[18870],[21114],[21127],[22689],[22912],[23143],[24735],[25613],[25686],[26630],[26852],[29365],[29588],[29819],[31029],[31770],[31843],[31973],[35611],[36372],[36595],[36840],[39496],[40237],[40310],[40440],[42325],[42398],[43342],[43564],[48135],[49013],[49086],[49216],[51441],[52787],[52860],[53804],[54026],[56358],[57587],[60243],[62601],[63234],[64526],[64748],[67308],[67381],[68975],[70204],[73254],[76560],[77906],[77979],[80844],[81567],[83001],[84930],[86222],[88126],[91432],[97014],[97087],[98681],[101782],[102963],[106731],[108165],[114168],[114241],[119288],[120580],[122484],[127030],[131537],[138668],[139960],[145635],[147069],[157799],[158822],[167097],[168531],[174699],[188112],[198011],[205772],[220660],[230620],[254579],[286875]
   ]
cell #640 :
  |C| = 175
  W-rep = phi[[3, 1],[3]]+phi[[2, 1],[4]]
  special rep = phi[[3, 1],[3]] , dim = 105
  orbit = [6, 6, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [13577],[18149],[19729],[25816],[27967],[28070],[34771],[35833],[35936],[38632],[47169],[47786],[48523],[51005],[62167],[63069],[66081],[66818],[76124],[81133],[84765],[90996],[95787],[96524],[106297],[112941],[113678],[119123],[130019],[138503],[145201],[157634],[166663],[187678],[216898],
     [6446,31252],[6454,56580],[9175,39719],[9183,69197],[9775,23552],[9783,72288],[10118,42528],[13585,87160],[13920,52990],[14612,32832],[14674,91873],[14775,55518],[15014,92775],[16525,60466],[16533,98903],[18157,104154],[19791,109027],[19892,68135],[20131,109929],[21291,44679],[21394,44782],[21721,115491],[21822,72905],[23560,121518],[23895,78109],[25878,128500],[25979,82652],[27622,132728],[28397,134871],[28498,87777],[30165,59379],[30593,56683],[31260,143058],[32894,147931],[32995,97841],[33234,148833],[35285,154767],[37983,160292],[38084,107816],[39060,69300],[39727,164520],[41835,73642],[42590,171662],[42691,117010],[44334,175890],[45109,178033],[45210,122135],[50354,189449],[52297,88514],[53052,194974],[53153,136390],[54796,199202],[56032,201717],[58730,207242],[58831,146720],[59807,99006],[60474,211470],[68649,226565],[71347,232090],[71448,168182],[75473,239547],[77416,122872],[78171,245072],[78272,179552],[85896,257966],[90345,265547],[98355,279025],[105285,290431],[120254,311890],[139634,338846]
   ]
cell #641 :
  |C| = 189
  W-rep = phi[[3],[3, 1]]+phi[[2],[4, 1]]
  special rep = phi[[3],[3, 1]] , dim = 105
  orbit = [6, 6, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     21 tau_infinity subcells with 1 member(s)
     84 tau_infinity subcells with 2 member(s)
  subcells = [
     [69874],[87362],[89240],[104356],[109159],[109494],[128632],[128967],[134079],[134197],[155940],[156058],[161999],[162172],[184141],[186059],[186232],[192559],[216558],[218534],[250889],
     [24299,124674],[31540,144160],[33986,151609],[34006,100500],[40007,165622],[42130,172129],[43042,172945],[43062,117949],[46215,79822],[46588,182767],[52592,195441],[53504,196257],[53524,137329],[55661,201215],[55763,202890],[56133,143260],[57257,99580],[60754,212572],[61220,101024],[61701,214896],[61721,152784],[68278,226063],[68380,227738],[68750,164722],[72184,234239],[72490,121720],[72544,236157],[72603,171794],[74368,123598],[77711,245539],[78623,246355],[78643,180491],[79391,247976],[82795,253582],[87056,260239],[87416,262157],[87475,195106],[91946,269018],[92005,148063],[92340,148398],[92390,203008],[92402,270994],[94700,272987],[97984,278523],[98086,280198],[98456,211672],[104050,288859],[109100,295732],[109544,227856],[109556,297708],[111854,299701],[114699,177241],[114817,177359],[114829,304813],[115324,236330],[117153,307506],[121414,314163],[121774,316081],[121833,245204],[125497,321014],[128573,324957],[134209,331769],[134704,262330],[136533,334462],[140537,208949],[140710,209122],[142954,343279],[148004,350152],[148448,280316],[148460,352128],[150758,354121],[156070,361074],[164416,369993],[169247,242657],[171735,378881],[177371,385693],[177866,316254],[179695,388386],[195047,404881],[203020,413534],[211366,422453],[227868,438382],[245145,454979],[280328,485332]
   ]
cell #642 :
  |C| = 189
  W-rep = phi[[3],[3, 1]]+phi[[2],[4, 1]]
  special rep = phi[[3],[3, 1]] , dim = 105
  orbit = [6, 6, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     21 tau_infinity subcells with 1 member(s)
     84 tau_infinity subcells with 2 member(s)
  subcells = [
     [111711],[134685],[137127],[156546],[162471],[162670],[186531],[186730],[192631],[192955],[218606],[218930],[225346],[225698],[250961],[252865],[253217],[259794],[286547],[288414],[322830],
     [46308,181665],[57350,204584],[61249,213613],[61350,151845],[69967,229432],[73937,236828],[74397,237776],[74498,173181],[79248,125354],[79915,249300],[88809,262828],[89269,263776],[89370,196493],[92369,269358],[93637,271066],[94007,203496],[94557,150615],[99673,281892],[100298,152582],[101053,284550],[101154,215132],[109523,296072],[110791,297780],[111161,228344],[115098,304885],[115305,177847],[116649,306789],[116708,236629],[117747,180289],[123167,316752],[123627,317700],[123728,246591],[124703,319471],[128996,325297],[134478,331841],[136029,333745],[136088,262629],[140950,340967],[141009,209421],[141208,209620],[142673,271390],[142685,342834],[144189,344851],[148427,350492],[149695,352200],[150065,280804],[156339,361146],[162412,367681],[164135,298104],[164147,369548],[165651,371565],[169319,242729],[169643,243053],[169655,376754],[171495,307141],[172158,379221],[177640,385765],[179191,387669],[179250,316553],[182796,392770],[186472,396537],[192967,402754],[194807,334097],[195470,405221],[200498,277806],[200850,278158],[203289,413606],[209362,420141],[211085,352524],[211097,422008],[212601,424025],[218942,430653],[228137,438454],[233794,313718],[236570,446635],[243065,452852],[244905,388021],[245568,455319],[262570,469947],[271402,477603],[280597,485404],[298116,499065],[316494,513109],[352536,537969]
   ]
cell #643 :
  |C| = 455
  W-rep = phi[[3, 1, 1],[2]]+phi[[3, 1],[2, 1]]+phi[[1, 1, 1],[4]]+phi[[1, 1],[4, 1]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     35 tau_infinity subcells with 1 member(s)
     140 tau_infinity subcells with 2 member(s)
     35 tau_infinity subcells with 4 member(s)
  subcells = [
     [39986],[52183],[53496],[64309],[67928],[68270],[69861],[79684],[82445],[82787],[86961],[87349],[97388],[100788],[100861],[103955],[104343],[108959],[108973],[120967],[121040],[125029],[128432],[128446],[134006],[145697],[147560],[152194],[153999],[155867],[174802],[176856],[184068],[206294],[239169],
     [5595,86902],[7923,103896],[8818,161981],[8867,108985],[11855,127294],[12141,186041],[12190,128458],[13204,132470],[13479,134084],[17251,216540],[17552,102859],[17625,154725],[18051,155945],[19041,159086],[19376,160250],[23179,175632],[24278,46567],[24690,250722],[25226,127353],[25312,184846],[27017,131433],[27090,189407],[27391,86005],[27516,190627],[29855,198944],[31519,60733],[32144,206036],[32479,207200],[33978,61693],[34014,61358],[34516,216379],[35075,216967],[35120,154713],[37331,159145],[37417,221962],[37718,107609],[37791,107951],[40611,230884],[40946,232048],[41721,77302],[43034,78615],[43070,74506],[43729,174595],[43802,239505],[44103,120363],[44228,240725],[46202,79809],[46251,79383],[46259,79310],[47531,184494],[49387,254843],[50144,255949],[50189,189395],[50680,132529],[53532,89378],[54191,197907],[54264,265505],[54565,139743],[54690,266725],[55311,97634],[55653,97976],[56141,94015],[57244,99567],[57293,94692],[57301,94619],[58078,206095],[58164,274422],[58465,146513],[58538,146855],[61729,101162],[64913,220556],[64986,290389],[65826,221610],[66430,160238],[67682,114542],[68758,111169],[69910,111846],[69918,111773],[70695,230943],[70781,301136],[71082,167975],[71155,168317],[72089,121319],[72477,121707],[72698,116803],[73040,117145],[73048,115987],[75263,309873],[75308,239493],[75799,175691],[78651,123736],[79858,125489],[79866,125416],[81629,188174],[83492,254902],[83578,326516],[86609,140347],[86682,140420],[87570,136183],[87912,136525],[87920,135367],[90135,336829],[90180,265493],[90671,199003],[91805,147863],[91819,147877],[92576,142859],[95532,274070],[96136,207188],[98464,150073],[99616,150750],[99624,150677],[100869,152359],[103066,220763],[105075,362252],[105120,290377],[106793,167159],[108656,169022],[109730,164321],[112686,300784],[113290,232036],[114626,177168],[115437,171608],[121048,177021],[121928,179345],[122270,179687],[122278,178529],[126821,394902],[127552,255101],[129764,326164],[131640,198114],[133694,200168],[134817,194920],[148634,211271],[154246,359300],[154389,290053],[159344,231142],[177979,245018],[183935,323069],[189071,265169],
     [3711,10816,72030,121260],[6089,16168,140519,208931],[6138,16217,91831,147889],[6293,15273,92517,142800],[9022,20390,109671,164262],[9677,23454,114704,177246],[9887,22165,115449,171620],[9923,21830,115564,170456],[13689,28841,134829,194932],[13725,28506,134944,193768],[14908,31154,141369,202895],[14957,30728,141494,201675],[14965,30655,92671,141763],[16372,33493,148575,211212],[19412,38092,160365,223588],[20025,39621,162831,227743],[20074,39195,162956,226523],[20082,39122,109825,163225],[23664,45553,177991,245030],[23700,45218,178106,243866],[27565,51140,190752,257924],[27573,51067,132624,191021],[32515,58839,207315,276048],[33128,60368,209781,280203],[33177,59942,209906,278983],[33185,59869,148729,210175],[37799,66595,107959,160788],[40982,71456,232163,302762],[44277,76259,240850,311848],[44285,76186,175786,241119],[54739,91131,266850,338804],[54747,91058,199098,267119],[58546,96301,146863,207738],[71163,113455,168325,232586],[86690,133859,140428,200333]
   ]
cell #644 :
  |C| = 189
  W-rep = phi[[3],[3, 1]]+phi[[2],[4, 1]]
  special rep = phi[[3],[3, 1]] , dim = 105
  orbit = [6, 6, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     21 tau_infinity subcells with 1 member(s)
     84 tau_infinity subcells with 2 member(s)
  subcells = [
     [39988],[52185],[53484],[64311],[68010],[68258],[82527],[82775],[86857],[86976],[103851],[103970],[108900],[109067],[126563],[128373],[128540],[134008],[153940],[155869],[184070],
     [11215,79371],[15467,94680],[16800,100254],[16809,61360],[20584,111834],[21884,117133],[22433,117703],[22442,74508],[24280,46569],[24472,125477],[28560,136513],[29109,137083],[29118,89380],[30468,141164],[30546,142755],[30802,94017],[31521,60735],[33687,150738],[33966,61681],[34246,152538],[34255,101164],[38935,162626],[39013,164217],[39269,111171],[41503,169725],[41723,77304],[41756,171535],[41813,116885],[43022,78603],[45272,179675],[45821,180245],[45830,123738],[46316,181050],[48826,186686],[51965,193037],[52218,194847],[52275,136265],[55336,200890],[55393,97716],[55641,97964],[55683,142874],[55685,202819],[57358,203969],[59682,209576],[59760,211167],[60016,150075],[64091,219012],[67953,225738],[68300,164336],[68302,227667],[69975,228817],[71985,121215],[72104,121334],[72106,234168],[72511,171702],[73945,236784],[77084,243135],[77337,244945],[77394,179427],[79923,321723],[82470,253257],[86978,260168],[87383,195014],[88817,262784],[91746,147804],[91913,147971],[93797,271472],[97659,278198],[98006,211286],[98008,280127],[99681,281277],[103972,288788],[110951,298186],[114628,177170],[116828,307181],[121336,314092],[121741,245112],[123175,316708],[136208,334137],[142876,343208],[149855,352606],[164338,369922],[179370,388061],[211288,422382]
   ]
cell #645 :
  |C| = 455
  W-rep = phi[[3, 1, 1],[2]]+phi[[3, 1],[2, 1]]+phi[[1, 1, 1],[4]]+phi[[1, 1],[4, 1]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     35 tau_infinity subcells with 1 member(s)
     140 tau_infinity subcells with 2 member(s)
     35 tau_infinity subcells with 4 member(s)
  subcells = [
     [39987],[52184],[53495],[64310],[67929],[68269],[69852],[79685],[82446],[82786],[86960],[87340],[97389],[100789],[100860],[103954],[104334],[108950],[108972],[120968],[121039],[125028],[128423],[128445],[134005],[145698],[147559],[152182],[153990],[155866],[174801],[176844],[184067],[206282],[239157],
     [5596,86914],[7924,103908],[8866,108997],[11856,127306],[12189,128470],[13205,132482],[13470,134085],[17553,102860],[17624,154737],[18042,155946],[19042,159098],[19375,160262],[19707,161982],[23180,175644],[24279,46568],[24307,79311],[25225,127352],[25303,184847],[25794,186042],[27018,131434],[27089,189419],[27392,86006],[27507,190628],[29856,198956],[31520,60734],[31548,94620],[32145,206048],[32478,207212],[33977,61692],[34015,61359],[34749,216541],[34986,216968],[35108,154712],[37330,159144],[37408,221963],[37719,107610],[37790,107950],[40015,111774],[40612,230896],[40945,232060],[41722,77303],[42138,115988],[43033,78614],[43071,74507],[43730,174596],[43801,239517],[44104,120364],[44219,240726],[46193,79800],[46250,79382],[46596,125417],[47035,250723],[47432,184493],[49388,254855],[50055,255950],[50177,189394],[50679,132528],[52600,135368],[53533,89379],[54192,197908],[54263,265517],[54566,139744],[54681,266726],[55312,97635],[55652,97975],[56142,94016],[57235,99558],[57292,94691],[58077,206094],[58155,274423],[58466,146514],[58537,146854],[60762,150678],[61597,152360],[61730,101163],[62247,216378],[64914,220557],[64985,290401],[65727,221609],[66418,160237],[67683,114543],[68759,111170],[69909,111845],[70694,230942],[70772,301137],[71083,167976],[71154,168316],[72088,121318],[72468,121698],[72699,116804],[73039,117144],[75174,309874],[75296,239492],[75798,175690],[76799,177022],[77719,178530],[78652,123737],[79857,125488],[81630,188175],[83491,254901],[83569,326517],[86610,140348],[86681,140419],[87571,136184],[87911,136524],[90046,336830],[90168,265492],[90670,199002],[91796,147854],[91818,147876],[92575,142858],[95433,274069],[96124,207187],[98465,150074],[99615,150749],[103065,220762],[104986,362253],[105108,290376],[106794,167160],[108655,169021],[109729,164320],[112587,300783],[113278,232035],[114625,177167],[115436,171607],[121929,179346],[122269,179686],[126732,394903],[127540,255089],[129665,326163],[131639,198113],[133682,200156],[134816,194919],[148633,211270],[154147,359299],[154377,290041],[159332,231130],[177978,245017],[183923,323057],[189059,265157],
     [3712,10817,72042,121272],[6137,16216,91843,147901],[6294,15274,92529,142812],[6322,30656,55923,141764],[9023,20391,109683,164274],[9051,39123,68540,163226],[9668,23445,114705,177247],[9886,22164,115461,171632],[9924,21831,72723,170468],[13233,51068,85787,191022],[13688,28840,134841,194944],[13726,28507,87595,193780],[14590,32810,140520,208932],[14899,31145,141370,202896],[14956,30727,92593,201687],[16373,33494,148587,211224],[16401,59870,98246,210176],[19280,66596,67121,160789],[19413,38093,107634,223600],[20016,39612,162832,227744],[20073,39194,109747,226535],[23208,76187,120145,241120],[23663,45552,178003,245042],[23701,45219,121953,243878],[27564,51139,132546,257936],[29884,91059,139525,267120],[32383,96302,96827,207739],[32516,58840,146538,276060],[33119,60359,209782,280204],[33176,59941,148651,278995],[40850,113456,113981,232587],[40983,71457,168000,302774],[44276,76258,175708,311860],[51680,91671,133860,200334],[54738,91130,199020,338816]
   ]
cell #646 :
  |C| = 175
  W-rep = phi[[3, 1],[3]]+phi[[2, 1],[4]]
  special rep = phi[[3, 1],[3]] , dim = 105
  orbit = [6, 6, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [5601],[7929],[8856],[11861],[12179],[13210],[13436],[13469],[17614],[18008],[18041],[19047],[19365],[19706],[23185],[24881],[25080],[25793],[27079],[29861],[32150],[32468],[34625],[34748],[37185],[40617],[40935],[43791],[49393],[54253],[57932],[64975],[70549],[83346],[102261],
     [3717,10822],[3847,21836],[5731,28512],[6127,16206],[6299,15279],[6328,30717],[8699,38098],[9028,20396],[9057,39184],[9634,23411],[9667,23444],[9858,41792],[9876,22154],[10952,45224],[13239,51129],[13660,52254],[13678,28830],[14589,32809],[14718,55372],[14865,31111],[14898,31144],[16049,58845],[16378,33499],[16407,59931],[19347,66775],[19835,67989],[19982,39578],[20015,39611],[21166,71462],[21437,41593],[21636,42505],[23214,76248],[23635,77373],[23653,45542],[25922,82506],[26736,84151],[28113,52055],[28312,52967],[29890,91120],[30245,55495],[32450,96481],[32938,97695],[33085,60325],[33118,60358],[35717,103540],[35979,64181],[38712,68112],[40917,113635],[42634,116864],[43448,118509],[44825,77174],[45024,78086],[48603,82629],[53096,136244],[53910,137889],[56464,142444],[56726,93887],[59459,97818],[64632,157020],[69081,163906],[69343,111041],[73722,116987],[78215,179406],[86328,191702],[88594,136367],[98787,210856],[99049,149945],[120686,241800],[122952,179529],[140066,267800]
   ]
cell #647 :
  |C| = 70
  W-rep = phi[[2, 2],[3]]
  special rep = phi[[2, 2],[3]] , dim = 70
  orbit = [5, 5, 4]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     70 tau_infinity subcells with 1 member(s)
  subcells = [
     [6307],[9036],[9852],[13218],[13654],[14712],[14864],[16386],[19341],[19829],[19981],[21436],[23193],[23629],[25916],[26730],[27472],[28112],[29869],[32444],[32932],[33084],[35711],[35978],[36985],[40911],[42628],[43442],[44184],[44824],[48280],[49693],[53090],[53904],[54646],[56458],[56725],[57732],[63539],[64626],[69075],[69342],[70349],[73399],[74812],[78209],[83146],[86322],[88271],[89684],[93245],[98781],[99048],[104624],[108310],[110399],[120680],[122629],[127508],[133198],[140060],[147214],[149303],[159300],[168676],[176360],[199672],[206250],[231098],[255057]
   ]
cell #648 :
  |C| = 189
  W-rep = phi[[3],[3, 1]]+phi[[2],[4, 1]]
  special rep = phi[[3],[3, 1]] , dim = 105
  orbit = [6, 6, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     21 tau_infinity subcells with 1 member(s)
     84 tau_infinity subcells with 2 member(s)
  subcells = [
     [39989],[52186],[53492],[64312],[68011],[68266],[82528],[82783],[86865],[86977],[103859],[103971],[108901],[109066],[126571],[128374],[128539],[134007],[153941],[155868],[184069],
     [16810,61361],[22443,74509],[24281,46570],[24298,79379],[29119,89381],[30803,94018],[31522,60736],[31539,94688],[33974,61689],[33985,100334],[34256,101165],[39270,111172],[40006,111842],[41724,77305],[41814,116886],[42129,117141],[43030,78611],[43041,117783],[45831,123739],[46587,125485],[52276,136266],[52591,136521],[53503,137163],[55394,97717],[55649,97972],[55660,141244],[55684,142875],[55762,142763],[60017,150076],[60753,150746],[61700,152618],[68277,162706],[68301,164337],[68379,164225],[71993,121223],[72105,121335],[72183,169733],[72510,171701],[72532,171536],[77395,179428],[77710,179683],[78622,180325],[79390,181701],[82794,186766],[87055,193045],[87382,195013],[87404,194848],[91747,147805],[91912,147970],[91934,200891],[92391,202818],[94699,204620],[97983,209656],[98007,211287],[98085,211175],[104049,219020],[109088,225739],[109545,227666],[111853,229468],[114627,177169],[114818,234167],[117152,236864],[121413,243143],[121740,245111],[121762,244946],[125496,249336],[128561,253258],[134198,260167],[136532,262864],[142953,271480],[147992,278199],[148449,280126],[150757,281928],[156059,288787],[164415,298194],[171723,307182],[177360,314091],[179694,316788],[195035,334138],[203009,343207],[211365,352614],[227857,369921],[245133,388062],[280317,422381]
   ]
cell #649 :
  |C| = 455
  W-rep = phi[[3, 1, 1],[2]]+phi[[3, 1],[2, 1]]+phi[[1, 1, 1],[4]]+phi[[1, 1],[4, 1]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     35 tau_infinity subcells with 1 member(s)
     140 tau_infinity subcells with 2 member(s)
     35 tau_infinity subcells with 4 member(s)
  subcells = [
     [69860],[69870],[87348],[87358],[89247],[104342],[104352],[108958],[109063],[109501],[125124],[128431],[128536],[128974],[133996],[134182],[147655],[152230],[152337],[153998],[155857],[156043],[162084],[176892],[176999],[182133],[184058],[186144],[206330],[208612],[214351],[239832],[242250],[274756],[310013],
     [8817,161973],[12140,186033],[13478,192643],[13488,134125],[17250,216532],[18050,218618],[18060,155986],[19769,162095],[24689,250642],[25311,251632],[25321,184887],[25856,186155],[27515,257600],[27525,190668],[34504,216289],[35074,286989],[35156,154803],[35263,217340],[37416,291824],[37426,222003],[37961,223271],[44227,311524],[44237,240766],[46201,79808],[46211,79818],[46258,124574],[47519,251389],[47637,184944],[50143,327677],[50225,189485],[50332,256322],[50775,132926],[54689,338480],[54699,266766],[57243,99566],[57253,99576],[57300,144060],[58163,346244],[58173,274463],[58708,275731],[61227,101031],[61282,100496],[62905,217329],[65814,291581],[65932,222060],[66466,160328],[66573,160766],[69917,165522],[70780,372958],[70790,301177],[71325,302445],[72476,121706],[72486,121716],[73047,170750],[74375,123605],[74430,117945],[75262,381601],[75344,239583],[75451,310246],[75894,176088],[79288,124681],[79865,182667],[83577,397969],[83587,326557],[84601,256311],[85233,190725],[87919,194062],[89302,137325],[90134,407601],[90216,265583],[90323,337202],[90766,199400],[91804,147862],[91909,147967],[92347,148405],[92973,143256],[94597,144167],[95520,346001],[95638,274520],[96172,207278],[96279,207716],[99623,212472],[100868,214551],[101086,152780],[105074,431764],[105156,290467],[105263,362625],[107035,223260],[108751,169117],[110127,164718],[111751,165629],[112674,372715],[112792,301234],[113326,232126],[113433,232564],[114616,177158],[114802,177344],[115527,171698],[115965,172136],[118959,310235],[119591,240823],[121047,242450],[122277,244160],[123660,180487],[125394,182774],[126820,461744],[127588,255137],[129752,397726],[129870,326614],[133730,200204],[133837,200311],[134907,195010],[135345,195448],[138339,337191],[138971,266823],[140622,209034],[141467,202993],[145939,275720],[149031,211668],[150655,212579],[154234,429307],[155052,290716],[157470,362614],[159380,231178],[161662,233460],[162929,227841],[167401,302434],[170128,236242],[178069,245108],[178507,245546],[183836,395042],[185180,326850],[189734,265832],[192152,268250],[193440,262242],[209879,280301],[217107,362392],[222296,301470],[243538,316166],[256089,336969],
     [6088,16167,140511,208923],[9676,23453,169331,242741],[9686,23463,114745,177287],[14652,32872,140633,209045],[14907,31153,201351,271078],[14917,31163,141410,202936],[14964,55903,92670,201753],[20024,39620,226199,297792],[20034,39630,162872,227784],[20081,68520,109824,226601],[21699,42568,170139,236253],[21754,42033,115552,234985],[27572,85767,132623,258002],[28375,53030,193451,262253],[28430,52495,134932,260985],[30633,56010,141483,269800],[33127,60367,278659,352212],[33137,60377,209822,280244],[33184,98226,148728,279061],[37798,107235,107958,223882],[38016,67016,160353,293450],[39100,68627,162945,296514],[44284,120125,175785,311926],[45087,78149,243549,316177],[45142,77614,178094,314909],[51045,85874,190741,329475],[54746,139505,199097,338882],[58545,146139,146862,276342],[58763,96722,207303,347870],[59847,98333,209895,350934],[71162,167601,168324,303056],[71380,113876,232151,374584],[76164,120232,240839,383399],[86689,140427,192352,268450],[91036,139612,266839,409399]
   ]
cell #650 :
  |C| = 189
  W-rep = phi[[3],[3, 1]]+phi[[2],[4, 1]]
  special rep = phi[[3],[3, 1]] , dim = 105
  orbit = [6, 6, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     21 tau_infinity subcells with 1 member(s)
     84 tau_infinity subcells with 2 member(s)
  subcells = [
     [53502],[68276],[69862],[82793],[87054],[87350],[104048],[104344],[108960],[109076],[128433],[128549],[134017],[134188],[154000],[155878],[156049],[161990],[184079],[186050],[216549],
     [16811,100488],[22444,117937],[24282,124494],[24297,79389],[29120,137317],[30804,143248],[31523,143980],[31538,94698],[33984,61699],[34257,152772],[39271,164710],[39990,165442],[40005,111852],[41725,169984],[41815,171595],[42128,117151],[43040,78621],[45832,180479],[46203,79810],[46571,182587],[46586,125495],[52187,193296],[52277,194907],[52590,136531],[55395,200950],[55659,97982],[55696,202828],[55761,142952],[57245,99568],[60018,211660],[60737,212392],[60752,150756],[61362,213900],[64313,219271],[68012,225798],[68313,227676],[68378,164414],[72117,234177],[72182,121412],[72478,121708],[72520,171711],[72521,236148],[74510,238063],[77306,243394],[77396,245005],[77709,179693],[82529,253317],[86989,260177],[87392,195023],[87393,262148],[89382,264063],[91806,147864],[91922,147980],[91923,269009],[92381,202999],[94019,271731],[97718,278258],[98019,280136],[98084,211364],[101166,284837],[103983,288797],[109077,295723],[109535,227847],[111173,298445],[114637,177179],[114808,177350],[116887,307241],[121347,314101],[121750,245121],[121751,316072],[123740,317987],[128550,324948],[136267,334197],[140528,208940],[142887,343217],[147981,350143],[148439,280307],[150077,352865],[164349,369931],[171712,378872],[179429,388121],[195024,404872],[211299,422391],[245122,454970]
   ]
cell #651 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[3]]+phi[[2, 1],[3, 1]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [34007],[43063],[46216],[53525],[56134],[57258],[61229],[61287],[61722],[68751],[69875],[72491],[72604],[74377],[74435],[78644],[79290],[79823],[87363],[87476],[89249],[89307],[92006],[92349],[92401],[92978],[94599],[98457],[99581],[100501],[101033],[101091],[104357],[109160],[109503],[109555],[110132],[111753],[114804],[114828],[115967],[117950],[121721],[121834],[123607],[123665],[124683],[125129],[125396],[128633],[128976],[134184],[134208],[135347],[137330],[141469],[143261],[144169],[147660],[148064],[148407],[148459],[149036],[150657],[151698],[152339],[152785],[156045],[156069],[162931],[164723],[165631],[171795],[172138],[173034],[177001],[177346],[177370],[178509],[180492],[182135],[182776],[195107],[195450],[196346],[202004],[202995],[203019],[208614],[209881],[211673],[212581],[214985],[226852],[227843],[227867],[239834],[245205],[245548],[246444],[248685],[277541],[279312],[280303],[280327],
     [3788,115333],[5672,134713],[6167,140719],[8896,162181],[9691,169348],[9916,170225],[10893,177875],[12219,186241],[13493,192660],[13718,193537],[14654,140643],[14922,201368],[16246,209131],[18065,218635],[19405,223357],[19771,162105],[20039,226216],[21701,170149],[21759,115624],[22194,236339],[23468,242758],[23693,243635],[25326,251649],[25858,186165],[27530,257617],[28377,193461],[28435,135004],[28870,262339],[30635,141493],[31168,271095],[32508,275817],[32874,209055],[33142,278676],[35265,217350],[37431,291841],[37963,223281],[38021,160425],[39102,162955],[39635,297809],[40975,302531],[42038,305573],[42570,236263],[44242,311541],[45089,243559],[45147,178166],[45582,316263],[47639,184946],[50334,256332],[50780,132931],[51047,190751],[52500,332529],[53032,262263],[54704,338497],[56012,269810],[58178,346261],[58710,275741],[58768,207375],[59849,209905],[60382,352229],[65934,222062],[66575,160768],[67021,365394],[68629,296524],[70795,372975],[71327,302455],[71385,232223],[72758,235044],[75453,310256],[75899,176093],[76166,240849],[77619,386453],[78151,316187],[83592,397986],[85235,190727],[85876,329485],[87630,261044],[90325,337212],[90771,199405],[91038,266849],[95640,274522],[96281,207718],[96727,417854],[98335,350944],[105265,362635],[107669,293509],[108756,169122],[112794,301236],[113435,232566],[113881,442702],[119593,240825],[120234,383409],[121988,314968],[129872,326616],[132113,258253],[133839,200313],[138973,266825],[139614,409409],[146573,347929],[155054,290718],[161664,233462],[168035,374643],[175275,312177],[189736,265834],[198587,339133],[225081,304255]
   ]
cell #652 :
  |C| = 105
  W-rep = phi[[3, 2],[2]]
  special rep = phi[[3, 2],[2]] , dim = 105
  orbit = [6, 4, 4]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [4736],[5454],[7532],[8478],[8645],[10675],[11479],[11655],[12712],[12813],[13163],[14477],[15828],[15995],[17136],[17924],[18665],[18735],[18841],[20945],[21112],[22687],[22788],[23138],[25611],[25681],[26392],[26562],[26601],[29363],[29464],[29814],[31027],[31768],[31838],[31944],[35543],[35582],[36370],[36471],[39494],[40235],[40305],[40411],[42323],[42393],[43274],[43313],[47332],[49011],[49081],[49187],[51439],[52785],[52855],[53736],[53775],[56290],[56329],[60241],[62572],[63232],[64458],[64497],[67306],[67376],[68907],[68946],[76558],[77904],[77974],[80429],[81499],[81538],[84928],[86154],[86193],[91430],[97012],[97082],[98613],[98652],[102548],[106663],[106702],[114166],[114236],[119286],[120512],[120551],[131122],[138666],[139892],[139931],[145567],[145606],[157797],[167029],[167068],[174284],[188044],[188083],[197596],[220245],[251255]
   ]
cell #653 :
  |C| = 105
  W-rep = phi[[3, 2],[2]]
  special rep = phi[[3, 2],[2]] , dim = 105
  orbit = [6, 4, 4]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [11840],[13171],[13189],[17420],[18743],[19026],[19333],[23146],[23164],[24768],[25039],[25689],[26633],[26722],[26885],[29822],[29840],[31846],[32129],[32436],[34584],[35614],[35703],[36873],[37144],[40313],[40596],[40903],[42401],[43345],[43434],[43597],[48168],[49089],[49372],[49653],[52863],[53807],[53896],[54059],[56361],[56450],[57620],[57891],[63499],[64529],[64618],[64781],[67384],[68978],[69067],[70237],[70508],[73287],[74772],[77982],[80877],[81570],[83034],[83305],[86225],[86314],[88159],[89644],[93205],[97090],[98684],[98773],[102220],[102996],[104584],[106734],[108198],[110359],[114244],[120583],[120672],[122517],[126237],[127468],[131570],[133158],[139963],[140052],[145638],[147102],[149263],[154469],[159260],[167100],[168564],[174732],[176320],[188115],[189151],[198044],[199632],[206210],[220693],[231058],[239249],[255017],[265249],[290133],[323149]
   ]
cell #654 :
  |C| = 105
  W-rep = phi[[3, 2],[2]]
  special rep = phi[[3, 2],[2]] , dim = 105
  orbit = [6, 4, 4]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [11889],[13322],[17433],[19075],[19501],[23297],[24781],[25041],[26771],[26898],[27678],[29973],[32178],[32604],[34586],[35752],[36886],[37030],[37146],[40645],[41071],[43483],[43610],[44390],[48181],[48325],[49421],[49613],[49655],[53945],[54072],[54852],[56499],[57633],[57777],[57893],[63459],[63501],[64667],[64794],[69116],[70250],[70394],[70510],[73300],[73444],[74732],[74774],[80890],[83047],[83191],[83307],[86363],[88172],[88316],[89604],[89646],[93165],[93207],[98822],[102222],[103009],[104544],[104586],[108211],[108355],[110319],[110361],[120721],[122530],[122674],[126239],[127428],[127470],[131583],[133118],[133160],[140101],[147115],[147259],[149223],[149265],[154471],[159220],[159262],[168577],[168721],[174745],[176280],[176322],[189153],[198057],[199592],[199634],[206170],[206212],[220706],[231018],[231060],[239251],[254977],[255019],[265251],[290135],[323151]
   ]
cell #655 :
  |C| = 70
  W-rep = phi[[2, 2],[3]]
  special rep = phi[[2, 2],[3]] , dim = 70
  orbit = [5, 5, 4]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     70 tau_infinity subcells with 1 member(s)
  subcells = [
     [3829],[5713],[6263],[8681],[8992],[9732],[9839],[10934],[13174],[13534],[13641],[14699],[16031],[16342],[18106],[18746],[19328],[19816],[21148],[23149],[23509],[23616],[25692],[25903],[26717],[29825],[31209],[31849],[32431],[32919],[35698],[36796],[39676],[40316],[40898],[42404],[42615],[43429],[48091],[49092],[52866],[53077],[53891],[56445],[57543],[60423],[64613],[67387],[69062],[70160],[73210],[77985],[78196],[82957],[86309],[88082],[97093],[98768],[102919],[108121],[114247],[120667],[122440],[131493],[140047],[147025],[168487],[174655],[197967],[220616]
   ]
cell #656 :
  |C| = 154
  W-rep = phi[[4, 1, 1],[1]]+phi[[4, 1],[1, 1]]
  special rep = phi[[4, 1],[1, 1]] , dim = 84
  orbit = [8, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     14 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [46491],[59253],[61547],[76749],[79602],[95937],[97306],[100756],[119315],[120935],[145136],[145665],[174193],[205596],
     [7622,63124],[11409,126325],[11773,81373],[12903,84820],[13128,51219],[16976,216188],[17078,153739],[17480,102422],[17520,102769],[18959,106537],[19230,66873],[22878,119178],[23103,76338],[24649,183842],[25139,126893],[26945,130996],[26985,131343],[27309,85640],[29554,138558],[29779,91210],[32062,145441],[32333,96579],[35034,154296],[36561,157689],[37244,158685],[37686,107519],[38506,71870],[40529,166903],[40800,113733],[43657,174158],[43697,174505],[44021,119998],[47936,130169],[49305,187918],[50103,188978],[51630,91621],[54119,197470],[54159,197817],[54483,139378],[57991,205635],[58433,146423],[63261,157826],[64841,220119],[64881,220466],[66231,113091],[67600,114460],[70608,230483],[71050,167885],[75222,239076],[80937,251129],[81068,187613],[81597,188142],[83405,254442],[84957,138695],[86577,140315],[90094,265076],[101908,216833],[102320,286738],[102457,220154],[105034,289960],[106232,166598],[106761,167127],[126360,251164],[126780,322976],[126854,254403],[131031,197505],[153588,358911],[153700,286699],[158646,230444],[183687,322587]
   ]
cell #657 :
  |C| = 189
  W-rep = phi[[3],[3, 1]]+phi[[2],[4, 1]]
  special rep = phi[[3],[3, 1]] , dim = 105
  orbit = [6, 6, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     21 tau_infinity subcells with 1 member(s)
     84 tau_infinity subcells with 2 member(s)
  subcells = [
     [14074],[19955],[20566],[26042],[28087],[28277],[35953],[36143],[38608],[38624],[48499],[48515],[51749],[51808],[62474],[63875],[63934],[67764],[80684],[82281],[102036],
     [7168,16917],[10272,24049],[11197,24454],[11216,24333],[14838,33058],[15449,33669],[15468,31574],[16807,34050],[20585,40041],[21411,44799],[21601,44989],[21885,42754],[22440,43106],[24250,46178],[24473,46622],[28561,53216],[29116,53568],[30141,59355],[30157,59371],[30610,56700],[30800,56890],[31491,57220],[33688,60788],[34253,61765],[39077,69317],[39267,69507],[39958,69837],[41287,76868],[41346,76927],[41693,72453],[41811,73618],[41827,73634],[45273,78335],[45828,78687],[46539,79785],[52155,87325],[52273,88490],[52289,88506],[55147,97470],[55391,92180],[55707,93581],[55766,93640],[59824,99023],[60014,99213],[60705,99543],[61065,100075],[64281,104319],[68008,109334],[68324,110735],[68383,110794],[72128,115042],[72534,116639],[74213,117524],[77274,121683],[77392,122848],[77408,122864],[82525,128807],[87000,134422],[87406,136019],[89085,136904],[91936,140940],[93987,143223],[97714,148238],[98030,149639],[98089,149698],[103994,156283],[109090,162402],[111141,164685],[116883,171969],[121358,177584],[121764,179181],[123443,180066],[128563,186462],[136263,195281],[142898,203233],[147994,209352],[150045,211635],[153153,215646],[164360,228081],[171725,236560],[179425,245379],[195037,262560],[211310,280541],[245135,316484]
   ]
cell #658 :
  |C| = 98
  W-rep = phi[[4, 1],[1, 1]]+phi[[],[5, 2]]
  special rep = phi[[4, 1],[1, 1]] , dim = 84
  orbit = [8, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     70 tau_infinity subcells with 1 member(s)
     14 tau_infinity subcells with 2 member(s)
  subcells = [
     [51201],[63121],[66870],[76320],[80410],[81384],[84817],[85651],[91192],[96576],[101609],[101753],[102529],[102782],[106548],[107532],[111907],[113730],[119175],[120009],[126171],[127001],[131103],[131356],[137179],[138555],[139389],[145452],[146436],[154403],[157686],[158793],[162722],[165406],[166914],[167898],[174265],[174518],[186782],[187929],[189085],[193260],[196209],[197577],[197830],[205743],[219235],[220226],[220479],[225392],[226015],[230591],[239183],[251236],[252911],[253534],[254550],[259837],[265183],[286593],[286846],[288457],[290067],[295352],[322873],[323083],[324577],[358926],[359099],[394573],
     [79444,125550],[94753,150811],[100350,152634],[117799,180341],[124458,182551],[141260,209672],[143944,212356],[151561,214848],[169948,243358],[172897,246307],[200544,277852],[201167,278475],[233837,313761],[268638,349772]
   ]
cell #659 :
  |C| = 553
  W-rep = phi[[3, 2, 1],[1]]+phi[[3, 1, 1],[2]]+phi[[3, 2],[1, 1]]+phi[[3, 1],[2, 1]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     91 tau_infinity subcells with 4 member(s)
  subcells = [
     [78985],[79503],[79588],[94294],[97207],[97292],[100003],[100639],[111448],[116558],[117452],[118645],[119301],[120818],[124102],[135938],[136832],[142580],[143588],[144611],[144928],[145122],[150352],[164042],[165050],[171072],[171389],[173630],[174111],[179100],[179994],[183184],[194384],[194701],[202324],[205020],[210992],[212000],[214680],[215574],[227172],[235554],[242579],[244482],[244799],[249830],[261554],[279632],[315478],
     [34188,284277],[43332,173606],[44648,313582],[46457,320078],[46484,248822],[56348,202300],[56420,142463],[57603,205057],[57889,205599],[59219,349303],[59246,277678],[61459,283960],[61522,356166],[63247,157812],[67501,114361],[67586,114446],[68965,227148],[69037,163925],[73270,235591],[73347,171213],[74770,238483],[75591,382219],[76661,313265],[76724,384786],[81054,187599],[84287,138025],[84943,138681],[86284,191721],[86460,140198],[88142,261591],[88219,194525],[93203,270380],[93305,202466],[95335,346640],[95912,416667],[98671,279608],[98743,210875],[101894,216819],[102375,220072],[103676,157156],[105707,166073],[106024,166390],[106218,166584],[107364,161359],[108258,224345],[110357,297094],[110459,227314],[118822,449064],[120642,241819],[122500,315515],[122577,244623],[126278,251082],[127910,187088],[128227,187405],[130468,196942],[130949,197423],[133258,258715],[140022,267819],[146268,208309],[147162,276805],[149261,351514],[149363,279774],[155374,219591],[158070,229868],[167730,233157],[168624,303519],[176420,312639],[185456,253827],[192481,268579],[199732,339595],
     [4711,47803,127142,251919],[7597,63061,154510,287429],[8453,66098,158934,292111],[8618,38147,160019,224521],[11674,81030,184569,323272],[11759,81363,127466,323654],[12878,84757,189192,328117],[13094,51022,190056,258573],[13121,51212,132250,191838],[15803,95804,205884,346531],[15968,58894,206969,276981],[17155,101870,153623,286320],[17403,102412,154467,359521],[18860,106194,221685,363718],[18945,106527,159258,364100],[19142,66794,159702,224204],[19205,66810,222572,294019],[20920,112958,230732,373245],[21085,71511,231817,303695],[22853,119115,239290,382041],[23069,76141,240154,312497],[23096,76331,175412,241936],[24751,126235,126315,322635],[25037,83303,126857,254406],[26367,130036,254691,398256],[26620,53794,130444,196918],[26692,84170,131236,256596],[26868,130986,189149,398999],[27210,85571,86212,258549],[27295,85630,133156,330055],[27936,55110,259658,340538],[29529,138495,265290,408041],[29745,91013,266154,339453],[29772,91203,198724,267936],[31963,145098,274145,416178],[32048,145431,206208,416560],[32245,96500,206652,276664],[32308,96516,275032,348439],[34582,102218,153703,286702],[35403,105403,287607,432382],[35601,64516,155350,219567],[35673,102662,103559,217614],[36536,157626,290174,432204],[36856,70220,158107,229905],[36933,105848,106721,292087],[37142,70506,158649,230447],[37569,107445,108181,294056],[38472,71836,294883,376017],[38499,71863,225218,304392],[40430,166560,300859,441026],[40515,166893,231056,441408],[40712,113654,231500,303378],[40775,113670,301746,375153],[43404,118528,174398,310520],[43580,174148,239247,449097],[43922,119929,120570,312473],[44007,119988,176318,383979],[47911,130144,323761,464434],[48151,83017,185493,253864],[48228,81557,128051,251895],[49206,187575,326239,463945],[49291,187908,255015,464327],[49651,89642,188385,264483],[49753,130610,131553,328154],[50472,90463,328295,408219],[51542,91533,259341,340221],[51605,91596,330862,410786],[53866,137908,197710,337476],[54042,197460,265247,472409],[54384,139309,139950,339429],[54469,139368,199630,409979],[57680,144752,145625,346507],[58316,146349,147085,348476],[62591,216795,359375,491867],[62768,157333,359488,493712],[63497,104582,217920,289367],[63599,102979,155516,287466],[64588,157039,220359,362899],[64764,220109,290131,493745],[65629,112489,292220,373354],[66206,113066,364207,441515],[70297,166214,167087,373221],[70933,167811,168547,375190],[74872,173772,174715,382078],[80543,184343,394674,519214],[80860,251119,323147,519247],[82200,129567,252028,398365],[83094,187229,188102,398232],[84464,138202,398966,472376],[89744,197084,198027,408078],[104684,219733,220676,432241]
   ]
cell #660 :
  |C| = 70
  W-rep = phi[[2, 2],[3]]
  special rep = phi[[2, 2],[3]] , dim = 70
  orbit = [5, 5, 4]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     70 tau_infinity subcells with 1 member(s)
  subcells = [
     [6306],[9035],[9851],[13217],[13653],[14711],[14855],[16385],[19340],[19828],[19972],[21427],[23192],[23628],[25915],[26729],[27463],[28103],[29868],[32443],[32931],[33075],[35710],[35969],[36976],[40910],[42627],[43441],[44175],[44815],[48271],[49604],[53089],[53903],[54637],[56457],[56716],[57723],[63450],[64625],[69074],[69333],[70340],[73390],[74723],[78208],[83137],[86321],[88262],[89595],[93156],[98780],[99039],[104535],[108301],[110310],[120679],[122620],[127419],[133109],[140059],[147205],[149214],[159211],[168667],[176271],[199583],[206161],[231009],[254968]
   ]
cell #661 :
  |C| = 105
  W-rep = phi[[3, 2],[2]]
  special rep = phi[[3, 2],[2]] , dim = 105
  orbit = [6, 4, 4]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [17646],[19498],[19516],[25084],[26768],[27111],[27683],[32601],[32619],[34629],[34945],[35749],[36883],[37035],[37189],[41068],[41086],[43480],[43823],[44395],[46994],[48178],[48330],[49698],[50014],[53942],[54285],[54857],[56496],[57630],[57782],[57936],[63544],[64664],[65007],[65289],[69113],[70247],[70399],[70553],[73297],[73449],[74817],[75133],[81860],[83044],[83196],[83350],[86360],[88169],[88321],[89689],[90005],[93250],[94995],[98819],[102265],[103006],[104629],[104945],[108208],[108360],[110404],[112149],[116218],[120718],[122527],[122679],[126691],[127513],[129227],[131580],[133203],[135598],[140098],[147112],[147264],[149308],[153666],[154923],[159305],[161019],[168574],[168726],[174742],[176365],[178760],[184612],[189605],[198054],[199677],[206255],[207969],[220703],[221728],[231103],[232817],[239703],[255062],[265703],[274188],[290587],[300902],[326282],[359418]
   ]
cell #662 :
  |C| = 70
  W-rep = phi[[2, 2],[3]]
  special rep = phi[[2, 2],[3]] , dim = 70
  orbit = [5, 5, 4]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     70 tau_infinity subcells with 1 member(s)
  subcells = [
     [14978],[20095],[21652],[27586],[28328],[30261],[30489],[33198],[37914],[38728],[38956],[41446],[44298],[45040],[48619],[49833],[50901],[51908],[54760],[58661],[59475],[59703],[63679],[64034],[65463],[71278],[73738],[74952],[76020],[77027],[82034],[83862],[88610],[89824],[90892],[93385],[93740],[95169],[103251],[104764],[110539],[110894],[112323],[116392],[118220],[122968],[129401],[133338],[135772],[137600],[142155],[149443],[149798],[156731],[161193],[163617],[176500],[178934],[185012],[191413],[199812],[208143],[210567],[222128],[232991],[241511],[267511],[274588],[301302],[326682]
   ]
cell #663 :
  |C| = 189
  W-rep = phi[[3],[3, 1]]+phi[[2],[4, 1]]
  special rep = phi[[3],[3, 1]] , dim = 105
  orbit = [6, 6, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     21 tau_infinity subcells with 1 member(s)
     84 tau_infinity subcells with 2 member(s)
  subcells = [
     [20575],[28286],[29096],[36152],[38752],[38922],[48643],[48813],[51800],[51901],[63926],[64027],[67785],[67931],[80735],[82302],[82448],[86800],[102057],[103794],[126506],
     [7174,34059],[10278,43115],[11206,24463],[11211,46303],[14080,53577],[15054,56899],[15458,33678],[15463,57345],[16775,61190],[16787,34233],[16923,61774],[20171,69516],[20580,69962],[21610,44998],[21676,73762],[21880,73932],[22408,74338],[22420,45808],[24055,78696],[24468,79910],[28352,88634],[28556,88804],[29084,89210],[30285,59499],[30443,92310],[30455,59669],[30482,93733],[30542,93632],[33274,99222],[33683,99668],[34221,100994],[38910,109464],[38949,110887],[39009,110786],[41338,76919],[41439,77020],[41499,115093],[41734,116806],[41755,116660],[45064,122992],[45268,123162],[45796,123568],[46081,124192],[48801,128937],[51961,134473],[52196,136186],[52217,136040],[55168,97491],[55314,97637],[55335,140961],[55686,142698],[57123,143678],[59657,148368],[59696,149791],[59756,149690],[64087,156334],[67952,162423],[68303,164160],[69740,165140],[71928,121158],[72107,169668],[73920,172099],[77080,177635],[77315,179348],[77336,179202],[82469,186483],[86979,192980],[88792,195411],[93793,203284],[97658,209373],[98009,211110],[99446,212090],[103973,218955],[110947,228132],[116827,236581],[121337,243078],[123150,245509],[125794,249920],[136207,262581],[142877,271415],[149851,280592],[164339,298129],[179369,316505],[211289,352549]
   ]
cell #664 :
  |C| = 70
  W-rep = phi[[2, 2],[3]]
  special rep = phi[[2, 2],[3]] , dim = 70
  orbit = [5, 5, 4]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     70 tau_infinity subcells with 1 member(s)
  subcells = [
     [31014],[39481],[42193],[51426],[52655],[55448],[56171],[60228],[67176],[68065],[68788],[72204],[76545],[77774],[82582],[84227],[86035],[87076],[91417],[96882],[97771],[98494],[103616],[104070],[105924],[114036],[116940],[118585],[120393],[121434],[128127],[130344],[136320],[137965],[139773],[142520],[142974],[144828],[155250],[157096],[163982],[164436],[166290],[171289],[173506],[179482],[187305],[191778],[194601],[196818],[202200],[210932],[211386],[219467],[224421],[227048],[241876],[244699],[251795],[258449],[267876],[276881],[279508],[291987],[303595],[312373],[339329],[346407],[373121],[398132]
   ]
cell #665 :
  |C| = 427
  W-rep = phi[[3, 1],[2, 1]]+phi[[3],[2, 2]]+phi[[1, 1],[4, 1]]+phi[[1],[4, 2]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     91 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     49 tau_infinity subcells with 4 member(s)
  subcells = [
     [85972],[86913],[102854],[103907],[107604],[107908],[108871],[108998],[120330],[127305],[127346],[128344],[128471],[131428],[132481],[132522],[134095],[139710],[146508],[146812],[153644],[153911],[154722],[154738],[155956],[159097],[159138],[160247],[160263],[165727],[167970],[168274],[174590],[175643],[175684],[183787],[184590],[184857],[189404],[189420],[190638],[196281],[196585],[197902],[198955],[198996],[206047],[206088],[207197],[207213],[217058],[220551],[221706],[221973],[226087],[229226],[230895],[230936],[232045],[232061],[239502],[239518],[240736],[253606],[254854],[254895],[256040],[260536],[263731],[265502],[265518],[266736],[274166],[274433],[289156],[290386],[290402],[296027],[300880],[301147],[309964],[325252],[326260],[326527],[331494],[336920],[359396],[360799],[362343],[394794],[394993],
     [39953,229185],[39971,299347],[52150,260495],[52168,332063],[53453,263747],[55919,141758],[64276,289115],[64294,361368],[67096,160729],[67826,367405],[67923,295599],[68227,296043],[68536,163220],[72041,121271],[72722,170467],[82343,396261],[82440,324824],[82744,325268],[85783,191016],[86784,402489],[86954,331645],[87594,193779],[91717,147775],[91844,147902],[92528,142811],[92594,201688],[96802,207679],[98242,210170],[102098,429121],[103778,430388],[103948,360950],[107633,223599],[108982,367480],[109682,164273],[109748,226536],[113956,232527],[114715,177257],[115462,171633],[120141,241114],[121952,243877],[124779,182872],[126490,461559],[128455,396336],[132547,257937],[134842,194945],[137405,264213],[139521,267114],[141380,202906],[144265,212677],[146537,276059],[148586,211223],[148652,278996],[151633,214920],[151937,215224],[162842,227754],[167999,302773],[172969,246379],[173273,246683],[175709,311861],[178004,245043],[181459,249094],[199021,338817],[201239,278547],[204378,281686],[209792,280214],[213568,284505],[234536,314460],[237731,317655],[269313,350447],[304538,385418],
     [24163,78926,124590,248000],[24245,46534,181418,249053],[24263,46552,247622,320660],[31404,94235,144076,273011],[31486,60700,204337,281645],[31504,60718,272633,353767],[33820,61060,151662,283355],[33935,61650,213584,284521],[39871,111389,165538,299725],[41688,77269,234495,314419],[41706,77287,305107,385987],[42113,115928,170766,307530],[42876,74208,172998,308778],[42991,78572,237747,317671],[45998,79015,181484,319442],[52575,135308,194078,334486],[53338,89080,196310,335734],[55209,97532,340691,419865],[55306,97629,268885,350019],[55610,97933,269329,350463],[56108,93982,201968,343535],[57040,94324,204403,344822],[60618,150293,212488,354145],[68725,111136,226816,370249],[69657,111478,229251,371536],[71912,121142,376489,452587],[72082,121312,304689,385569],[72693,116798,234638,378748],[72997,117102,235261,379192],[77694,178470,244176,388410],[78457,123438,246408,389658],[80059,182683,183125,321038],[87565,136178,260638,404748],[87869,136482,261261,405192],[91828,147886,340766,419940],[92569,142852,269470,413410],[98431,150040,279276,422709],[99363,150382,281711,423996],[100576,152860,214050,284987],[101339,153148,214949,357193],[109723,164314,296184,438258],[115446,171617,305202,446434],[118025,180567,238213,318137],[121923,179340,314562,454846],[122227,179644,315185,455290],[125711,183214,249119,392741],[134826,194929,332158,469746],[148627,211264,350604,485208],[177988,245027,386082,512908]
   ]
cell #666 :
  |C| = 154
  W-rep = phi[[4, 1, 1],[1]]+phi[[4, 1],[1, 1]]
  special rep = phi[[4, 1],[1, 1]] , dim = 84
  orbit = [8, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     14 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [79712],[97416],[100795],[120974],[125002],[145704],[147533],[152189],[174775],[176851],[205690],[206289],[239164],[274030],
     [17559,103018],[24676,183916],[25199,127461],[27024,131592],[27419,86421],[34391,286230],[34511,216391],[35061,154370],[35115,154904],[37304,159253],[37725,108220],[43736,174754],[44131,120779],[46892,250692],[47526,184506],[50130,189052],[50184,189586],[50653,133151],[54198,198066],[54593,140159],[58051,206203],[58472,147124],[62792,216937],[64920,220715],[65821,221622],[66425,161000],[67710,114570],[70668,231051],[71089,168586],[75249,239150],[75303,239684],[75772,176313],[81636,188181],[83465,255010],[84488,255919],[86616,140354],[90121,265150],[90175,265684],[90644,199625],[95527,274082],[96131,207950],[103039,220736],[105061,290034],[105115,290568],[106800,167166],[108629,168995],[112681,300796],[113285,232798],[118846,309843],[126807,323050],[126948,254497],[127547,255096],[129759,326176],[131613,198087],[133689,200163],[138226,336799],[153794,286793],[154241,359312],[154384,290048],[157357,362222],[158740,230538],[159339,231137],[183930,323064],[184367,394872],[184454,326124],[189066,265164],[216243,428950],[216339,359260],[221570,300744],[250565,394582]
   ]
cell #667 :
  |C| = 455
  W-rep = phi[[3, 1, 1],[2]]+phi[[3, 1],[2, 1]]+phi[[1, 1, 1],[4]]+phi[[1, 1],[4, 1]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     35 tau_infinity subcells with 1 member(s)
     140 tau_infinity subcells with 2 member(s)
     35 tau_infinity subcells with 4 member(s)
  subcells = [
     [69877],[79679],[87365],[89254],[97383],[100729],[100854],[104359],[109162],[109508],[111680],[120908],[121033],[124959],[128635],[128981],[134284],[134654],[145018],[147490],[152110],[156145],[156515],[162062],[162180],[174073],[176772],[186122],[186240],[192567],[205524],[216621],[218542],[238370],[250897],
     [13495,134232],[18067,156093],[19698,225320],[19776,162202],[24306,124644],[25328,185694],[25785,252839],[25863,186262],[27386,86000],[27532,132378],[28039,192738],[31547,144130],[34009,100503],[34740,286521],[35226,155588],[35270,218147],[35905,218713],[37433,158308],[37659,107517],[37784,107944],[37968,160155],[40014,165592],[42137,171479],[43065,117952],[44098,120358],[44244,175540],[46218,79825],[46244,124688],[46595,182737],[46939,322750],[47716,185746],[47755,252413],[50295,130682],[50339,188612],[50610,132430],[50974,190523],[52599,194791],[53527,137332],[54560,139738],[54706,198852],[56136,143263],[57260,99583],[57286,144174],[58180,205258],[58406,146421],[58531,146848],[58715,207105],[60761,212542],[61234,101038],[61596,214621],[61724,152787],[62155,286457],[62839,287648],[62985,218125],[66011,158360],[66050,221158],[66346,160133],[67677,114537],[68753,164725],[69903,165636],[70797,230106],[71023,167883],[71148,168310],[71332,231953],[72493,121723],[72606,171797],[73033,172143],[74382,123612],[75414,173844],[75458,238710],[75729,175592],[76093,240621],[76798,242520],[77718,244889],[78646,180494],[79217,125323],[79851,182781],[81121,252075],[83594,254065],[84535,255183],[84681,188590],[86550,140288],[86675,140413],[87478,195109],[87905,195455],[90286,197156],[90330,264710],[90601,198904],[90965,266621],[92008,148066],[92354,148412],[92477,203095],[94526,150584],[95717,205310],[95756,273618],[96052,207083],[98459,211675],[99609,212586],[105226,219805],[105270,289594],[106114,166480],[106285,220820],[108586,168952],[109631,227943],[112871,230158],[112910,300332],[113206,231931],[114904,177446],[115274,177816],[115332,236338],[118893,309107],[119039,238688],[121836,245207],[122263,245553],[128317,187495],[129949,254117],[129988,325712],[130911,197385],[133610,200084],[134712,262338],[138273,336063],[138419,264688],[140600,209012],[140718,209130],[145189,273280],[148535,280403],[155817,220034],[157404,361486],[157550,289572],[158574,230372],[166651,299994],[169255,242665],[177874,316262],[184414,394822],[185960,254331],[187666,325374],[188272,264370],[216886,359210],[217807,289254],[250862,322970],
     [6321,55922,55973,202538],[9050,68539,68590,227386],[9693,23470,114852,177394],[9918,42040,72711,235792],[13232,85786,85837,258787],[13720,52502,87583,261792],[14581,32801,200472,277780],[14659,32879,140740,209152],[14924,31170,92425,203043],[14950,56017,92581,270607],[16400,98245,98296,279846],[19279,67120,107305,224611],[19407,67023,107622,294257],[20041,39637,109579,227891],[20067,68634,109735,297321],[21363,44751,169426,242836],[21706,42575,115354,236360],[23207,120144,120195,312711],[23695,77621,121941,315716],[27558,85881,132534,330282],[28382,53037,134734,262360],[29883,139524,139575,339667],[30562,56652,141265,271173],[32382,96826,146209,277071],[32510,96729,146526,348677],[33144,60384,148483,280351],[33170,98340,148639,351741],[39029,69269,162727,297887],[40849,113980,167671,303785],[40977,113883,167988,375391],[44270,120239,175696,384206],[45094,78156,177896,316284],[51679,91670,192422,268520],[54732,139619,199008,410206],[59776,98975,209677,352307]
   ]
cell #668 :
  |C| = 553
  W-rep = phi[[3, 2, 1],[1]]+phi[[3, 1, 1],[2]]+phi[[3, 2],[1, 1]]+phi[[3, 1],[2, 1]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     91 tau_infinity subcells with 4 member(s)
  subcells = [
     [124129],[124867],[124984],[143615],[147398],[147515],[151169],[152037],[165077],[171416],[172505],[173981],[174757],[176699],[180937],[194728],[195817],[202675],[203856],[205099],[205451],[205672],[212027],[227523],[228704],[235633],[235985],[238556],[239086],[244826],[245915],[249857],[261633],[261985],[270453],[273428],[279983],[281164],[284304],[285393],[297167],[306147],[313609],[315557],[315909],[321610],[333103],[351587],[387027],
     [61613,356597],[74797,238553],[76815,385217],[79629,391779],[79700,320429],[93230,270450],[93332,202625],[95013,273482],[95407,274033],[97333,419298],[97404,349654],[100666,356245],[100753,426009],[103021,220718],[108494,168860],[108611,168977],[110384,297164],[110486,227473],[116236,306201],[116334,235895],[118275,309248],[119342,449618],[120845,384865],[120932,451984],[126930,254479],[130819,197293],[131595,198069],[133285,258874],[133537,200011],[135616,333157],[135714,261895],[142210,342209],[142330,270715],[144955,416746],[145662,480290],[149288,351584],[149390,279933],[153776,286775],[154306,289970],[155725,219942],[158149,229947],[158501,230299],[158722,230520],[160046,224548],[161135,294360],[163672,368923],[163792,297429],[174190,508120],[176447,312798],[178778,387081],[178876,315819],[183852,322986],[185535,253906],[185887,254258],[188458,264556],[188988,265086],[191588,330390],[199759,339754],[206996,277008],[208085,348780],[210622,421383],[210742,351849],[217993,289440],[220968,300142],[231844,303722],[232933,375494],[241686,384314],[252223,325522],[259685,340565],[267686,410314],
     [11800,81584,184722,323727],[17517,102955,217123,359872],[18986,106748,221838,364173],[19296,67462,223003,294450],[25064,126927,251370,395109],[25181,127451,185067,395415],[26982,131529,256105,399350],[27336,86239,256975,330128],[27407,86409,190407,258924],[32089,145652,274298,416633],[32399,97168,275463,348870],[34609,153773,216270,358957],[34963,154360,217081,429398],[37169,158719,291562,432939],[37286,159243,222183,433245],[37596,108056,222651,294098],[37683,108157,292415,365968],[40556,167114,301012,441481],[40866,114322,302177,375584],[43694,174691,310029,449448],[44048,120597,310899,384052],[44119,120767,240505,312848],[47012,183810,183906,394613],[47406,129639,184457,326127],[49332,188129,326392,464400],[49678,89669,188455,264553],[49780,130769,189271,328196],[50032,189042,256063,464978],[50518,132995,133183,330125],[50635,133141,191468,401105],[51696,91687,331293,411217],[54156,198003,336985,472760],[54510,139977,337855,410052],[54581,140147,266505,339804],[57916,205669,345982,479889],[58033,206193,274643,480195],[58343,146960,275111,348518],[58430,147061,346835,418428],[62221,154121,216342,359263],[63288,157853,360042,494266],[63524,104609,217990,289437],[63626,154589,155675,287508],[64878,220652,362408,494096],[65307,112167,221022,300196],[65405,158411,159285,364170],[65701,112561,221573,300747],[66273,160834,161037,366022],[67627,114487,366838,444146],[67698,114558,295234,376368],[70533,230517,372696,501351],[70650,231041,301357,501657],[70960,168422,301825,375232],[71047,168523,373549,443276],[74899,173931,239369,382120],[75151,239140,309987,508140],[75637,176157,176345,384049],[75754,176303,241566,451203],[81594,188139,395510,521238],[81878,129245,252277,325576],[81976,127493,185797,323724],[83330,254476,397707,520837],[83447,255000,326737,521143],[83917,137655,255324,336204],[84037,188720,189623,399404],[84984,138722,399520,472930],[86487,140225,330941,410865],[86574,140312,401886,475296],[89771,197243,265369,408120],[90023,265140,336943,527520],[90509,199469,199657,410049],[90626,199615,267566,474515],[95111,205361,206235,416630],[95979,207784,207987,418482],[102245,286772,429288,543664],[102454,220151,429378,544949],[103306,156786,287789,361627],[103426,154941,218255,359926],[104711,219892,290253,432283],[104963,290024,362366,544969],[106051,166417,364286,441594],[106758,167124,433340,501752],[112265,230209,231083,441478],[113133,232632,232835,443330],[118395,238818,239721,449502],[126357,251161,461515,564959],[126709,323040,395016,564979],[128254,187432,323840,464513],[129343,254168,255042,464397],[131028,197502,464958,527500],[137775,264818,265721,472814],[156906,289702,290605,494150]
   ]
cell #669 :
  |C| = 553
  W-rep = phi[[3, 2, 1],[1]]+phi[[3, 1, 1],[2]]+phi[[3, 2],[1, 1]]+phi[[3, 1],[2, 1]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     91 tau_infinity subcells with 4 member(s)
  subcells = [
     [247138],[248270],[248439],[272149],[277126],[277295],[282457],[283688],[298863],[306627],[307880],[309676],[310531],[312993],[318529],[333583],[334836],[342637],[343909],[345373],[345709],[345942],[353283],[369351],[370623],[377984],[378320],[381010],[381518],[387507],[388760],[393475],[403984],[404320],[412696],[415573],[421811],[423083],[426489],[427742],[437544],[445803],[452464],[454082],[454418],[460199],[469115],[484494],[512277],
     [145055,345897],[152437,489100],[173563,380965],[173581,309306],[177099,510961],[182152,516286],[182360,458927],[202257,412651],[202275,342267],[202422,270763],[205035,345355],[208631,535759],[208839,482987],[214203,488764],[214330,540851],[217625,362910],[224666,303840],[224835,304009],[227105,437499],[227123,368981],[227270,297477],[235569,377966],[235683,306480],[239851,556278],[242102,510625],[242229,557845],[251330,397667],[255752,336632],[256607,337487],[258671,330438],[259069,339949],[261569,403966],[261683,333436],[270502,342523],[273908,533924],[274735,575543],[279565,484449],[279583,421441],[279730,351897],[286398,429248],[286906,431681],[288217,362055],[290953,372087],[291289,372423],[291522,372656],[292895,366448],[294148,366301],[297216,369237],[309912,591699],[312595,384362],[315493,454064],[315607,387360],[322667,461661],[324060,397098],[324396,397434],[327086,407010],[327594,407518],[330177,401419],[339551,410362],[347315,418908],[348568,418761],[351636,421697],[360236,431173],[363113,440421],[374029,443756],[375282,443609],[384101,451517],[395705,463340],[402366,475776],[410101,474829],
     [47656,127525,323350,462098],[62884,154913,359553,492098],[65951,159317,363796,494930],[66673,108408,364842,435264],[80987,187532,251285,397622],[81005,184515,323238,519290],[81174,185054,251852,462053],[84580,189595,399031,521808],[85252,133215,399714,466753],[85460,133423,328905,401533],[95657,206267,416256,533834],[96379,147312,417302,482214],[101827,216752,286353,429203],[101845,216400,286286,491634],[102390,216988,287018,491918],[106151,166517,291477,372611],[106169,221631,363684,545638],[106338,222170,292044,494885],[106887,160882,364506,434928],[107014,161009,433535,496172],[112811,231115,441104,550988],[113533,168774,442150,503676],[118938,239693,449129,556166],[119610,176377,449812,509915],[119818,176585,382829,451631],[126293,250671,250743,461481],[129889,255074,464023,566297],[130401,196875,327041,406965],[130419,196893,255382,336262],[130566,188768,327796,465306],[130964,255970,327706,521628],[131698,191286,258524,401163],[131867,191455,258506,466708],[133937,200411,467799,530341],[138318,265693,472441,571038],[138990,199689,473124,529295],[139198,199897,408829,474943],[145073,274091,416144,575344],[145242,274630,346464,533789],[145791,207832,416966,481878],[145918,207959,480485,535076],[155071,290735,492210,584298],[155307,219524,360191,431128],[155325,219542,287847,361685],[155472,218303,287108,429726],[157449,290577,493777,584186],[158085,229883,290935,372069],[158199,221301,292062,433303],[159430,223932,294034,434910],[161681,233479,496855,552913],[161889,233687,436037,504449],[166535,300805,440992,587961],[166704,301344,373178,550943],[167253,232680,441814,503340],[167380,232807,501947,552230],[173728,238866,381720,508468],[174126,309894,381630,555986],[174860,241384,312448,451261],[175029,241553,312430,509870],[185159,326829,519489,599202],[185471,253842,324042,397080],[185585,251870,252556,395473],[187550,326185,463911,599003],[187719,326724,398189,566252],[188507,255638,328132,465288],[189753,265851,521920,571150],[192004,268102,467463,530005],[192131,268229,523487,572717],[197040,264866,407720,527848],[197438,336850,407630,570858],[198172,267384,339404,474573],[198341,267553,339386,529250],[205149,273761,346482,480253],[206380,276392,348454,481860],[216770,359321,491833,610772],[217006,362291,543698,611217],[218042,287444,288103,429708],[219689,289750,431883,545297],[220087,362273,431793,584006],[221448,300622,495020,551078],[222275,301449,545837,588160],[229997,300475,373196,501715],[231228,303106,375168,503322],[238605,309562,382056,508450],[250761,394941,519070,620597],[251097,394923,461773,598392],[252703,326002,462188,566387],[253956,325855,398207,521201],[255988,336868,566580,602161],[264605,336518,408056,527830],[289489,361941,432219,545279]
   ]
cell #670 :
  |C| = 553
  W-rep = phi[[3, 2, 1],[1]]+phi[[3, 1, 1],[2]]+phi[[3, 2],[1, 1]]+phi[[3, 1],[2, 1]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     91 tau_infinity subcells with 4 member(s)
  subcells = [
     [247889],[248376],[248451],[272900],[277232],[277307],[283249],[283796],[299614],[306719],[308672],[309782],[310543],[313101],[319337],[320927],[333675],[335628],[342743],[344717],[345384],[345817],[345954],[354034],[356534],[357087],[369457],[371431],[377995],[378428],[381022],[381519],[385154],[387599],[389552],[392636],[403995],[404428],[412708],[415574],[421917],[423891],[437556],[445804],[454093],[454526],[469116],[484506],[512278],
     [95406,416085],[118199,381007],[118274,448556],[141647,342593],[142134,412693],[142209,476867],[144447,415601],[152396,426336],[163109,369307],[163596,437541],[163671,498329],[170361,378222],[170908,445831],[177058,452311],[182147,458551],[182315,392048],[190905,401489],[193673,404222],[194220,469143],[201583,412914],[208626,482611],[208794,419567],[210059,421767],[210546,484491],[210621,537233],[214295,426070],[214341,488707],[217637,362922],[222940,366540],[223493,435166],[224772,303946],[224847,304021],[226431,437762],[239846,508542],[241003,451587],[242194,452045],[242240,510568],[243771,454320],[244318,512305],[251342,397679],[255858,336738],[256619,337499],[257832,466971],[259177,340057],[267003,474899],[274000,480351],[274746,533867],[275400,419000],[275953,482116],[278891,484712],[286410,429260],[286907,431682],[288323,362161],[290964,372098],[291397,372531],[291534,372668],[302114,443848],[302667,503578],[309923,555992],[311756,510133],[322668,461662],[324071,397109],[324504,397542],[327098,407022],[327595,407519],[331230,411154],[338712,529513],[360248,431185],[363114,440422],[395706,463341],
     [47405,129638,323179,463852],[47651,185145,251494,462110],[62145,216263,286395,491635],[62220,154120,358980,491774],[62895,217530,287051,492099],[65700,112560,363625,440933],[65946,222261,291686,494942],[66632,161396,292742,435372],[80379,183809,322695,519065],[81111,251327,251363,519291],[81186,185066,251831,519430],[83841,137579,327083,407007],[83916,137654,398458,471868],[84591,256512,327739,521809],[85247,191546,328529,466765],[85415,191881,257244,401639],[95652,274721,346106,533846],[96338,208346,347162,482322],[102498,217080,286934,543693],[102743,217184,288173,429737],[103230,156710,360233,431170],[103305,156785,429917,493204],[105543,165909,363141,440449],[106275,291519,291555,545639],[106350,222182,292023,545778],[106979,224002,292476,434939],[107025,224120,364449,496173],[112806,301435,372820,551000],[113492,233194,373876,503784],[118949,310436,381663,556167],[119605,241644,382453,509927],[119773,241979,311168,451737],[127199,184991,324298,462095],[127746,186924,395733,463368],[129884,326815,397831,566309],[131072,256062,327622,566575],[131317,255708,256166,465317],[131804,191392,258312,466750],[131879,191467,258485,522914],[133896,200370,402213,475623],[138329,337392,407663,571039],[138985,267644,408453,529307],[139153,267979,338124,475049],[145179,345939,345975,575345],[145254,274642,346443,575484],[145883,276462,346896,481889],[145929,276580,416909,535077],[154633,217450,360454,492126],[155066,290730,429800,545371],[157460,362815,431826,584187],[158991,222107,291191,494927],[159538,224040,293826,496200],[161676,233474,435661,504073],[161844,233642,367107,444415],[166641,372653,372689,587962],[166716,301356,373157,588101],[167345,303176,373610,503351],[167391,303294,441757,552231],[174234,309986,381546,591694],[174479,309632,310090,508479],[174966,241490,312236,509912],[175041,241565,312409,557272],[185170,326840,462131,566330],[187656,397664,397700,599004],[187731,326736,398168,599143],[189315,256432,327304,521836],[189748,265846,465380,527922],[192096,268194,401947,475357],[192142,268240,467406,529948],[197546,336942,407546,602156],[197791,336588,337046,527859],[198278,267490,339192,529292],[198353,267565,339365,572144],[205941,274567,345611,533831],[206488,276500,348246,535104],[216876,429245,429281,610773],[217017,362302,491924,584012],[220195,362365,431709,611212],[220440,362011,362469,545308],[221540,300714,433401,501813],[222286,301460,494963,551021],[230789,301281,372325,550985],[231336,303214,374960,552258],[239413,310356,381228,556194],[250772,394952,461487,598398],[251205,395015,461689,620592],[252795,326094,395571,521299],[254748,326661,397336,566294],[255999,336879,521634,570864],[265413,337312,407228,571066],[290297,362735,431391,584214]
   ]
cell #671 :
  |C| = 70
  W-rep = phi[[2, 2],[3]]
  special rep = phi[[2, 2],[3]] , dim = 70
  orbit = [5, 5, 4]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     70 tau_infinity subcells with 1 member(s)
  subcells = [
     [56435],[69052],[73120],[86299],[87992],[92070],[93038],[98758],[108031],[109224],[110192],[114951],[120657],[122350],[128697],[130744],[132991],[134331],[140037],[146935],[148128],[149096],[155650],[156192],[158407],[168397],[171859],[173906],[176153],[177493],[185793],[188451],[195171],[197218],[199465],[202600],[203142],[205357],[217986],[219867],[227448],[227990],[230205],[235891],[238549],[245269],[254164],[258849],[261891],[264549],[270446],[279908],[280450],[289433],[294356],[297160],[312773],[315815],[323720],[330121],[339729],[348776],[351580],[364166],[375490],[384045],[410045],[416626],[441474],[464393]
   ]
cell #672 :
  |C| = 70
  W-rep = phi[[2, 2],[3]]
  special rep = phi[[2, 2],[3]] , dim = 70
  orbit = [5, 5, 4]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     70 tau_infinity subcells with 1 member(s)
  subcells = [
     [93415],[110569],[116071],[133368],[135451],[140886],[142027],[149473],[160872],[162348],[163489],[169568],[176530],[178613],[186408],[188758],[191285],[192880],[199842],[207822],[209298],[210439],[218293],[218855],[221300],[232670],[236506],[238856],[241383],[242978],[252555],[255381],[262506],[264856],[267383],[270753],[271315],[273760],[287846],[289740],[297467],[298029],[300474],[306479],[309305],[316430],[325854],[330428],[333435],[336261],[342266],[351887],[352449],[361684],[366300],[368980],[384352],[387359],[395472],[401162],[410352],[418760],[421440],[433302],[443608],[451260],[474572],[480252],[501714],[521200]
   ]
cell #673 :
  |C| = 70
  W-rep = phi[[2, 2],[3]]
  special rep = phi[[2, 2],[3]] , dim = 70
  orbit = [5, 5, 4]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     70 tau_infinity subcells with 1 member(s)
  subcells = [
     [142473],[163935],[170837],[191731],[194149],[200812],[202060],[210885],[223969],[225660],[226908],[234068],[241829],[244247],[253179],[255675],[258309],[260068],[267829],[276429],[278120],[279368],[288140],[288688],[291188],[303143],[307103],[309599],[312233],[313992],[324295],[327080],[334059],[336555],[339189],[342560],[343108],[345608],[360230],[361978],[369274],[369822],[372322],[378219],[381004],[387983],[397333],[401456],[404219],[407004],[412690],[421734],[422282],[431167],[435163],[437538],[451554],[454317],[462092],[466747],[474866],[482113],[484488],[494924],[503575],[509909],[529289],[533828],[550982],[566291]
   ]
cell #674 :
  |C| = 70
  W-rep = phi[[2, 2],[3]]
  special rep = phi[[2, 2],[3]] , dim = 70
  orbit = [5, 5, 4]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     70 tau_infinity subcells with 1 member(s)
  subcells = [
     [202544],[227392],[235395],[258793],[261395],[268942],[270203],[279852],[293860],[295656],[296917],[304722],[312717],[315319],[324881],[327338],[329878],[331678],[339673],[348280],[350076],[351337],[360488],[360983],[363352],[374994],[378805],[381262],[383802],[385602],[395944],[398487],[404805],[407262],[409802],[412948],[413443],[415812],[429946],[431425],[437796],[438291],[440660],[446042],[448585],[454903],[463579],[467005],[469354],[471897],[476896],[484746],[485241],[493233],[496411],[498358],[510167],[512516],[519459],[522943],[529547],[535315],[537262],[545807],[552469],[557301],[572173],[575513],[588130],[599172]
   ]
cell #675 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[3]]+phi[[2, 1],[3, 1]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [16816],[22449],[24294],[29125],[30809],[31535],[33945],[33999],[34262],[39276],[40002],[42125],[43001],[43055],[45837],[46163],[46493],[46583],[52587],[53463],[53517],[55620],[55758],[56126],[57205],[59255],[60023],[60749],[61584],[61660],[61714],[68237],[68375],[68743],[69822],[72179],[72438],[72596],[76786],[77706],[78582],[78636],[79025],[79516],[79770],[82754],[87051],[87310],[87468],[91998],[92399],[94334],[97220],[97943],[98081],[98449],[99528],[100016],[100060],[104045],[104304],[109152],[109553],[111488],[114826],[117112],[117465],[117509],[118658],[121409],[121668],[121826],[128625],[134206],[136492],[136845],[136889],[142593],[142949],[143208],[148056],[148457],[150392],[156067],[164055],[164411],[164670],[171787],[177368],[179654],[180007],[180051],[183224],[195099],[203017],[211005],[211361],[211620],[215587],[215631],[227865],[245197],[248835],[277691],[280325],
     [3840,41955],[5724,52417],[6309,55859],[8692,66938],[9038,68476],[9854,72555],[9908,72701],[10945,77536],[13130,51221],[13220,85723],[13656,87427],[13710,87573],[14714,91957],[14869,92415],[16042,96644],[16388,98182],[19267,67108],[19343,107466],[19397,107612],[19831,109111],[19986,109569],[21159,113798],[21441,114842],[21628,115335],[23105,76340],[23195,120081],[23631,121785],[23685,121931],[25918,128584],[26732,130631],[27223,85622],[27477,132368],[28117,134222],[28304,134715],[29781,91212],[29871,139461],[30237,140721],[32370,96814],[32446,146370],[32500,146516],[32934,148015],[33089,148473],[35713,155537],[35983,156083],[36946,105899],[36990,158298],[38508,71872],[38704,162183],[40837,113968],[40913,167832],[40967,167978],[42630,171746],[43444,173793],[43935,119980],[44189,175530],[44829,177384],[45016,177877],[48241,128102],[48285,185684],[48595,186243],[51667,91658],[53092,195058],[53906,197105],[54397,139360],[54651,198842],[56460,202487],[56730,203033],[57693,144803],[57737,205248],[59451,209133],[64628,219754],[67514,114374],[69077,227335],[69347,227881],[70310,166265],[70354,230096],[73360,171264],[73404,235782],[73714,236341],[78211,245156],[83107,187280],[83151,254055],[84300,138038],[86324,258736],[88232,194576],[88276,261782],[88586,262341],[98783,279795],[99053,280341],[103689,157169],[108271,224396],[108315,294247],[120682,312660],[122590,244674],[122634,315706],[122944,316265],[132263,191851],[140062,339616],[147175,276856],[147219,348667],[168637,303570],[168681,375381],[175425,241949],[198737,267949],[225231,304405]
   ]
cell #676 :
  |C| = 154
  W-rep = phi[[4, 1, 1],[1]]+phi[[4, 1],[1, 1]]
  special rep = phi[[4, 1],[1, 1]] , dim = 84
  orbit = [8, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     14 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [34189],[44649],[46458],[59220],[61530],[75592],[76732],[79596],[95920],[97300],[118830],[119309],[145130],[174103],
     [4712,47804],[7314,101871],[7605,63062],[8454,66099],[8619,38148],[11403,126314],[11736,81031],[11767,81362],[12886,84758],[13095,51023],[15804,95805],[15969,58895],[17048,153695],[17474,102411],[18922,106195],[18953,106526],[19213,66811],[20921,112959],[21086,71512],[22861,119116],[23070,76142],[24569,183682],[25109,126849],[26368,130037],[26939,130985],[27303,85629],[27937,55111],[29537,138496],[29746,91014],[32025,145099],[32056,145430],[32316,96517],[35404,105404],[36544,157627],[37214,158641],[38473,71837],[40492,166561],[40523,166892],[40783,113671],[43651,174147],[44015,119987],[47919,130152],[49268,187576],[49299,187907],[50473,90464],[51613,91604],[54113,197459],[54477,139367],[57961,205591],[62653,216796],[62776,157341],[63255,157820],[64835,220108],[66214,113074],[67594,114454],[70578,230439],[80551,184351],[80931,251118],[81062,187607],[83375,254398],[84472,138210],[84951,138689],[101902,216827],[102290,286694],[102367,220064],[106226,166592],[126143,322582],[126270,251074],[130941,197415],[153528,286258]
   ]
cell #677 :
  |C| = 154
  W-rep = phi[[4, 1, 1],[1]]+phi[[4, 1],[1, 1]]
  special rep = phi[[4, 1],[1, 1]] , dim = 84
  orbit = [8, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     14 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [61614],[76816],[79630],[97334],[100763],[119343],[120942],[124994],[145672],[147525],[174200],[174767],[205682],[239080],
     [11801,81585],[17085,153774],[17527,102956],[18987,106749],[19297,67463],[24668,183905],[25146,126928],[25191,127450],[26992,131530],[27337,86240],[32090,145653],[32400,97169],[34478,216336],[35053,154359],[37251,158720],[37296,159242],[37693,108158],[40557,167115],[40867,114323],[43704,174692],[44049,120598],[46800,250562],[47493,184451],[49333,188130],[50122,189041],[50645,133140],[51697,91688],[54166,198004],[54511,139978],[57998,205670],[58043,206192],[58440,147062],[63289,157854],[64888,220653],[65788,221567],[67628,114488],[70615,230518],[70660,231040],[71057,168524],[75241,239139],[75764,176302],[81604,188149],[83412,254477],[83457,254999],[84985,138723],[86584,140322],[90113,265139],[90636,199614],[95494,274027],[102327,286773],[102464,220161],[103031,220728],[105053,290023],[106768,167134],[108621,168987],[112648,300741],[126367,251171],[126799,323039],[126940,254489],[129726,326121],[131038,197512],[131605,198079],[153786,286785],[154208,359257],[154300,289964],[158732,230530],[183730,394579],[183846,322980],[188982,265080],[216192,358915]
   ]
cell #678 :
  |C| = 455
  W-rep = phi[[3, 1, 1],[2]]+phi[[3, 1],[2, 1]]+phi[[1, 1, 1],[4]]+phi[[1, 1],[4, 1]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     35 tau_infinity subcells with 1 member(s)
     140 tau_infinity subcells with 2 member(s)
     35 tau_infinity subcells with 4 member(s)
  subcells = [
     [53505],[61590],[68279],[69873],[76792],[79576],[79675],[82796],[87057],[87361],[89230],[97280],[97379],[100725],[104051],[104355],[109158],[109484],[118718],[120904],[124914],[128631],[128957],[134069],[134196],[145014],[147445],[155930],[156057],[161998],[174028],[184131],[186058],[204887],[216557],
     [8876,109112],[12199,128585],[13491,134221],[16817,100464],[17634,155538],[18063,156082],[19273,67114],[19385,107467],[19752,162173],[22450,117913],[24300,79392],[25289,128108],[25324,185683],[25839,186233],[27099,130632],[27283,85628],[27382,85996],[27528,132367],[27976,192560],[29126,137293],[30810,142653],[31541,94701],[32376,96820],[32488,146371],[33987,61702],[34005,100499],[34263,152748],[35222,155584],[35246,218118],[35842,218535],[37394,105905],[37429,158297],[37655,107513],[37944,160126],[39277,164115],[40008,111855],[40843,113974],[40955,167833],[42131,117154],[43043,78624],[43061,117948],[43811,173794],[43995,119986],[44094,120354],[44240,175529],[45838,180455],[46214,79821],[46494,182345],[46589,125498],[47178,250890],[47453,252068],[47671,185658],[50291,130678],[50315,188583],[50565,132342],[51673,91664],[52593,136534],[53523,137328],[54273,197106],[54457,139366],[54556,139734],[54702,198841],[55662,97985],[55764,142955],[56132,143259],[57256,99579],[58141,144809],[58176,205247],[58402,146417],[58691,207076],[59256,208824],[60024,211065],[60755,150759],[61210,101014],[61720,152783],[62268,286450],[62726,217764],[64995,219755],[65748,220813],[65966,158272],[67574,114434],[67673,114533],[68381,164417],[68749,164721],[70758,166271],[70793,230095],[71019,167879],[71308,231924],[72185,121415],[72489,121719],[72602,171793],[74358,123588],[75410,173840],[75434,238681],[75684,175504],[77712,179696],[78642,180490],[80501,250819],[83555,187286],[83590,254054],[84360,138098],[84422,188229],[86546,140284],[87474,195105],[90282,197152],[90306,264681],[90556,198816],[92004,148062],[92330,148388],[92389,203007],[95454,273273],[95672,205222],[98087,211367],[98455,211671],[103749,157229],[105222,219801],[105246,289565],[106110,166476],[108541,168907],[109543,227855],[112608,299987],[112826,230070],[114689,177231],[114816,177358],[118780,238327],[121832,245203],[128313,187491],[129686,325367],[129904,254029],[130866,197340],[138160,264327],[140536,208948],[148447,280315],[154168,359203],[155772,219989],[157291,289211],[157937,229735],[184301,322927],[185323,253694],[216508,286676],
     [3841,41956,42001,171270],[5725,52418,52463,194582],[6147,16226,91958,148016],[6315,30737,55860,202488],[8693,66939,66984,224402],[9044,39204,68477,227336],[9689,23466,114841,177383],[9896,22174,72556,171747],[9914,42036,72700,235781],[10946,77537,77582,244680],[13131,51222,85445,191911],[13226,51149,85724,258737],[13698,28850,87428,195059],[13716,52498,87572,261781],[14635,32855,140711,209123],[14920,31166,92414,203032],[16043,96645,96690,276862],[16394,59951,98183,279796],[19403,67019,107611,294246],[20037,39633,109568,227880],[21160,113799,113844,303576],[21300,44688,169248,242658],[21682,42551,115325,236331],[23106,76341,119803,242009],[23201,76268,120082,312661],[23673,45562,121786,245157],[23691,77617,121930,315705],[28358,53013,134705,262331],[29782,91213,139183,268009],[29877,91140,139462,339617],[32506,96725,146515,348666],[33140,60380,148472,280340],[38509,71873,161874,233672],[40973,113879,167977,375380],[45070,78132,177867,316255]
   ]
cell #679 :
  |C| = 455
  W-rep = phi[[3, 1, 1],[2]]+phi[[3, 1],[2, 1]]+phi[[1, 1, 1],[4]]+phi[[1, 1],[4, 1]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     35 tau_infinity subcells with 1 member(s)
     140 tau_infinity subcells with 2 member(s)
     35 tau_infinity subcells with 4 member(s)
  subcells = [
     [53464],[61585],[68238],[69821],[76787],[79517],[79668],[82755],[87052],[87309],[89165],[97221],[97372],[100655],[104046],[104303],[109151],[109419],[118659],[120834],[124830],[128624],[128892],[134058],[134195],[144944],[147361],[155919],[156056],[161997],[173944],[184120],[186057],[204875],[216556],
     [16818,100017],[19268,67109],[19344,107478],[19832,109123],[22451,117466],[24295,79026],[25919,128596],[26733,130643],[27224,85623],[27375,85989],[27476,132379],[28116,134233],[29127,136846],[30811,142594],[31536,94335],[32371,96815],[32447,146382],[33946,61661],[33998,100059],[34264,215588],[35714,155549],[35982,156094],[36947,105900],[36989,158309],[37585,107506],[37879,160127],[38693,162174],[39278,164056],[40003,111489],[40838,113969],[40914,167844],[42126,117113],[43002,78583],[43054,117508],[43445,173805],[43936,119981],[44087,120347],[44188,175541],[45839,180008],[46162,79769],[46495,248836],[46584,183225],[48242,128103],[48284,185695],[48584,186234],[49769,130671],[49798,188584],[50481,132341],[51668,91659],[51755,192561],[52588,136493],[53516,136888],[53907,197117],[54398,139361],[54549,139727],[54650,198853],[55621,97944],[55759,142950],[56125,143207],[57204,99527],[57694,144804],[57736,205259],[58332,146410],[58626,207077],[59257,277692],[60025,211006],[60750,150393],[61145,100949],[61713,215630],[63615,155577],[63644,218119],[63881,218536],[64629,219766],[65131,220814],[65368,158271],[67515,114375],[67666,114526],[68376,164412],[68742,164669],[70311,166266],[70353,230107],[70949,167872],[71243,231925],[72180,121410],[72437,121667],[72595,171786],[74293,123523],[74888,173833],[74917,238682],[75600,175503],[77707,179655],[78635,180050],[80690,250891],[81702,252069],[81939,185657],[83108,187281],[83150,254066],[83744,188228],[84301,138039],[86476,140214],[87467,195098],[89760,197145],[89789,264682],[90472,198815],[91997,148055],[92265,148323],[92388,203006],[94837,273274],[95074,205221],[98082,211362],[98448,211619],[101971,286451],[103133,217763],[103690,157170],[104700,219794],[104729,289566],[106040,166406],[108457,168823],[109542,227854],[111991,299988],[112228,230069],[114678,177220],[114815,177357],[118102,238326],[121825,245196],[126416,250818],[128243,187421],[129069,325368],[129306,254028],[130782,197256],[137482,264326],[140535,208947],[148446,280314],[154065,359204],[155688,219905],[156613,289210],[157925,229723],[184194,322926],[185311,253682],[216496,286664],
     [3842,42011,73361,171265],[5726,52473,88233,194577],[6310,55934,56461,202499],[8694,66994,108272,224397],[9039,68551,69078,227347],[9855,42631,72567,171758],[9907,72784,73403,235793],[10947,77592,122591,244675],[13132,51223,132264,191852],[13221,85798,86325,258748],[13657,53093,87439,195070],[13709,87656,88275,261793],[14715,32935,91969,148027],[14868,56729,92426,203044],[16044,96700,147176,276857],[16389,98257,98784,279807],[19396,107695,108314,294258],[19985,69346,109580,227892],[21161,113854,168638,303571],[21440,44828,114853,177395],[21617,73703,115326,236332],[23107,76342,175426,241950],[23196,120156,120683,312672],[23632,78212,121797,245168],[23684,122014,122633,315717],[28293,88575,134706,262332],[29783,91214,198738,267950],[29872,139536,140063,339628],[30226,59440,140712,209124],[32499,146599,147218,348678],[33088,99052,148484,280352],[38510,71874,225232,304406],[40966,168061,168680,375392],[41293,76874,169249,242659],[45005,122933,177868,316256]
   ]
cell #680 :
  |C| = 105
  W-rep = phi[[3, 2],[2]]
  special rep = phi[[3, 2],[2]] , dim = 105
  orbit = [6, 4, 4]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [4751],[5504],[7537],[8493],[8727],[10725],[11484],[11656],[12738],[12818],[13282],[14527],[15843],[16077],[17137],[17950],[18670],[18770],[18842],[20960],[21194],[22713],[22793],[23257],[25616],[25716],[26407],[26569],[26602],[29389],[29469],[29933],[31053],[31773],[31873],[31945],[35550],[35583],[36396],[36476],[39520],[40240],[40340],[40412],[42328],[42428],[43281],[43314],[47337],[49016],[49116],[49188],[51465],[52790],[52890],[53743],[53776],[56297],[56330],[60267],[62573],[63237],[64465],[64498],[67311],[67411],[68914],[68947],[76584],[77909],[78009],[80430],[81506],[81539],[84933],[86161],[86194],[91456],[97017],[97117],[98620],[98653],[102549],[106670],[106703],[114171],[114271],[119291],[120519],[120552],[131123],[138671],[139899],[139932],[145574],[145607],[157802],[167036],[167069],[174285],[188051],[188084],[197597],[220246],[251256]
   ]
cell #681 :
  |C| = 105
  W-rep = phi[[3, 2],[2]]
  special rep = phi[[3, 2],[2]] , dim = 105
  orbit = [6, 4, 4]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [25302],[27473],[27506],[34985],[36986],[37407],[37898],[44185],[44218],[47034],[47420],[48281],[49694],[49817],[50054],[54647],[54680],[57733],[58154],[58645],[62235],[63540],[63663],[65329],[65715],[70350],[70771],[71262],[73400],[74813],[74936],[75173],[81900],[83147],[83568],[83931],[88272],[89685],[89808],[90045],[93246],[93369],[95035],[95421],[103320],[104625],[104748],[104985],[108311],[110400],[110523],[112189],[112575],[116258],[118289],[122630],[126731],[127509],[129267],[129653],[133199],[133322],[135638],[137669],[142224],[147215],[149304],[149427],[154135],[154963],[156800],[159301],[161059],[163686],[168677],[176361],[176484],[178800],[183824],[185081],[189645],[191482],[199673],[199796],[206251],[208009],[210636],[217095],[222197],[231099],[232857],[239743],[241580],[255058],[256077],[265743],[267580],[274657],[290627],[301371],[310001],[326751],[336957],[362380],[395030]
   ]
cell #682 :
  |C| = 105
  W-rep = phi[[3, 2],[2]]
  special rep = phi[[3, 2],[2]] , dim = 105
  orbit = [6, 4, 4]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [81523],[86059],[86178],[102437],[105948],[106687],[108009],[120417],[120536],[126340],[126868],[128151],[130464],[130722],[131011],[139797],[139916],[144852],[145591],[146913],[153714],[155370],[155628],[158132],[158660],[166314],[167053],[168375],[171313],[173626],[173884],[174173],[185518],[187329],[188068],[188396],[194625],[196938],[197196],[197485],[202320],[202578],[205082],[205610],[217931],[219587],[219845],[220134],[224445],[227168],[227426],[229930],[230458],[235616],[238494],[244723],[251144],[251915],[253889],[254417],[258569],[258827],[261616],[264494],[270391],[276905],[279628],[279886],[286713],[287491],[289378],[292107],[294081],[297105],[303619],[312493],[312751],[315540],[322646],[323665],[328179],[330066],[339449],[339707],[346527],[348501],[351525],[359532],[364111],[373241],[375215],[382103],[383990],[398252],[399010],[408103],[409990],[416571],[432266],[441419],[449108],[464338],[472420],[493756],[519258]
   ]
cell #683 :
  |C| = 70
  W-rep = phi[[2, 2],[3]]
  special rep = phi[[2, 2],[3]] , dim = 70
  orbit = [5, 5, 4]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     70 tau_infinity subcells with 1 member(s)
  subcells = [
     [3844],[5728],[6268],[8696],[8997],[9737],[9840],[10949],[13179],[13539],[13642],[14700],[16046],[16347],[18111],[18751],[19329],[19817],[21163],[23154],[23514],[23617],[25697],[25904],[26718],[29830],[31214],[31854],[32432],[32920],[35699],[36797],[39681],[40321],[40899],[42409],[42616],[43430],[48092],[49097],[52871],[53078],[53892],[56446],[57544],[60428],[64614],[67392],[69063],[70161],[73211],[77990],[78197],[82958],[86310],[88083],[97098],[98769],[102920],[108122],[114252],[120668],[122441],[131494],[140048],[147026],[168488],[174656],[197968],[220617]
   ]
cell #684 :
  |C| = 105
  W-rep = phi[[3, 2],[2]]
  special rep = phi[[3, 2],[2]] , dim = 105
  orbit = [6, 4, 4]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [5489],[5495],[8317],[8323],[8722],[10710],[10716],[12099],[12105],[12549],[12609],[12733],[14512],[14518],[15667],[15673],[16072],[17761],[17821],[17945],[18503],[18611],[20784],[20790],[21189],[22080],[22524],[22584],[22708],[24844],[25449],[25557],[26231],[26237],[26528],[28756],[29200],[29260],[29384],[30924],[31048],[31606],[31714],[34669],[35509],[36207],[36267],[36391],[38342],[39391],[39515],[40073],[40181],[42269],[43240],[45468],[47278],[47852],[48849],[48957],[51336],[51460],[52731],[53702],[56256],[59089],[60138],[60262],[62499],[63178],[64424],[66147],[67252],[68873],[71706],[76455],[76579],[77850],[80419],[81465],[84874],[86120],[91327],[91451],[95853],[96958],[98579],[102538],[106629],[113007],[114112],[119232],[120478],[130085],[131112],[138612],[139858],[145533],[157743],[166995],[174274],[188010],[197586],[220235],[251245]
   ]
cell #685 :
  |C| = 105
  W-rep = phi[[3, 2],[2]]
  special rep = phi[[3, 2],[2]] , dim = 105
  orbit = [6, 4, 4]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [25301],[27474],[27505],[34984],[36987],[37406],[37897],[44186],[44217],[47033],[47408],[48282],[49695],[49816],[50053],[54648],[54679],[57734],[58153],[58644],[62223],[63541],[63662],[65328],[65703],[70351],[70770],[71261],[73401],[74814],[74935],[75172],[81899],[83148],[83567],[83919],[88273],[89686],[89807],[90044],[93247],[93368],[95034],[95409],[103308],[104626],[104747],[104984],[108312],[110401],[110522],[112188],[112563],[116257],[118277],[122631],[126730],[127510],[129266],[129641],[133200],[133321],[135637],[137657],[142212],[147216],[149305],[149426],[154123],[154962],[156788],[159302],[161058],[163674],[168678],[176362],[176483],[178799],[183812],[185069],[189644],[191470],[199674],[199795],[206252],[208008],[210624],[217083],[222185],[231100],[232856],[239742],[241568],[255059],[256065],[265742],[267568],[274645],[290626],[301359],[309989],[326739],[336945],[362368],[395018]
   ]
cell #686 :
  |C| = 189
  W-rep = phi[[3],[3, 1]]+phi[[2],[4, 1]]
  special rep = phi[[3],[3, 1]] , dim = 105
  orbit = [6, 6, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     21 tau_infinity subcells with 1 member(s)
     84 tau_infinity subcells with 2 member(s)
  subcells = [
     [69880],[87368],[89241],[104362],[109252],[109495],[128725],[128968],[134080],[134300],[155941],[156161],[162010],[162276],[184142],[186070],[186336],[192568],[216569],[218543],[250898],
     [24318,124675],[31559,144161],[33990,151610],[34033,100506],[40026,165623],[42474,172130],[43046,172946],[43089,117955],[46221,79828],[46607,182768],[52936,195442],[53508,196258],[53551,137335],[55665,201216],[56235,202891],[56548,143266],[57263,99586],[60773,212573],[61221,101025],[61705,214897],[61748,152790],[68282,226064],[68852,227739],[69165,164728],[72268,234240],[72496,121726],[73083,236168],[73148,171887],[74369,123599],[78055,245540],[78627,246356],[78670,180497],[79395,247977],[82799,253583],[87140,260240],[87955,262168],[88020,195199],[92033,269029],[92098,148156],[92341,148399],[93007,203111],[93008,271003],[94704,272988],[97988,278524],[98558,280199],[98871,211678],[104134,288860],[109187,295743],[110161,227959],[110162,297717],[111858,299702],[114700,177242],[114920,177462],[114921,304822],[115999,236434],[117157,307507],[121498,314164],[122313,316092],[122378,245297],[125501,321015],[128660,324968],[134301,331778],[135379,262434],[136537,334463],[140548,208960],[140814,209226],[143038,343280],[148091,350163],[149065,280419],[149066,352137],[150762,354122],[156162,361083],[164500,369994],[169256,242666],[171822,378892],[177463,385702],[178541,316358],[179699,388387],[195134,404892],[203112,413543],[211450,422454],[227960,438391],[245232,454990],[280420,485341]
   ]
cell #687 :
  |C| = 105
  W-rep = phi[[3, 2],[2]]
  special rep = phi[[3, 2],[2]] , dim = 105
  orbit = [6, 4, 4]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [47806],[51252],[51290],[62744],[65549],[66101],[67149],[76371],[76409],[80519],[80980],[82120],[83977],[84200],[84440],[91243],[91281],[95255],[95807],[96855],[101820],[103366],[103589],[105683],[106144],[112409],[112961],[114009],[116478],[118335],[118558],[118798],[127886],[129487],[130039],[130394],[135858],[137715],[137938],[138178],[142270],[142493],[144587],[145048],[155300],[156846],[157069],[157309],[161279],[163732],[163955],[166049],[166510],[171048],[173556],[179020],[184319],[185127],[187064],[187525],[191528],[191751],[194360],[196868],[202250],[208229],[210682],[210905],[216745],[217590],[219517],[222243],[224180],[227098],[233077],[241626],[241849],[244458],[250664],[251845],[256572],[258499],[267626],[267849],[274703],[276640],[279558],[287011],[292037],[301417],[303354],[310496],[312423],[326797],[327699],[337452],[339379],[346457],[362875],[373171],[381623],[398182],[407623],[431786],[461766]
   ]
cell #688 :
  |C| = 189
  W-rep = phi[[3],[3, 1]]+phi[[2],[4, 1]]
  special rep = phi[[3],[3, 1]] , dim = 105
  orbit = [6, 6, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     21 tau_infinity subcells with 1 member(s)
     84 tau_infinity subcells with 2 member(s)
  subcells = [
     [89267],[109521],[111682],[128994],[134476],[134656],[156337],[156517],[162064],[162388],[186124],[186448],[192588],[192946],[216623],[218563],[218921],[225337],[250918],[252856],[286538],
     [34054,151816],[43110,173152],[46227,181437],[46306,124701],[53572,196464],[56894,203467],[57269,204356],[57348,144187],[61247,101051],[61769,215103],[69511,228315],[69886,229204],[69965,165649],[72502,234514],[73622,236222],[73935,172156],[74395,123625],[78691,246562],[79219,125325],[79834,249072],[79913,182794],[87374,260514],[88494,262222],[88807,195468],[92184,269083],[92367,148425],[93570,271023],[93635,203287],[94528,150586],[99217,280775],[99592,281664],[99671,212599],[100512,283374],[104368,289134],[109338,295797],[110724,297737],[110789,228135],[115031,304842],[115096,177638],[115276,177818],[116625,236546],[116626,306780],[117961,308797],[121732,314438],[122852,316146],[123165,245566],[128811,325022],[134411,331798],[136005,262546],[136006,333736],[137341,335753],[140602,209014],[140926,209338],[140927,340958],[142664,271381],[143272,343554],[148242,350217],[149628,352157],[149693,280595],[152796,357212],[156272,361103],[162389,367672],[164126,298095],[164734,370268],[169276,242686],[169634,243044],[171973,378946],[177573,385722],[179167,316470],[179168,387660],[180503,389677],[186449,396528],[195285,404946],[200489,277797],[203222,413563],[209339,420132],[211076,352515],[211684,422728],[228070,438411],[236547,446626],[245383,455044],[262547,469938],[280530,485361],[316471,513100]
   ]
cell #689 :
  |C| = 427
  W-rep = phi[[3, 1],[2, 1]]+phi[[3],[2, 2]]+phi[[1, 1],[4, 1]]+phi[[1],[4, 2]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     91 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     49 tau_infinity subcells with 4 member(s)
  subcells = [
     [27641],[28052],[35289],[35918],[37987],[38111],[38545],[38638],[44353],[47768],[47792],[48436],[48529],[50358],[50987],[51011],[51822],[54815],[58734],[58858],[62168],[62411],[63070],[63075],[63948],[66063],[66087],[66819],[66824],[69986],[71351],[71475],[75477],[76106],[76130],[80403],[81134],[81377],[84766],[84771],[85644],[89273],[89397],[90349],[90978],[91002],[95769],[95793],[96525],[96530],[102522],[105289],[106298],[106541],[109527],[111717],[112923],[112947],[113679],[113684],[119124],[119129],[120002],[129000],[130001],[130025],[131096],[134691],[137128],[138504],[138509],[139382],[145202],[145445],[156552],[157635],[157640],[162671],[166664],[166907],[174258],[186731],[187679],[187922],[192632],[197570],[216899],[218607],[220219],[250962],[251229],
     [9231,165399],[9237,111693],[13598,193253],[13604,134667],[14003,137133],[18170,219228],[18176,156528],[19735,225385],[19795,162170],[19919,162676],[21376,44764],[25822,252904],[25882,186230],[26006,186736],[27968,259778],[28076,192729],[30078,59292],[30171,59385],[30575,56665],[30659,56036],[34777,286586],[35834,288398],[35942,218704],[38117,107882],[38633,225399],[39042,69282],[39126,68653],[41360,76941],[41841,73648],[41920,72887],[46327,79934],[47170,322814],[48524,252918],[51071,85900],[52303,88520],[52382,87759],[55780,93654],[55873,92781],[57369,99692],[58864,146786],[59789,98988],[59873,98359],[61253,101057],[61377,101181],[66903,107798],[68397,110808],[68490,109935],[71481,168248],[74401,123631],[74525,123755],[76190,120258],[77422,122878],[77501,122117],[79254,125360],[85737,132734],[89403,196559],[91062,139638],[92373,148431],[94563,150621],[96609,146702],[98103,149712],[98196,148839],[100299,152583],[113763,168164],[115311,177853],[117748,180290],[120095,175896],[139475,199208],[141209,209621],[169320,242730],
     [4320,24487,124451,182544],[4326,24493,79230,125336],[6502,16581,143937,212349],[6508,16587,94539,150597],[7097,34292,100304,152588],[7118,33893,100383,151827],[9796,23573,169941,243351],[9802,23579,115287,177829],[10201,23978,117753,180295],[10222,42949,117832,173163],[11124,46096,124544,181671],[11130,45972,79314,124707],[14024,53411,137212,196475],[14618,32838,200537,277845],[14678,32898,140708,209120],[14802,33022,141214,209626],[15033,31279,141952,203478],[15376,57138,144030,204590],[15382,57014,94623,144193],[20150,39746,163414,228326],[20493,69755,165492,229438],[20499,69631,111777,165655],[21292,44680,233778,313702],[21400,44788,169417,242827],[21725,42594,170214,236328],[21849,42718,170720,236834],[21855,72971,115991,172162],[23999,78530,180374,246573],[28401,53056,193526,262328],[28525,53180,194032,262834],[28531,87843,135371,195474],[30166,59380,200551,277859],[30599,56689,201437,271164],[33253,60493,210364,280786],[33596,99461,212442,281898],[33602,99337,150681,212605],[34313,101412,152667,215114],[39066,69306,226285,297878],[41836,73643,234645,306842],[45113,78175,243624,316252],[45237,78299,244130,316758],[45243,122201,178533,245572],[46670,125809,182637,249306],[46676,125420,125685,182800],[52298,88515,260645,333798],[59813,99012,278745,352298],[61383,101187,151911,215198],[74531,123761,173247,246657],[77417,122873,314569,387722]
   ]
cell #690 :
  |C| = 154
  W-rep = phi[[4, 1, 1],[1]]+phi[[4, 1],[1, 1]]
  special rep = phi[[4, 1],[1, 1]] , dim = 84
  orbit = [8, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     14 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [46504],[59266],[61550],[76752],[79603],[95940],[97307],[100755],[119316],[120934],[145137],[145664],[174192],[205595],
     [7625,63190],[11410,126337],[11774,81457],[12906,84886],[13141,51497],[17077,153751],[17481,102434],[17519,102861],[18960,106621],[19233,67264],[22881,119244],[23116,76616],[24637,183843],[25138,126905],[26946,131008],[26984,131435],[27310,86112],[29557,138624],[29792,91488],[32063,145525],[32336,96970],[34403,216189],[35022,154297],[36564,157755],[37243,158697],[37685,108063],[38519,71883],[40530,166987],[40803,114124],[43658,174170],[43696,174597],[44022,120470],[47939,130172],[49306,188002],[50091,188979],[51633,91624],[54120,197482],[54158,197909],[54484,139850],[57990,205647],[58432,146967],[63262,157827],[64842,220131],[64880,220558],[66234,113094],[67601,114461],[70607,230495],[71049,168429],[75210,239077],[80938,251141],[81069,187614],[81596,188141],[83404,254454],[84958,138696],[86576,140314],[90082,265077],[101909,216834],[102319,286750],[102456,220153],[105022,289961],[106233,166599],[106760,167126],[126359,251163],[126768,322977],[126853,254402],[131030,197504],[153576,358912],[153699,286698],[158645,230443],[183686,322586]
   ]
cell #691 :
  |C| = 105
  W-rep = phi[[3, 2],[2]]
  special rep = phi[[3, 2],[2]] , dim = 105
  orbit = [6, 4, 4]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [5496],[8324],[8721],[10717],[12106],[12610],[12732],[13274],[14519],[15674],[16071],[17822],[17944],[18610],[18762],[20791],[21188],[22081],[22585],[22707],[23249],[25556],[25708],[26238],[26489],[26516],[28757],[29261],[29383],[29925],[30925],[31047],[31713],[31865],[35470],[35497],[36268],[36390],[36677],[38343],[39392],[39514],[40180],[40332],[42268],[43201],[43228],[45469],[47131],[47853],[47972],[48956],[49108],[51337],[51459],[52730],[53663],[53690],[56244],[57424],[59090],[60139],[60261],[62335],[63177],[64385],[64412],[66148],[67251],[68861],[70041],[71707],[76456],[76578],[77849],[80806],[81453],[82838],[84873],[86108],[91328],[91450],[95854],[96957],[98567],[102141],[102430],[106617],[113008],[114111],[119231],[120466],[126333],[130086],[131004],[138611],[139846],[145521],[157742],[166983],[174166],[187998],[197478],[220127],[251137]
   ]
cell #692 :
  |C| = 105
  W-rep = phi[[3, 2],[2]]
  special rep = phi[[3, 2],[2]] , dim = 105
  orbit = [6, 4, 4]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [27681],[37033],[38160],[44393],[48328],[49616],[49869],[51226],[54855],[57780],[58907],[63462],[63715],[65240],[65523],[70397],[71524],[73447],[74735],[74988],[76345],[81811],[82094],[83194],[83764],[83805],[88319],[89607],[89860],[91217],[93168],[93421],[94946],[95229],[103153],[103194],[104547],[104800],[105428],[108358],[110322],[110575],[112100],[112383],[116169],[118122],[118163],[122677],[126436],[127431],[127631],[129178],[129461],[133121],[133374],[135549],[137502],[137543],[142098],[144332],[147262],[149226],[149479],[153818],[154874],[156633],[156674],[159223],[160970],[163560],[165794],[168724],[176283],[176536],[178711],[184214],[184955],[186809],[189556],[191356],[199595],[199848],[206173],[207920],[210510],[216649],[216981],[222071],[231021],[232768],[239654],[241454],[250736],[254980],[255963],[265654],[267454],[274531],[290538],[301245],[309887],[326625],[336843],[362266],[394916]
   ]
cell #693 :
  |C| = 427
  W-rep = phi[[3, 1],[2, 1]]+phi[[3],[2, 2]]+phi[[1, 1],[4, 1]]+phi[[1],[4, 2]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     91 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     49 tau_infinity subcells with 4 member(s)
  subcells = [
     [27642],[28061],[35290],[35927],[37988],[38110],[38647],[44354],[47777],[47791],[48538],[50359],[50996],[51010],[51811],[54816],[58735],[58857],[63058],[63084],[63937],[66072],[66086],[66807],[66833],[67767],[69987],[71352],[71474],[75478],[76115],[76129],[81027],[81366],[82284],[84754],[84780],[85633],[89274],[89396],[90350],[90987],[91001],[95778],[95792],[96513],[96539],[101867],[102039],[102415],[105290],[106191],[106530],[109528],[111716],[112932],[112946],[113667],[113693],[119112],[119138],[119991],[126318],[129001],[130010],[130024],[130989],[134690],[137116],[138492],[138518],[139371],[145095],[145434],[156551],[157623],[157649],[162659],[166557],[166896],[174151],[186719],[187572],[187911],[192620],[197463],[216792],[218595],[220112],[250950],[251122],
     [9238,111702],[13605,134676],[14002,137142],[14975,56037],[18177,156537],[19468,107883],[19796,162275],[19918,162685],[20092,68654],[20460,165388],[21385,44773],[21749,72896],[25883,186335],[26005,186745],[27583,85901],[28075,192833],[28227,193242],[28425,87768],[30180,59394],[30584,56674],[30622,92790],[32571,146787],[33195,98360],[35941,218808],[36093,219217],[38011,107807],[38594,225374],[38621,225497],[39051,69291],[39089,109944],[41038,168249],[41349,76930],[41850,73657],[44295,120259],[45137,122126],[46328,79935],[48485,252893],[48512,253016],[51034,132743],[51746,259784],[52312,88529],[53588,196560],[54757,139639],[55150,97473],[55769,93643],[57370,99693],[58758,146711],[59798,98997],[59836,148848],[61254,101058],[61376,101180],[62460,286575],[63872,288404],[68386,110797],[71375,168173],[74402,123632],[74524,123754],[76153,175905],[77431,122887],[79253,125359],[80681,322820],[91025,199217],[92374,148432],[94562,150620],[98092,149701],[100287,152571],[115310,177852],[117736,180278],[141197,209609],[169308,242718],
     [4327,24494,79239,125345],[4342,45973,46269,124708],[6509,16588,94548,150606],[6524,57015,57311,144194],[7096,34291,100313,152597],[7119,33894,61277,151836],[9253,69632,69928,165656],[9803,23580,115296,177838],[9979,72972,73058,172163],[10200,23977,117762,180304],[10223,42950,74425,173172],[11091,46637,124440,182533],[11123,46095,79277,181680],[13781,87844,87930,195475],[14025,53412,89297,196484],[14679,32899,140813,209225],[14801,33021,141223,209635],[15034,31280,92968,203487],[15343,33563,143926,212338],[15375,57137,94586,204599],[16603,99338,99634,212606],[20151,39747,110122,228335],[20492,69754,111740,229447],[21399,44787,169521,242931],[21551,44939,169930,243340],[21726,42595,115427,236433],[21848,42717,115954,236843],[23756,122202,122288,245573],[24000,78531,123655,246582],[24509,79876,125686,182801],[28402,53057,134807,262433],[28524,53179,135334,262843],[30127,59341,200526,277834],[30154,59368,200649,277957],[30598,56688,141360,271268],[33254,60494,149026,280795],[33595,99460,150644,281907],[34070,61785,151912,215199],[34314,101081,101413,215123],[39065,69305,162822,297982],[41284,76865,233784,313708],[41824,73631,170015,306940],[43126,78707,173248,246658],[45114,78176,177969,316357],[45236,78298,178496,316767],[46669,125383,125808,249315],[52286,88503,193327,333896],[59812,99011,209772,352402],[77405,122861,243425,387820]
   ]
cell #694 :
  |C| = 105
  W-rep = phi[[3, 2],[2]]
  special rep = phi[[3, 2],[2]] , dim = 105
  orbit = [6, 4, 4]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [8716],[8724],[12727],[12735],[13280],[16066],[16074],[17939],[17947],[18542],[18613],[18768],[21183],[21191],[22702],[22710],[23255],[25488],[25559],[25714],[26444],[26567],[29378],[29386],[29931],[31050],[31645],[31716],[31871],[34708],[35425],[35548],[36385],[36393],[36757],[39517],[40112],[40183],[40338],[42271],[42426],[43156],[43279],[47086],[48052],[48888],[48959],[49114],[51462],[52733],[52888],[53618],[53741],[56295],[57504],[60264],[62538],[63180],[64340],[64463],[67254],[67409],[68912],[70121],[73171],[76581],[77852],[78007],[80761],[81504],[82918],[84876],[86159],[88043],[91453],[96960],[97115],[98618],[101771],[102880],[106668],[108082],[114114],[114269],[119234],[120517],[122401],[127019],[131454],[138614],[139897],[145572],[146986],[157745],[158811],[167034],[168448],[174616],[188049],[197928],[205761],[220577],[230609],[254568],[286864]
   ]
cell #695 :
  |C| = 105
  W-rep = phi[[3, 2],[2]]
  special rep = phi[[3, 2],[2]] , dim = 105
  orbit = [6, 4, 4]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [38151],[38167],[49860],[49876],[51236],[58898],[58914],[63706],[63722],[65139],[65247],[65533],[71515],[71531],[74979],[74995],[76355],[81710],[81818],[82104],[83710],[83869],[89851],[89867],[91227],[93428],[94845],[94953],[95239],[101979],[103099],[103258],[104791],[104807],[105524],[110582],[111999],[112107],[112393],[116176],[116462],[118068],[118227],[126382],[127727],[129077],[129185],[129471],[133381],[135556],[135842],[137448],[137607],[142162],[144428],[149486],[154073],[154881],[156579],[156738],[160977],[161263],[163624],[165890],[170889],[176543],[178718],[179004],[184160],[185019],[186905],[189563],[191420],[194201],[199855],[207927],[208213],[210574],[216295],[217431],[222135],[224021],[232775],[233061],[239661],[241518],[244299],[251395],[256413],[265661],[267518],[274595],[276481],[290545],[291587],[301309],[303195],[310337],[326689],[337293],[346007],[362716],[372721],[397732],[429313]
   ]
cell #696 :
  |C| = 105
  W-rep = phi[[3, 2],[2]]
  special rep = phi[[3, 2],[2]] , dim = 105
  orbit = [6, 4, 4]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [63192],[67165],[67266],[81044],[84216],[84888],[86053],[96871],[96972],[101884],[102374],[103605],[105699],[105942],[106208],[114025],[114126],[118574],[119246],[120411],[126277],[127902],[128145],[130458],[130948],[137954],[138626],[139791],[142509],[144603],[144846],[145112],[155364],[157085],[157757],[158069],[163971],[166065],[166308],[166574],[171064],[171307],[173620],[174110],[185455],[187080],[187323],[187589],[191767],[194376],[194619],[196932],[197422],[202314],[205019],[210921],[216809],[217606],[219581],[220071],[224196],[224439],[227162],[229867],[235553],[241865],[244474],[244717],[251081],[251909],[253826],[256588],[258563],[261553],[267865],[276656],[276899],[279622],[286319],[287428],[292101],[294018],[303370],[303613],[310512],[312487],[315477],[323271],[328116],[337468],[339443],[346521],[348438],[362891],[363717],[373235],[375152],[382040],[398246],[408040],[416177],[432203],[441025],[463944],[491866]
   ]
cell #697 :
  |C| = 154
  W-rep = phi[[4, 1, 1],[1]]+phi[[4, 1],[1, 1]]
  special rep = phi[[4, 1],[1, 1]] , dim = 84
  orbit = [8, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     14 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [61611],[76813],[79627],[97331],[100762],[119340],[120941],[124995],[145671],[147526],[174199],[174768],[205683],[239081],
     [11798,81519],[17084,153762],[17526,102872],[18984,106683],[19294,67460],[24557,250561],[24669,183893],[25145,126916],[25192,127358],[26991,131446],[27334,86174],[32087,145587],[32397,97166],[34490,216335],[35054,154347],[37250,158708],[37297,159150],[37692,108074],[40554,167049],[40864,114320],[43703,174608],[44046,120532],[47505,184450],[49330,188064],[50123,189029],[50646,133048],[51694,91685],[54165,197920],[54508,139912],[57997,205658],[58044,206100],[58439,146978],[63286,157851],[64887,220569],[65800,221566],[67625,114485],[70614,230506],[70661,230948],[71056,168440],[75242,239127],[75765,176210],[81603,188148],[83411,254465],[83458,254907],[84982,138720],[86583,140321],[90114,265127],[90637,199522],[95506,274026],[102326,286761],[102463,220160],[103032,220729],[105054,290011],[106767,167133],[108622,168988],[112660,300740],[126366,251170],[126800,323027],[126941,254490],[129738,326120],[131037,197511],[131606,198080],[153787,286786],[154220,359256],[154301,289965],[158733,230531],[183742,394578],[183847,322981],[188983,265081],[216193,358916]
   ]
cell #698 :
  |C| = 427
  W-rep = phi[[3, 1],[2, 1]]+phi[[3],[2, 2]]+phi[[1, 1],[4, 1]]+phi[[1],[4, 2]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     91 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     49 tau_infinity subcells with 4 member(s)
  subcells = [
     [38113],[38654],[47794],[48545],[51013],[51168],[51731],[51843],[58860],[63091],[63109],[63857],[63969],[66089],[66840],[66858],[67854],[71477],[76132],[76287],[80407],[80666],[81381],[81398],[82371],[84787],[84805],[85648],[85665],[89399],[91004],[91159],[95795],[96546],[96564],[101756],[102526],[102785],[106545],[106562],[107535],[111719],[111874],[112949],[113700],[113718],[119145],[119163],[120006],[120023],[127004],[130027],[131100],[131359],[134693],[137167],[138525],[138543],[139386],[139403],[145449],[145466],[146439],[156554],[157656],[157674],[158796],[162710],[165403],[166911],[166928],[167901],[174262],[174521],[186770],[187926],[187943],[193257],[197574],[197833],[205746],[219232],[220223],[220482],[225389],[230594],[251233],[252908],[254553],[286590],[286849],
     [13997,196212],[14005,137149],[19913,226018],[19921,162692],[20466,165420],[21773,72913],[26000,253537],[26008,186752],[27644,132839],[28007,259840],[28078,192840],[28233,193274],[28449,87785],[30187,59401],[30629,92797],[35873,288460],[35944,218815],[36099,219249],[38035,107824],[38549,295367],[38672,225585],[39096,109951],[41269,76850],[41381,76962],[41857,73664],[41904,115756],[44356,176001],[45161,122143],[47209,322876],[48440,324592],[48563,253104],[51041,132750],[51826,259945],[52319,88536],[52366,135136],[54818,199313],[55237,97560],[55801,93675],[58782,146728],[59843,148855],[61379,101183],[62415,359114],[63952,288565],[66887,160557],[68418,110829],[69989,229543],[71399,168190],[72624,116729],[74527,123757],[76160,175912],[77438,122894],[77485,178298],[79256,125362],[79411,125517],[87496,136109],[91032,199224],[94565,150623],[94720,150778],[96593,207507],[98124,149733],[100338,152622],[113747,232355],[115313,177855],[117787,180329],[121854,179271],[124455,182548],[141248,209660],[143941,212353],[169945,243355],[200541,277849],
     [7091,34286,151564,214851],[7099,34294,100320,152604],[7121,60930,61301,151853],[10195,23972,172900,246310],[10203,23980,117769,180311],[10225,74078,74449,173189],[11097,46643,124472,182565],[11126,46098,79284,181687],[14027,88950,89321,196501],[14796,33016,201170,278478],[14804,33024,141230,209642],[15036,92886,92992,203504],[15349,33569,143958,212370],[15378,57140,94593,204606],[16679,61085,100367,213878],[20153,110040,110146,228352],[20495,69757,111747,229454],[21331,44719,233840,313764],[21402,44790,169528,242938],[21557,44945,169962,243372],[21851,42720,115961,236850],[22312,74233,117816,238041],[24002,123308,123679,246599],[28527,53182,135341,262850],[28988,89105,137196,264041],[30082,59296,268653,349787],[30205,59419,200737,278045],[30601,56691,141367,271275],[30756,56846,141936,271709],[33256,148944,149050,280812],[33598,99463,150651,281914],[34316,101105,153018,215140],[39068,69308,162829,297989],[39223,69463,163398,298423],[41364,76945,233945,313869],[41875,73682,170103,307028],[45239,78301,178503,316774],[45700,123463,180358,317965],[46330,79937,181776,249411],[46672,125390,125811,249322],[52337,88554,193415,333984],[55784,93658,201251,342985],[57372,99695,204695,282003],[59815,99014,209779,352409],[59970,99169,210348,352843],[61840,152651,153173,284815],[68401,110812,226099,369699],[77456,122912,243513,387908],[98107,149716,278559,422159]
   ]
cell #699 :
  |C| = 189
  W-rep = phi[[3],[3, 1]]+phi[[2],[4, 1]]
  special rep = phi[[3],[3, 1]] , dim = 105
  orbit = [6, 6, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     21 tau_infinity subcells with 1 member(s)
     84 tau_infinity subcells with 2 member(s)
  subcells = [
     [14061],[19942],[20545],[26029],[28084],[28256],[35950],[36122],[38602],[38623],[48493],[48514],[51748],[51809],[62468],[63874],[63935],[67765],[80683],[82282],[102037],
     [7155,16904],[10259,24036],[11147,24201],[11176,24433],[14825,33045],[15399,31442],[15428,33648],[16702,33868],[20516,39909],[21408,44796],[21580,44968],[21872,42741],[22335,42924],[24089,45908],[28548,53203],[29011,53386],[30135,59349],[30156,59370],[30607,56697],[30779,56869],[31330,56950],[33619,60656],[39074,69314],[39246,69486],[39797,69567],[41286,76867],[41347,76928],[41651,72393],[41805,73612],[41826,73633],[45260,78322],[45723,78505],[46693,80097],[52113,87265],[52267,88484],[52288,88505],[55148,97471],[55385,92174],[55706,93580],[55767,93641],[59821,99020],[59993,99192],[60544,99273],[61863,101387],[64239,104259],[68002,109328],[68323,110734],[68384,110795],[72127,115041],[72535,116640],[77232,121623],[77386,122842],[77407,122863],[79985,125621],[82519,128801],[86999,134421],[87407,136020],[91937,140941],[93945,143163],[97708,148232],[98029,149638],[98090,149699],[100114,151333],[103993,156282],[109091,162403],[111099,164625],[116877,171963],[117563,172669],[121357,177583],[121765,179182],[128564,186463],[136257,195275],[136943,195981],[142897,203232],[147995,209353],[150003,211575],[164359,228080],[171726,236561],[179419,245373],[180105,246079],[195038,262561],[211309,280540],[215685,285557],[245136,316485]
   ]
cell #700 :
  |C| = 427
  W-rep = phi[[3, 1],[2, 1]]+phi[[3],[2, 2]]+phi[[1, 1],[4, 1]]+phi[[1],[4, 2]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     91 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     49 tau_infinity subcells with 4 member(s)
  subcells = [
     [51200],[51729],[63120],[63855],[66869],[67086],[67852],[67871],[76319],[80409],[80664],[81383],[81434],[82369],[82388],[84816],[85650],[85701],[86893],[91191],[96575],[96792],[101754],[102528],[102783],[102802],[103887],[106547],[106598],[107533],[107552],[111906],[113729],[113946],[119174],[120008],[120059],[127002],[127285],[131102],[131357],[131376],[132461],[137178],[137395],[138554],[139388],[139439],[145451],[145502],[146437],[146456],[157685],[158794],[159077],[162721],[165405],[165456],[166913],[166964],[167899],[167918],[174264],[174519],[174538],[175623],[186781],[187928],[187979],[193259],[193310],[197576],[197831],[197850],[198935],[205744],[206027],[219234],[219285],[220225],[220480],[220499],[225391],[230592],[230875],[251235],[252910],[254551],[254834],[286592],[286847],
     [14068,196210],[19949,226016],[20554,229165],[26036,253535],[28018,259838],[28265,260475],[29074,196229],[35884,288458],[36131,289095],[38551,295356],[38683,295499],[38900,226035],[41267,76848],[47220,322874],[48442,324581],[48574,324724],[48791,253554],[51828,331503],[51879,259937],[55235,97558],[55254,97577],[62417,359103],[63954,360808],[64005,288557],[72021,121251],[72622,116727],[72641,116746],[72772,115792],[79443,125549],[85935,132833],[87494,136107],[87513,136126],[87644,135172],[92508,142791],[92614,141706],[94752,150810],[100349,152633],[100566,152850],[107683,160593],[109662,164253],[109768,163168],[115555,170447],[117798,180340],[118015,180557],[120293,175995],[121852,179269],[121871,179288],[122002,178334],[124457,182550],[124508,182601],[132567,190964],[134935,193759],[139673,199307],[141259,209671],[143943,212355],[143994,212406],[146587,207543],[148566,211203],[148672,210118],[160356,223579],[165690,229537],[168049,232391],[169947,243357],[169998,243408],[175729,241062],[178097,243857],[199041,267062],[200543,277851],[207306,276039],[232154,302753],
     [7162,16911,151562,214849],[10266,24043,172898,246308],[11185,24442,181398,249033],[14832,33052,201168,278476],[15437,33657,204317,281625],[16711,33877,213677,283335],[16765,34211,151581,214868],[21342,44730,233838,313762],[21589,44977,234475,314399],[22344,42933,237840,308758],[22398,45786,172917,246327],[24153,46071,181504,247948],[29020,53395,263840,335714],[30084,59298,268642,349776],[30216,59430,268785,349919],[30433,59647,201187,278495],[30788,56878,270108,343515],[31394,57113,204423,272959],[33783,60924,151712,213914],[39255,69495,296822,370229],[39861,69730,229271,299673],[41366,76947,304547,385427],[41417,76998,233937,313861],[41886,73693,305349,378648],[42103,73910,235281,307478],[42839,74072,173048,238077],[45732,78514,317764,389638],[52348,88565,332305,404648],[52565,88782,261281,334434],[53301,88944,196360,264077],[55786,93660,341390,413268],[55837,93711,269570,342977],[56071,92880,202018,271745],[60002,99201,351242,422689],[60608,99436,281731,354093],[61872,101396,284614,357173],[68403,110814,368104,438116],[68454,110865,296284,369691],[68688,110034,226866,298459],[77467,122923,386229,454746],[77684,123140,315205,388358],[78420,123302,246458,318001],[80049,125784,249139,320986],[98109,149718,420564,485066],[98160,149769,350704,422151],[98394,148938,279326,352879],[101302,153012,214999,284851],[124742,181770,182835,249405],[144228,204689,212640,281997]
   ]
cell #701 :
  |C| = 553
  W-rep = phi[[3, 2, 1],[1]]+phi[[3, 1, 1],[2]]+phi[[3, 2],[1, 1]]+phi[[3, 1],[2, 1]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     91 tau_infinity subcells with 4 member(s)
  subcells = [
     [151784],[152134],[152190],[173120],[176796],[176852],[181605],[182023],[196432],[202776],[204524],[205548],[206290],[208502],[213788],[215071],[227624],[229372],[236082],[237951],[238573],[239022],[239165],[246530],[248771],[249240],[262082],[263951],[270470],[270919],[273507],[274036],[277627],[280084],[281832],[284725],[297184],[297633],[306226],[309251],[316006],[317875],[333182],[342212],[351604],[352053],[368926],[387106],[421386],
     [43560,309847],[57527,273480],[57583,345308],[72844,235945],[73194,306199],[73250,377919],[74700,309286],[79708,320332],[87716,261945],[88066,333155],[88122,403919],[92715,270713],[93133,342247],[97412,349557],[100791,356228],[100891,284201],[107755,294410],[109869,297427],[110287,368961],[115666,306460],[120970,384848],[121070,313506],[122074,315869],[122424,387079],[122480,454017],[124968,320074],[125001,391717],[127548,255097],[132199,259025],[132668,330388],[133634,200108],[133690,200164],[135046,333416],[145700,416729],[146659,348830],[147499,349299],[147532,419236],[148773,351847],[149191,421421],[154385,290049],[158598,230396],[159340,231138],[160467,366281],[161552,233350],[168121,375544],[174082,382215],[174774,449556],[175361,312949],[175830,384312],[178208,387340],[183931,323065],[184460,326130],[185984,254355],[188475,264573],[188924,265022],[189067,265165],[198673,339905],[199142,410312],[205689,479905],[207417,418741],[216345,359266],[218010,289457],[218459,289906],[221047,300221],[221576,300750],[225167,304341],[232265,443589],[252302,325601],[255327,336207],[287792,361630],
     [17383,64744,216941,362226],[17555,102942,154572,359951],[24675,126182,183904,394616],[24731,80840,250696,394876],[25198,127369,184660,395418],[26848,54022,255923,336803],[27020,131516,189254,399429],[27415,86417,190310,330594],[34512,101778,216380,428975],[35060,154358,154414,429401],[35116,102959,154806,429661],[36780,70144,221020,300194],[36836,70200,290888,372022],[37303,159161,221776,433248],[37721,108144,222634,366047],[37821,108433,159943,294547],[43732,174678,239352,449527],[44127,120775,240408,384518],[47527,127026,184495,461825],[47725,127138,185847,323744],[48075,82941,252275,325574],[48131,82997,323995,397033],[49581,89572,255362,336242],[50129,189040,189096,464981],[50185,131533,189488,465241],[50619,133045,190052,330145],[50652,133059,256913,401108],[54194,197990,265352,472839],[54589,140155,266408,410518],[58050,206111,274236,480198],[58468,147048,275094,418507],[58568,147337,206893,348967],[63009,102903,218253,359924],[63427,104512,287827,361665],[64916,220639,290236,494175],[65822,158818,221611,494657],[66020,158461,158930,364190],[66370,108105,160832,366020],[66426,108161,160902,434863],[67706,114566,295137,376271],[70667,230959,300950,501660],[71085,168510,301808,443355],[71185,168799,231741,375681],[75248,239138,239194,508143],[75304,174695,239586,508403],[75738,176207,240150,384069],[75771,176221,310837,451206],[81308,127396,252536,395453],[81632,188177,323823,464496],[83464,254918,326330,521146],[84705,131477,188718,399402],[85123,133086,191266,401143],[86612,140350,330924,410848],[86712,140450,259582,340462],[90120,265138,265194,527523],[90176,198007,265586,527783],[90610,199519,266150,410069],[90643,199533,337793,474518],[95528,205768,274071,533561],[95726,205411,205880,416650],[96076,147009,207782,418480],[96132,147065,207852,481813],[103038,220735,359980,494204],[105060,290022,290078,544972],[105116,220656,290470,545232],[106472,159188,221281,433283],[106796,167162,364269,441577],[108595,168961,294879,376013],[108628,168994,366776,444084],[112682,230616,300785,550715],[112880,230259,230728,441498],[113230,168471,232630,443328],[113286,168527,232700,503275],[119063,174639,238816,449500],[119481,176248,241364,451241],[126806,323038,323094,564982],[126947,254496,395125,520853],[129760,254575,326165,566024],[129958,254218,254687,464417],[130920,197394,328291,408215],[131612,198086,399458,472868],[138443,197951,264816,472812],[138861,199560,267364,474553],[145376,206138,273741,480233],[153793,286792,358973,543680],[154242,286871,359301,583186],[155826,220043,287603,432378],[157574,220600,289700,494148],[158739,230537,432955,501367],[166838,230986,300455,501695],[187853,254945,325835,521181]
   ]
cell #702 :
  |C| = 70
  W-rep = phi[[2, 2],[3]]
  special rep = phi[[2, 2],[3]] , dim = 70
  orbit = [5, 5, 4]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     70 tau_infinity subcells with 1 member(s)
  subcells = [
     [6342],[9071],[9862],[13253],[13664],[14722],[14857],[16421],[19351],[19839],[19974],[21429],[23228],[23639],[25926],[26740],[27465],[28105],[29904],[32454],[32942],[33077],[35721],[35971],[36978],[40921],[42638],[43452],[44177],[44817],[48273],[49606],[53100],[53914],[54639],[56468],[56718],[57725],[63452],[64636],[69085],[69335],[70342],[73392],[74725],[78219],[83139],[86332],[88264],[89597],[93158],[98791],[99041],[104537],[108303],[110312],[120690],[122622],[127421],[133111],[140070],[147207],[149216],[159213],[168669],[176273],[199585],[206163],[231011],[254970]
   ]
cell #703 :
  |C| = 70
  W-rep = phi[[2, 2],[3]]
  special rep = phi[[2, 2],[3]] , dim = 70
  orbit = [5, 5, 4]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     70 tau_infinity subcells with 1 member(s)
  subcells = [
     [15203],[20320],[21934],[27811],[28610],[30333],[30830],[33423],[38196],[38800],[39297],[41522],[44523],[45322],[48691],[49905],[51242],[51984],[54985],[58943],[59547],[60044],[63751],[64110],[65539],[71560],[73810],[75024],[76361],[77103],[82110],[83875],[88682],[89896],[91233],[93457],[93816],[95245],[103264],[104836],[110611],[110970],[112399],[116468],[118233],[123040],[129477],[133410],[135848],[137613],[142168],[149515],[149874],[156744],[161269],[163630],[176572],[179010],[185025],[191426],[199884],[208219],[210580],[222141],[233067],[241524],[267524],[274601],[301315],[326695]
   ]
cell #704 :
  |C| = 70
  W-rep = phi[[2, 2],[3]]
  special rep = phi[[2, 2],[3]] , dim = 70
  orbit = [5, 5, 4]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     70 tau_infinity subcells with 1 member(s)
  subcells = [
     [31042],[39509],[42200],[51454],[52662],[55455],[56172],[60256],[67183],[68072],[68789],[72205],[76573],[77781],[82589],[84234],[86036],[87077],[91445],[96889],[97778],[98495],[103623],[104071],[105925],[114043],[116947],[118592],[120394],[121435],[128128],[130345],[136327],[137972],[139774],[142527],[142975],[144829],[155251],[157103],[163989],[164437],[166291],[171290],[173507],[179489],[187306],[191785],[194602],[196819],[202201],[210939],[211387],[219468],[224422],[227049],[241883],[244700],[251796],[258450],[267883],[276882],[279509],[291988],[303596],[312374],[339330],[346408],[373122],[398133]
   ]
cell #705 :
  |C| = 315
  W-rep = phi[[2, 1],[3, 1]]+phi[[2],[3, 2]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [30486],[30658],[38116],[38953],[39125],[41387],[41443],[41910],[51070],[51170],[51849],[51905],[52372],[55259],[55807],[55863],[58863],[59700],[59872],[63111],[63975],[64031],[66860],[66893],[67876],[68424],[68480],[71480],[72646],[76189],[76289],[76968],[77024],[77491],[81404],[82393],[84807],[85671],[85727],[87518],[89402],[91061],[91161],[92817],[93681],[93737],[96566],[96599],[97582],[98130],[98186],[102807],[106568],[107557],[109971],[110835],[110891],[111876],[113720],[113753],[115762],[116751],[119165],[120029],[120085],[121876],[131381],[132770],[135142],[136131],[137169],[138545],[139409],[139465],[141711],[145472],[146461],[148875],[149739],[149795],[157676],[160563],[160665],[162712],[163173],[166934],[167923],[174543],[175932],[178304],[179293],[186772],[187949],[190969],[197855],[199244],[207513],[207615],[210123],[220504],[232361],[232463],[241067],[264149],[267067],
     [4335,124534],[6517,144020],[7102,151586],[9246,165482],[9972,170710],[10206,172922],[11099,124478],[11129,79313],[13774,194022],[14008,196234],[14807,201192],[14887,201335],[15351,143964],[15381,94622],[16596,212432],[16681,100373],[19924,226040],[20004,226183],[20468,165426],[20498,111776],[21459,234029],[21559,169968],[21631,234558],[21854,115990],[22314,117822],[23749,244120],[23983,246332],[24502,182627],[26011,253559],[28135,260029],[28235,193280],[28307,260558],[28530,135370],[28990,137202],[30207,200743],[30240,268805],[30758,141942],[33027,278500],[33107,278643],[33571,212376],[33601,150680],[34297,214873],[36001,288649],[36101,219255],[38674,225591],[38707,295519],[39225,163404],[41877,170109],[42723,307483],[44847,313953],[44947,243378],[45019,314482],[45242,178532],[45702,180364],[46101,247953],[46645,182571],[46675,125419],[48565,253110],[48598,324744],[52339,193421],[53185,334439],[56748,343069],[56848,271715],[57143,272964],[59421,278051],[59454,349939],[59972,210354],[61087,213884],[61382,101186],[61842,152657],[69365,369783],[69465,298429],[69760,299678],[73684,307034],[73717,378668],[74235,238047],[74530,123760],[77458,243519],[78304,388363],[78862,181707],[79413,125519],[88556,333990],[88589,404668],[89107,264047],[94171,204626],[94722,150780],[99071,422243],[99171,352849],[99466,354098],[100340,152624],[111325,229474],[115864,236870],[117789,180331],[122914,387914],[122947,454766],[123465,317971],[125814,320991],[135244,262870],[141250,209662],[150229,281934],[153175,284821],[178406,316794],[183061,249342],[213986,284923],[238149,318073]
   ]
cell #706 :
  |C| = 189
  W-rep = phi[[3],[3, 1]]+phi[[2],[4, 1]]
  special rep = phi[[3],[3, 1]] , dim = 105
  orbit = [6, 6, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     21 tau_infinity subcells with 1 member(s)
     84 tau_infinity subcells with 2 member(s)
  subcells = [
     [9272],[13619],[14055],[18191],[19800],[19936],[25887],[26023],[28015],[28033],[35881],[35899],[38563],[38615],[47217],[48454],[48506],[51740],[62429],[63866],[80675],
     [4361,11271],[6543,16622],[7133,16742],[7149,16898],[9817,23594],[10237,22375],[10253,24030],[11141,24195],[14039,29051],[14683,32903],[14819,33039],[15048,31294],[15393,31436],[16659,33744],[20165,39761],[20510,39903],[21339,44727],[21357,44745],[21730,42599],[21866,42735],[22292,42800],[24014,45763],[28406,53061],[28542,53197],[28968,53262],[30096,59310],[30148,59362],[30411,55580],[30538,56628],[30556,56646],[33268,60508],[33613,60650],[34328,61903],[38878,68197],[39005,69245],[39023,69263],[41278,76859],[41495,72336],[41766,73573],[41818,73625],[45118,78180],[45254,78316],[45680,78381],[46687,80091],[48769,82714],[51957,87208],[52228,88445],[52280,88497],[55346,92135],[55698,93572],[59625,97903],[59752,98951],[59770,98969],[61820,101263],[64083,104202],[67963,109289],[68315,110726],[72119,115033],[73888,117072],[77076,121566],[77347,122803],[77399,122855],[79066,124251],[82480,128762],[86991,134413],[88760,136452],[93789,143106],[94375,143737],[97669,148193],[98021,149630],[103985,156274],[110943,164568],[111529,165199],[116838,171924],[121349,177575],[123118,179614],[136218,195236],[142889,203224],[149847,211518],[150433,212149],[164351,228072],[179380,245334],[183265,249979],[211301,280532]
   ]
cell #707 :
  |C| = 553
  W-rep = phi[[3, 2, 1],[1]]+phi[[3, 1, 1],[2]]+phi[[3, 2],[1, 1]]+phi[[3, 1],[2, 1]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     91 tau_infinity subcells with 4 member(s)
  subcells = [
     [100021],[100645],[100746],[117470],[120824],[120925],[124108],[124860],[136850],[142598],[143594],[144934],[145655],[147391],[151162],[164060],[165056],[171395],[172498],[173636],[173974],[174183],[180012],[194707],[195810],[202330],[202668],[205092],[205602],[211010],[212006],[215592],[227178],[227516],[235626],[238486],[244805],[245908],[248840],[249836],[261626],[270383],[277696],[279638],[279976],[285386],[297097],[315550],[351517],
     [46503,320422],[57609,205078],[59265,349647],[61549,356238],[61604,284283],[73276,235612],[73365,171349],[74790,238532],[75130,239084],[76751,384858],[76806,313588],[79521,320084],[79594,391709],[81587,188132],[86466,140204],[86567,140305],[88148,261612],[88237,194661],[93223,270429],[93311,202574],[94992,273426],[95939,416739],[97225,349309],[97298,419228],[102447,220144],[106030,166396],[106751,167117],[108276,224481],[108487,168853],[110377,297143],[110465,227422],[116215,306145],[116327,235874],[118663,382225],[119307,449548],[122506,315536],[122595,244759],[126350,251154],[126860,254409],[128233,187411],[130474,196948],[130812,197286],[131021,197495],[132268,191856],[133264,258823],[135595,333101],[135707,261874],[145128,479861],[147180,276941],[149281,351563],[149369,279882],[153706,286705],[155380,219597],[155718,219935],[158142,229940],[158652,230450],[161128,294339],[168642,303655],[175430,241954],[176426,312747],[178757,387025],[178869,315798],[185528,253899],[188388,264486],[198742,267954],[199738,339703],[208078,348759],[217923,289370],[225236,304410],[232926,375473],
     [7624,63189,154582,287501],[11765,81456,184652,323657],[12905,84885,189264,328189],[13140,51496,190400,258917],[17409,102433,217044,359524],[17510,102862,154920,359870],[18951,106620,221768,364103],[19232,67263,222644,294091],[19287,67453,160025,224527],[22880,119243,239362,382113],[23115,76615,240498,312841],[24757,126336,183773,322638],[25057,126906,184609,395107],[26874,131007,256026,399002],[26975,131436,189602,399348],[27228,86095,190062,258579],[27301,86111,256905,330058],[29556,138623,265362,408113],[29791,91487,266498,339797],[32054,145524,274228,416563],[32335,96969,275104,348511],[32390,97159,206975,276987],[34602,153663,153752,358955],[34942,104942,154304,289968],[36563,157754,290246,432276],[36862,70226,158128,229926],[36951,105984,158940,292117],[37162,158698,221725,432937],[37575,108005,108187,294077],[37676,108064,161016,365966],[38518,71882,295227,376361],[40521,166986,300942,441411],[40802,114123,301818,375225],[40857,114313,231823,303701],[43586,174169,309950,449100],[43687,174598,239700,449446],[43940,120453,240160,312503],[44013,120469,310829,383982],[46991,126688,183850,322984],[47938,130171,323833,464506],[48157,83023,185514,253885],[48246,127148,128187,251925],[49297,188001,326322,464330],[49671,89662,188434,264532],[49759,130718,131559,328175],[50011,90002,188986,265084],[50511,132974,133176,330104],[51632,91623,330934,410858],[51687,91678,259664,340544],[54048,197481,336906,472412],[54149,197910,265700,472758],[54402,139833,266160,339459],[54475,139849,337785,409982],[57698,144888,205890,346537],[57909,205648,274185,479887],[58322,146909,147091,348497],[58423,146968,207966,418426],[63253,157818,359972,494196],[63517,104602,217969,289416],[63605,102985,155624,287487],[64770,220130,362329,493748],[64871,220559,290584,494094],[65286,112146,220966,300140],[65398,158390,159278,364149],[66233,113093,364279,441587],[67519,114379,294889,376023],[67592,114452,366768,444076],[70315,166350,230738,373251],[70526,230496,300899,501349],[70939,168371,168553,375211],[71040,168430,232814,443274],[74878,173880,174721,382099],[75630,176136,176338,384028],[80866,251140,394979,519250],[81060,187605,395081,520809],[81857,129224,252221,325520],[81969,127486,185776,323703],[83112,187365,254697,398262],[83323,254455,326279,520835],[84305,138043,328301,408225],[84949,138687,399450,472860],[89750,197192,198033,408099],[90502,199448,199650,410028],[95104,205340,206228,416609],[101900,216825,429026,543636],[102238,286751,359415,543662],[103694,157174,287613,432388],[104690,219841,220682,432262],[106224,166590,432911,501323],[112258,230188,231076,441457],[129336,254147,255035,464376]
   ]
cell #708 :
  |C| = 189
  W-rep = phi[[3],[3, 1]]+phi[[2],[4, 1]]
  special rep = phi[[3],[3, 1]] , dim = 105
  orbit = [6, 6, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     21 tau_infinity subcells with 1 member(s)
     84 tau_infinity subcells with 2 member(s)
  subcells = [
     [39995],[52192],[53486],[64318],[68152],[68260],[82669],[82777],[86859],[87152],[103853],[104146],[108924],[109257],[126565],[128397],[128730],[134031],[153964],[155892],[184093],
     [16832,61367],[22465,74515],[24287,46576],[24328,79373],[29141,89387],[31300,94024],[31528,60742],[31569,94682],[33954,100256],[33968,61683],[34278,101171],[39767,111178],[40036,111836],[41730,77311],[42545,117027],[42749,117135],[43010,117705],[43024,78605],[45853,123745],[46617,125479],[53007,136407],[53211,136515],[53472,137085],[55535,97858],[55629,141166],[55643,97966],[56572,143050],[56632,142757],[60514,150082],[60783,150740],[61669,152540],[68246,162628],[69189,164512],[69249,164219],[71987,121217],[72280,121510],[72340,169727],[73541,171892],[73562,171559],[78126,179569],[78330,179677],[78591,180247],[79034,181052],[82763,186688],[87212,193039],[88413,195204],[88434,194871],[91770,147828],[92103,148161],[92124,200914],[93560,202842],[94343,203971],[97952,209578],[98895,211462],[98955,211169],[104206,219014],[109278,225762],[110714,227690],[111497,228819],[114651,177193],[115021,234191],[117121,236786],[121570,243137],[122771,245302],[122792,244969],[128751,253281],[134401,260191],[136501,262786],[143110,271474],[148182,278222],[149618,280150],[150401,281279],[156262,288811],[164572,298188],[171913,307205],[177563,314115],[179663,316710],[183233,321725],[195225,334161],[203212,343231],[211522,352608],[228060,369945],[245323,388085],[280520,422405]
   ]
cell #709 :
  |C| = 392
  W-rep = phi[[3, 2],[1, 1]]+phi[[3, 1],[2, 1]]+phi[[1],[4, 2]]+phi[[],[4, 3]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     56 tau_infinity subcells with 1 member(s)
     140 tau_infinity subcells with 2 member(s)
     14 tau_infinity subcells with 4 member(s)
  subcells = [
     [73423],[88295],[89189],[89227],[93374],[95040],[108334],[109443],[109481],[110528],[111614],[116263],[116399],[118319],[118744],[122653],[128916],[128954],[132897],[133327],[134066],[134178],[134588],[135643],[135779],[142254],[144533],[147238],[149432],[155927],[156039],[156449],[161200],[161978],[162154],[163716],[168700],[170994],[176059],[176489],[178805],[178941],[184128],[186038],[186214],[192648],[194306],[199371],[199801],[208150],[210666],[216537],[218623],[229601],[232998],[244404],
     [13265,191131],[17642,217399],[19393,223330],[19462,160708],[23240,241229],[25307,251637],[27107,256381],[27496,190721],[27511,257605],[29916,267229],[32496,275790],[32565,207658],[34990,286994],[35243,217536],[37009,222056],[37412,291829],[37903,161064],[37941,224126],[40047,299840],[40963,302504],[41032,232506],[43819,310305],[44208,240819],[44223,311529],[47039,250647],[47450,251405],[48304,184940],[49822,189650],[50059,327682],[50312,256518],[50908,191512],[53513,335465],[53582,264192],[54281,337261],[54670,266819],[54685,338485],[57756,274516],[58159,346249],[58650,208014],[58688,276586],[60988,100079],[61169,100973],[61207,101011],[62265,216305],[62690,157255],[63668,154968],[65003,362684],[65334,112194],[65470,222227],[65745,291597],[68287,368015],[69841,299430],[69856,371204],[70373,301230],[70776,372963],[71267,232862],[71305,303300],[74136,117528],[74317,123547],[74355,123585],[74941,239748],[75178,381606],[75431,310442],[76027,241610],[78905,124171],[79151,125257],[80465,184265],[81905,129272],[82041,185111],[82804,396871],[83170,326610],[83573,397974],[83961,137699],[84386,138124],[87329,332146],[87344,403010],[89008,136908],[89813,265748],[90050,407606],[90303,337398],[90899,267610],[92289,148347],[92327,148385],[92944,143227],[94214,143657],[94460,150518],[95176,274687],[95451,346017],[99916,151234],[103350,156830],[104323,361451],[104338,430909],[104753,290632],[104990,431769],[105243,362821],[105629,165995],[108954,436237],[110098,164689],[111368,165119],[112330,301401],[112605,372731],[114686,177228],[114798,177340],[115208,177750],[115907,172078],[117365,172570],[123366,180070],[126736,461749],[127832,187010],[128427,462716],[129408,326781],[129683,397742],[135287,195390],[136745,195882],[140516,208928],[140692,209104],[141463,202989],[141873,203399],[149002,211639],[150272,212069],[153076,215650],[153994,491723],[154165,429323],[162925,227837],[163335,228247],[169336,242746],[170198,236312],[178449,245488],[179907,245980],[181834,249469],[183104,249899],[193510,262312],[201356,271083],[204753,282061],[209875,280297],[210285,280707],[215487,285458],[226204,297797],[243608,316236],[278664,352217],
     [24339,46628,248115,321153],[31580,60794,273126,354260],[33995,61710,283086,356924],[34064,61779,214029,284966],[43051,78632,308509,389389],[43120,78701,238192,318116],[46182,79789,247705,320743],[46197,79804,319110,392409],[55670,97993,341301,420475],[57224,99547,272716,353850],[57239,99562,344490,423664],[72457,121687,305190,386070],[72472,121702,377010,453108],[91800,147858,411389,483187]
   ]
cell #710 :
  |C| = 427
  W-rep = phi[[3, 1],[2, 1]]+phi[[3],[2, 2]]+phi[[1, 1],[4, 1]]+phi[[1],[4, 2]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     91 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     49 tau_infinity subcells with 4 member(s)
  subcells = [
     [67092],[67872],[81440],[82389],[85707],[85969],[86778],[86892],[96798],[102803],[102851],[103772],[103886],[106604],[107553],[107601],[108976],[113952],[120065],[120327],[126216],[126484],[127280],[127284],[128449],[131377],[131425],[132456],[132460],[137401],[139445],[139707],[145508],[146457],[146505],[153638],[154448],[154716],[159072],[159076],[160241],[165462],[165724],[166970],[167919],[167967],[174539],[174587],[175618],[175622],[184584],[187985],[189130],[189398],[193316],[196278],[197851],[197899],[198930],[198934],[206022],[206026],[207191],[219291],[220500],[220548],[221700],[226084],[229160],[230870],[230874],[232039],[239228],[239496],[253603],[254829],[254833],[260470],[265228],[265496],[274160],[289090],[290112],[290380],[295422],[300874],[323128],[324647],[326254],[359169],[359390],
     [29080,196230],[29093,263725],[38906,226036],[38919,296021],[39950,229164],[48797,253555],[48810,325246],[51797,331488],[51885,259938],[52147,260474],[55255,97578],[63923,360793],[64011,288558],[64273,289094],[67760,367363],[67920,295498],[71906,121136],[72020,121250],[72642,116747],[72778,115798],[80732,394788],[82277,396219],[82437,324723],[85977,132893],[86888,331499],[87514,136127],[87650,135178],[91822,147880],[92507,142790],[92615,141707],[100572,152856],[102032,429079],[103882,360804],[107689,160599],[109661,164252],[109769,163169],[115440,171611],[115554,170446],[118021,180563],[120335,176055],[121872,179289],[122008,178340],[124514,182607],[124776,182869],[132568,190965],[134820,194923],[134934,193758],[139715,199367],[144000,212412],[144262,212674],[146593,207549],[148565,211202],[148673,210119],[151630,214917],[160355,223578],[165732,229597],[168055,232397],[170004,243414],[172966,246376],[175730,241063],[177982,245021],[178096,243856],[181393,249028],[199042,267063],[201236,278544],[204312,281620],[207305,276038],[232153,302752],[234470,314394],[268708,349842],
     [16771,34217,151582,214869],[16784,34230,213562,284499],[22404,45792,172918,246328],[22417,45805,237725,317649],[24159,46077,181505,247949],[24242,46531,181397,249032],[30439,59653,201188,278496],[30452,59666,269307,350441],[31400,57119,204424,272960],[31483,60697,204316,281624],[33817,61057,213676,283334],[33825,60984,151718,213920],[39867,69736,229272,299674],[41335,76916,304532,385412],[41423,77004,233938,313862],[41685,77266,234474,314398],[42109,73916,235282,307479],[42873,74205,237839,308757],[42881,74132,173054,238083],[52571,88788,261282,334435],[53335,89077,263839,335713],[53343,89004,196366,264083],[55143,97466,340649,419823],[55303,97626,268784,349918],[55843,93717,269571,342978],[56105,93979,270107,343514],[56113,92940,202024,271751],[60614,99442,281732,354094],[68460,110871,296285,369692],[68722,111133,296821,370228],[68730,110094,226872,298465],[72016,121246,304543,385423],[72690,116795,305348,378647],[77690,123146,315206,388359],[78454,123435,317763,389637],[78462,123362,246464,318007],[80055,125790,249140,320987],[87562,136175,332304,404647],[92503,142786,341386,413264],[98166,149775,350705,422152],[98428,150037,351241,422688],[98436,148998,279332,352885],[101336,153145,284613,357172],[101344,153072,215005,284857],[109657,164248,368100,438112],[121920,179337,386228,454745],[124784,181830,182877,249465],[144270,204749,212682,282057],[148561,211198,420560,485062]
   ]
cell #711 :
  |C| = 427
  W-rep = phi[[3, 1],[2, 1]]+phi[[3],[2, 2]]+phi[[1, 1],[4, 1]]+phi[[1],[4, 2]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     91 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     49 tau_infinity subcells with 4 member(s)
  subcells = [
     [107912],[109019],[127350],[128492],[132526],[132870],[133990],[134127],[146816],[154759],[154792],[155851],[155988],[159142],[160284],[160317],[162078],[168278],[175688],[176032],[183792],[184052],[184862],[184889],[186138],[189441],[189474],[190643],[190670],[196589],[199000],[199344],[206092],[207234],[207267],[216283],[217063],[217323],[221978],[222005],[223254],[229230],[229574],[230940],[232082],[232115],[239539],[239572],[240741],[240768],[251383],[254899],[256045],[256305],[260540],[263801],[265539],[265572],[266741],[266768],[274438],[274465],[275714],[289160],[290423],[290456],[291575],[296097],[299352],[301152],[301179],[302428],[309969],[310229],[325322],[326532],[326559],[332068],[336925],[337185],[345995],[361373],[362348],[362608],[367410],[372709],[394998],[396266],[397720],[429126],[429301],
     [53457,263768],[53481,335389],[68231,296064],[68255,367939],[69814,299379],[72854,170512],[82748,325289],[82772,396795],[85981,191162],[86854,402522],[86958,331746],[87302,332095],[87726,193824],[91865,147923],[92695,201709],[103848,430421],[103952,361051],[104296,361400],[107765,223644],[108876,436209],[109052,367626],[109849,226557],[114610,177152],[114747,177289],[115483,171654],[115641,234987],[120339,241260],[122084,243922],[126560,461592],[128349,462688],[128525,396482],[132648,257958],[134100,402651],[134863,194966],[135021,260987],[139719,267260],[140616,209028],[141412,202938],[146669,276104],[148753,279017],[151941,215228],[153916,491695],[155961,430550],[160442,293452],[162874,227786],[165736,299871],[168131,302818],[170122,236236],[173277,246687],[175810,311882],[178025,245064],[178183,314911],[181463,249098],[181807,249442],[193434,262236],[199122,338838],[204382,281690],[204726,282034],[207392,347872],[209824,280246],[213638,284575],[232240,374586],[234540,314464],[237801,317725],[243532,316160],[247627,320665],[269383,350517],[272638,353772],[305112,385992],[340696,419870],
     [33829,99947,151794,283400],[33939,61654,213605,284542],[33963,61678,283010,356848],[42885,117396,173130,308823],[42995,78576,237768,317692],[43019,78600,308433,389313],[46002,79019,181585,319463],[46155,79762,247654,320692],[53347,136776,196442,335779],[55614,97937,269350,350484],[55638,97961,341225,420399],[56117,141904,202786,343580],[57044,94328,204504,344843],[57197,99520,272665,353799],[60961,100052,213763,355599],[68734,163366,227634,370294],[69661,111482,229352,371557],[71982,121212,376522,452620],[72086,121316,304790,385670],[72430,121660,305139,386019],[73001,117106,236062,379213],[74109,117501,237926,380483],[78466,179938,246540,389703],[87873,136486,262062,405213],[88981,136881,263926,406483],[91722,147780,411361,483159],[91898,147956,340912,420086],[92573,142856,270271,413511],[92917,143200,270894,413860],[98440,210316,280094,422754],[99367,150386,281812,424017],[101348,215081,215518,357238],[109727,164318,296985,438359],[110071,164662,297608,438708],[114720,177262,376651,452749],[115516,171687,306034,446580],[122231,179648,315986,455311],[123339,180043,317850,456581],[124788,182881,248146,321184],[125715,183218,249220,392762],[134896,194999,332990,469892],[141385,202911,342045,477500],[144274,212686,273157,354291],[148631,211268,351405,485309],[148975,211612,352028,485658],[153049,215623,284700,427046],[162847,227759,368759,498962],[178058,245097,386914,513054],[209797,280219,421219,537866]
   ]
cell #712 :
  |C| = 392
  W-rep = phi[[3, 2],[1, 1]]+phi[[3, 1],[2, 1]]+phi[[1],[4, 2]]+phi[[],[4, 3]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     56 tau_infinity subcells with 1 member(s)
     140 tau_infinity subcells with 2 member(s)
     14 tau_infinity subcells with 4 member(s)
  subcells = [
     [116441],[135821],[137058],[137110],[142418],[144584],[161242],[162601],[162653],[163880],[165317],[171045],[171204],[173597],[174108],[178983],[186661],[186713],[191173],[191676],[192614],[192726],[193171],[194357],[194516],[202291],[205017],[208192],[210830],[218589],[218701],[219146],[224336],[225310],[225470],[227139],[233040],[235551],[241271],[241774],[244455],[244614],[250944],[252829],[252989],[259856],[261551],[267271],[267774],[276796],[279599],[286511],[288476],[299882],[303510],[315475],
     [27656,258128],[35294,287291],[37992,293181],[38128,223777],[44368,312052],[47749,323463],[50363,327979],[50950,257683],[50968,329164],[54830,339008],[58739,347601],[58875,276237],[62741,359509],[63052,287426],[65512,291907],[66044,363909],[66749,224177],[66801,294016],[70001,371727],[71356,374315],[71492,302951],[75482,381903],[76069,311607],[76087,383088],[80516,322623],[81021,323269],[82083,251715],[84125,256569],[84437,398987],[84748,328114],[85562,258540],[89278,406212],[89414,335912],[90354,407903],[90941,338563],[90959,409088],[95218,346327],[95750,416369],[96455,276637],[96507,348436],[99958,151276],[100229,152513],[100281,152565],[101861,286317],[102372,220069],[103514,217587],[105294,432066],[105680,166046],[105839,292078],[106185,363715],[109532,436732],[111656,371282],[111674,439622],[112372,373041],[112904,441217],[113609,303351],[113661,375150],[117407,172612],[117678,180220],[117730,180272],[118483,310493],[118795,449085],[119106,382038],[119920,312464],[124017,181025],[124369,182462],[126275,251079],[127883,187061],[128042,251886],[129005,463211],[129450,398052],[129982,464136],[130435,196909],[130946,197420],[134630,403088],[134648,468374],[136787,195924],[137863,337449],[138175,472397],[138486,408038],[139300,339420],[141139,209551],[141191,209603],[141915,203441],[143503,203944],[143855,212267],[144743,346498],[145089,416175],[151059,213155],[155341,219558],[156491,430987],[156509,493036],[156994,362872],[157306,493733],[157617,432201],[158067,229865],[162056,497374],[163377,228289],[164965,228792],[166205,373212],[166551,441023],[169302,242712],[169414,242824],[169859,243269],[170645,236759],[172395,237318],[179949,246022],[184316,519235],[185453,253824],[186116,519905],[187220,398223],[187566,463942],[193957,262759],[195707,263318],[200462,277770],[200622,277930],[201434,271161],[201879,271606],[210327,280749],[211915,281252],[215529,285500],[216615,543572],[216786,491864],[226282,297875],[226727,298320],[233856,313780],[234716,306913],[244055,316683],[245805,317242],[248157,321195],[249745,321698],[260716,333869],[269489,342896],[273168,354302],[278742,352295],[279187,352740],[285283,357930],[296203,369610],[314640,387793],[350623,422070],
     [46342,79949,319633,392932],[57384,99707,345013,424187],[61258,101062,355328,426775],[61394,101198,283533,357371],[74406,123636,380212,456310],[74542,123772,308956,389836],[79193,125299,319188,392487],[79211,125317,390815,459186],[92378,148436,411884,483682],[94502,150560,344568,423742],[94520,150578,414774,486572],[115250,177792,377088,453186],[115268,177810,445062,511536],[140594,209006,475912,536278]
   ]
cell #713 :
  |C| = 189
  W-rep = phi[[3],[3, 1]]+phi[[2],[4, 1]]
  special rep = phi[[3],[3, 1]] , dim = 105
  orbit = [6, 6, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     21 tau_infinity subcells with 1 member(s)
     84 tau_infinity subcells with 2 member(s)
  subcells = [
     [20553],[28264],[29067],[36130],[38682],[38893],[48573],[48784],[51792],[51816],[63918],[63942],[67772],[67840],[80727],[82289],[82357],[86789],[102044],[103783],[126495],
     [11184,24441],[15436,33656],[16710,33876],[16758,34204],[21588,44976],[22343,42932],[22391,45779],[24146,46064],[29019,53394],[30215,59429],[30426,59640],[30787,56877],[31387,57106],[33731,60854],[39254,69494],[39854,69723],[41330,76911],[41354,76935],[41885,73692],[42096,73903],[42787,74002],[45731,78513],[52347,88564],[52558,88775],[53249,88874],[55155,97478],[55223,97546],[55567,92239],[55750,93624],[55774,93648],[60001,99200],[60601,99429],[61871,101395],[68184,109393],[68367,110778],[68391,110802],[71917,121147],[72171,115085],[72542,116647],[72610,116715],[77466,122922],[77677,123133],[78368,123232],[80042,125777],[82701,128866],[87043,134465],[87414,136027],[87482,136095],[91944,140948],[92404,142687],[97890,148297],[98073,149682],[98097,149706],[101250,152942],[104037,156326],[109098,162410],[109558,164149],[114831,169657],[117059,172028],[121401,177627],[121772,179189],[121840,179257],[124238,181129],[128571,186470],[134211,192969],[136439,195340],[142941,203276],[143724,204048],[148002,209360],[148462,211099],[156072,218944],[164403,228124],[165186,228896],[171733,236568],[177373,243067],[179601,245438],[195045,262568],[203022,271404],[211353,280584],[212136,281356],[227870,298118],[245143,316492],[249966,321802],[280330,352538]
   ]
cell #714 :
  |C| = 392
  W-rep = phi[[3, 2],[1, 1]]+phi[[3, 1],[2, 1]]+phi[[1],[4, 2]]+phi[[],[4, 3]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     56 tau_infinity subcells with 1 member(s)
     140 tau_infinity subcells with 2 member(s)
     14 tau_infinity subcells with 4 member(s)
  subcells = [
     [171256],[194568],[196130],[196198],[202474],[205065],[224388],[225936],[226004],[227322],[229061],[235599],[235771],[238521],[239091],[244666],[253455],[253523],[258180],[258723],[259826],[259925],[260371],[261599],[261771],[270418],[273433],[276848],[279782],[288446],[288545],[288991],[294236],[295355],[295487],[297132],[303562],[306152],[312104],[312647],[315523],[315695],[322862],[324580],[324712],[331502],[333108],[339060],[339603],[348656],[351552],[359102],[360807],[371779],[375370],[387032],
     [51199,329679],[63119,359748],[66868,365158],[67079,293647],[76318,383603],[81371,395254],[84815,399226],[85614,329233],[85638,400285],[91190,409603],[96574,417618],[96785,348067],[102420,429389],[102771,359877],[105891,363978],[106535,433084],[107453,294064],[107521,365973],[111905,440137],[113728,442466],[113939,374781],[119173,449324],[119972,383157],[119996,450383],[126323,394604],[126895,395114],[128094,323532],[130618,328162],[130994,464969],[131345,399355],[132357,330093],[137177,471160],[137388,406678],[138553,472636],[139352,409157],[139376,473695],[144795,416438],[145439,480034],[146357,348484],[146425,418433],[151111,213207],[151482,214769],[151550,214837],[153741,358962],[154311,289975],[155524,287474],[157684,493972],[158115,229913],[158287,364138],[158687,432944],[162720,497743],[165369,439691],[165393,500156],[166257,441286],[166901,501496],[167819,375198],[167887,443281],[172447,237370],[172818,246228],[172886,246296],[173780,382086],[174156,508131],[174507,449453],[175519,384017],[180834,247190],[181294,248929],[183857,322991],[185501,253872],[185673,323692],[186780,520274],[187272,464205],[187916,520982],[188423,264521],[188993,265091],[193223,468443],[193247,524266],[195759,263370],[197092,408086],[197468,527511],[197819,472765],[198831,410017],[201088,278396],[201156,278464],[201931,271658],[203753,272201],[204213,281521],[205237,416598],[205637,479894],[212953,282545],[217958,289405],[219198,493105],[219222,544445],[219741,432249],[220117,544960],[220468,494101],[220973,300147],[225379,547682],[226779,298372],[228601,298915],[230085,441446],[230485,501356],[233826,313750],[233925,313849],[234371,314295],[235182,307379],[237116,307968],[245857,317294],[251127,564970],[252228,325527],[252898,565386],[254044,464365],[254444,520842],[261182,334335],[263116,334924],[268641,349775],[268773,349907],[269558,342965],[270004,343411],[279239,352792],[281061,353335],[285335,357982],[286580,583138],[286740,543669],[296272,369679],[296718,370125],[304546,385426],[305337,378636],[315106,388259],[317040,388848],[319685,392984],[321507,393527],[332293,404636],[341389,413267],[345065,424239],[350692,422139],[351138,422585],[357728,427830],[368103,438115],[386217,454734],[420563,485065],
     [79442,125548,391330,459701],[94751,150809,415289,487087],[100348,152632,425199,489416],[100559,152843,355794,427241],[117797,180339,447848,514322],[118008,180550,380678,456776],[124421,182514,390884,459255],[124445,182538,457679,516857],[141258,209670,476281,536647],[143907,212319,414843,486641],[143931,212343,478694,539060],[169911,243321,445131,511605],[169935,243345,504886,558624],[200531,277839,530528,577388]
   ]
cell #715 :
  |C| = 70
  W-rep = phi[[2, 2],[3]]
  special rep = phi[[2, 2],[3]] , dim = 70
  orbit = [5, 5, 4]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     70 tau_infinity subcells with 1 member(s)
  subcells = [
     [171275],[194587],[202091],[224407],[226939],[234099],[235366],[244685],[258340],[260099],[261366],[268913],[276867],[279399],[288719],[291219],[293831],[295627],[303581],[312264],[314023],[315290],[324326],[324852],[327309],[339220],[343139],[345639],[348251],[350047],[360459],[363146],[369853],[372353],[374965],[378250],[378776],[381233],[395738],[397364],[404250],[404776],[407233],[412919],[415606],[422313],[431396],[435194],[437767],[440454],[445836],[454348],[454874],[463373],[466976],[469148],[482144],[484717],[492131],[496205],[503606],[510138],[512310],[521841],[529518],[535109],[552263],[556199],[571071],[584219]
   ]
cell #716 :
  |C| = 70
  W-rep = phi[[2, 2],[3]]
  special rep = phi[[2, 2],[3]] , dim = 70
  orbit = [5, 5, 4]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     70 tau_infinity subcells with 1 member(s)
  subcells = [
     [15006],[20123],[21659],[27614],[28335],[30268],[30490],[33226],[37921],[38735],[38957],[41447],[44326],[45047],[48626],[49840],[50902],[51909],[54788],[58668],[59482],[59704],[63686],[64035],[65464],[71285],[73745],[74959],[76021],[77028],[82035],[83863],[88617],[89831],[90893],[93392],[93741],[95170],[103252],[104771],[110546],[110895],[112324],[116393],[118221],[122975],[129402],[133345],[135773],[137601],[142156],[149450],[149799],[156732],[161194],[163618],[176507],[178935],[185013],[191414],[199819],[208144],[210568],[222129],[232992],[241512],[267512],[274589],[301303],[326683]
   ]
cell #717 :
  |C| = 70
  W-rep = phi[[2, 2],[3]]
  special rep = phi[[2, 2],[3]] , dim = 70
  orbit = [5, 5, 4]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     70 tau_infinity subcells with 1 member(s)
  subcells = [
     [30713],[39180],[41788],[51125],[52250],[55368],[55691],[59927],[66771],[67985],[68308],[72112],[76244],[77369],[82502],[84147],[85555],[86984],[91116],[96477],[97691],[98014],[103536],[103978],[105832],[113631],[116860],[118505],[119913],[121342],[128035],[130332],[136240],[137885],[139293],[142440],[142882],[144736],[155238],[157016],[163902],[164344],[166198],[171197],[173494],[179402],[187213],[191698],[194509],[196806],[202188],[210852],[211294],[219455],[224329],[227036],[241796],[244607],[251783],[258437],[267796],[276789],[279496],[291975],[303503],[312361],[339317],[346395],[373109],[398120]
   ]
cell #718 :
  |C| = 70
  W-rep = phi[[2, 2],[3]]
  special rep = phi[[2, 2],[3]] , dim = 70
  orbit = [5, 5, 4]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     70 tau_infinity subcells with 1 member(s)
  subcells = [
     [56433],[69050],[73118],[86297],[87990],[92068],[93014],[98756],[108029],[109222],[110168],[114927],[120655],[122348],[128695],[130742],[132967],[134307],[140035],[146933],[148126],[149072],[155648],[156168],[158383],[168395],[171857],[173904],[176129],[177469],[185769],[188335],[195169],[197216],[199441],[202598],[203118],[205333],[217870],[219865],[227446],[227966],[230181],[235867],[238433],[245267],[254140],[258847],[261867],[264433],[270330],[279906],[280426],[289317],[294332],[297044],[312771],[315791],[323604],[330005],[339727],[348752],[351464],[364050],[375466],[383929],[409929],[416510],[441358],[464277]
   ]
cell #719 :
  |C| = 70
  W-rep = phi[[2, 2],[3]]
  special rep = phi[[2, 2],[3]] , dim = 70
  orbit = [5, 5, 4]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     70 tau_infinity subcells with 1 member(s)
  subcells = [
     [56480],[69097],[73129],[86344],[88001],[92079],[93039],[98803],[108040],[109233],[110193],[114952],[120702],[122359],[128706],[130753],[132992],[134332],[140082],[146944],[148137],[149097],[155659],[156193],[158408],[168406],[171868],[173915],[176154],[177494],[185794],[188452],[195180],[197227],[199466],[202609],[203143],[205358],[217987],[219876],[227457],[227991],[230206],[235892],[238550],[245278],[254165],[258858],[261892],[264550],[270447],[279917],[280451],[289434],[294357],[297161],[312782],[315816],[323721],[330122],[339738],[348777],[351581],[364167],[375491],[384046],[410046],[416627],[441475],[464394]
   ]
cell #720 :
  |C| = 70
  W-rep = phi[[2, 2],[3]]
  special rep = phi[[2, 2],[3]] , dim = 70
  orbit = [5, 5, 4]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     70 tau_infinity subcells with 1 member(s)
  subcells = [
     [93349],[110503],[116059],[133302],[135439],[140874],[142025],[149407],[160860],[162336],[163487],[169566],[176464],[178601],[186396],[188746],[191283],[192878],[199776],[207810],[209286],[210437],[218281],[218853],[221298],[232658],[236494],[238844],[241381],[242976],[252553],[255379],[262494],[264844],[267381],[270741],[271313],[273758],[287844],[289728],[297455],[298027],[300472],[306477],[309303],[316418],[325852],[330416],[333433],[336259],[342264],[351875],[352447],[361682],[366298],[368978],[384340],[387357],[395470],[401160],[410340],[418758],[421438],[433300],[443606],[451258],[474570],[480250],[501712],[521198]
   ]
cell #721 :
  |C| = 70
  W-rep = phi[[2, 2],[3]]
  special rep = phi[[2, 2],[3]] , dim = 70
  orbit = [5, 5, 4]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     70 tau_infinity subcells with 1 member(s)
  subcells = [
     [93412],[110566],[116068],[133365],[135448],[140883],[142003],[149470],[160869],[162345],[163465],[169544],[176527],[178610],[186405],[188755],[191261],[192856],[199839],[207819],[209295],[210415],[218290],[218831],[221276],[232667],[236503],[238853],[241359],[242954],[252531],[255277],[262503],[264853],[267359],[270750],[271291],[273736],[287742],[289737],[297464],[298005],[300450],[306455],[309201],[316427],[325830],[330425],[333411],[336157],[342162],[351884],[352425],[361580],[366276],[368876],[384349],[387335],[395368],[401058],[410349],[418736],[421336],[433198],[443584],[451156],[474468],[480148],[501610],[521096]
   ]
cell #722 :
  |C| = 70
  W-rep = phi[[2, 2],[3]]
  special rep = phi[[2, 2],[3]] , dim = 70
  orbit = [5, 5, 4]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     70 tau_infinity subcells with 1 member(s)
  subcells = [
     [142472],[163934],[170836],[191730],[194148],[200811],[202059],[210884],[223968],[225659],[226907],[234067],[241828],[244246],[253178],[255674],[258308],[260067],[267828],[276428],[278119],[279367],[288139],[288687],[291187],[303142],[307102],[309598],[312232],[313991],[324294],[327079],[334058],[336554],[339188],[342559],[343107],[345607],[360229],[361977],[369273],[369821],[372321],[378218],[381003],[387982],[397332],[401455],[404218],[407003],[412689],[421733],[422281],[431166],[435162],[437537],[451553],[454316],[462091],[466746],[474865],[482112],[484487],[494923],[503574],[509908],[529288],[533827],[550981],[566290]
   ]
cell #723 :
  |C| = 315
  W-rep = phi[[2, 1],[3, 1]]+phi[[2],[3, 2]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [14974],[19467],[20091],[21740],[27582],[27637],[28416],[30512],[30613],[32570],[33194],[37929],[38002],[38979],[39080],[41037],[41469],[41769],[44294],[44349],[45128],[49848],[50924],[51025],[51931],[52231],[53587],[54756],[54811],[55349],[55689],[58676],[58749],[59726],[59827],[63694],[64057],[65486],[66752],[67966],[68306],[69982],[71293],[71366],[72110],[74967],[76043],[76144],[77050],[77350],[82057],[82483],[84128],[86982],[89215],[89839],[90915],[91016],[93400],[93763],[95192],[96458],[97672],[98012],[103517],[103976],[104779],[109469],[110554],[110917],[112346],[113612],[116415],[116841],[118486],[121340],[128942],[129424],[133353],[135795],[136221],[137866],[142421],[142880],[149458],[149821],[156997],[160734],[161216],[163883],[164342],[176515],[178957],[179383],[191679],[199827],[207684],[208166],[210833],[211292],[232532],[233014],[241777],[264218],[267777],
     [4341,46268],[6523,57310],[7114,61268],[9252,69927],[9978,73057],[10218,74416],[11105,79167],[11118,79268],[13780,87929],[14020,89288],[15029,92959],[15357,94476],[15370,94577],[16602,99633],[16651,100232],[20146,110113],[20474,111630],[20487,111731],[21565,115224],[21667,115418],[21843,115945],[22284,117681],[23755,122287],[23995,123646],[24508,79875],[28241,134604],[28343,134798],[28519,135325],[28960,137061],[30276,140804],[30403,141142],[30530,141351],[33249,149017],[33577,150534],[33590,150635],[34069,61784],[34309,101072],[36107,156465],[38743,162266],[38870,162604],[38997,162813],[41487,169512],[41752,170022],[43125,78706],[44953,177766],[45055,177960],[45231,178487],[45672,180223],[46323,79930],[46651,125273],[46664,125374],[48634,186326],[48761,186664],[51949,192824],[52214,193334],[55332,200656],[56854,203415],[57365,99688],[59490,209216],[59617,209554],[59744,209763],[61093,151250],[61195,100999],[61812,152516],[64075,218799],[67949,225504],[69471,228263],[73753,236424],[73880,236762],[74241,172586],[74343,123573],[77068,242922],[77333,243432],[78931,124197],[79058,181028],[82466,253023],[88625,262424],[88752,262762],[89113,195898],[92315,148373],[93781,271259],[94240,143683],[94367,203947],[97655,277964],[99177,280723],[110935,297973],[111394,165145],[111521,228795],[115933,172104],[116824,306947],[122983,316348],[123110,316686],[123471,245996],[135313,195416],[136204,333903],[149839,352393],[150298,212095],[150425,281255],[153181,285474],[178475,245514],[179366,387827],[183130,249925],[183257,321701],[214055,284992],[238218,318142]
   ]
cell #724 :
  |C| = 189
  W-rep = phi[[3],[3, 1]]+phi[[2],[4, 1]]
  special rep = phi[[3],[3, 1]] , dim = 105
  orbit = [6, 6, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     21 tau_infinity subcells with 1 member(s)
     84 tau_infinity subcells with 2 member(s)
  subcells = [
     [20476],[28243],[28948],[36109],[38745],[38858],[48636],[48749],[51785],[51899],[63911],[64025],[67783],[67933],[80720],[82300],[82450],[86802],[102055],[103796],[126508],
     [4346,79046],[6528,94355],[7107,99786],[7126,61095],[9257,111509],[9983,73868],[10211,117235],[10230,74243],[11107,46653],[13785,88740],[14013,136615],[14032,89115],[14812,141084],[14892,93617],[15041,56856],[15359,33579],[16607,150413],[16639,61800],[19929,162546],[20009,110771],[20158,69473],[21464,115078],[21567,44955],[21642,116658],[21669,73755],[22272,45660],[23760,123098],[23988,179777],[24007,123473],[24513,183245],[26016,186606],[28140,134458],[28318,136038],[28345,88627],[30251,140959],[30278,59492],[30391,59605],[30480,93731],[30495,142700],[33032,209496],[33112,149675],[33261,99179],[34302,215357],[34321,153183],[36006,156319],[38718,162421],[38947,110885],[38962,164162],[41323,76904],[41437,77018],[41452,169670],[41736,116808],[42728,236704],[44852,177620],[45030,179200],[45057,122985],[46106,247326],[48609,186481],[51914,192982],[52198,136188],[53190,262704],[55166,97489],[55316,97639],[56753,203269],[57148,272337],[59465,209371],[59694,149789],[59709,211112],[64040,218957],[69370,228117],[69765,299051],[71930,121160],[73728,236579],[77033,243080],[77317,179350],[78309,316628],[88600,262579],[93746,271417],[99076,280577],[99471,353471],[110900,298131],[122958,316503],[125819,393663],[149804,352551]
   ]
cell #725 :
  |C| = 98
  W-rep = phi[[4, 1],[1, 1]]+phi[[],[5, 2]]
  special rep = phi[[4, 1],[1, 1]] , dim = 84
  orbit = [8, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     70 tau_infinity subcells with 1 member(s)
     14 tau_infinity subcells with 2 member(s)
  subcells = [
     [13270],[17644],[19395],[23245],[25308],[27109],[27512],[29921],[32498],[34991],[35242],[37413],[37940],[40052],[40965],[43821],[44224],[47040],[47449],[50060],[50311],[53515],[54283],[54686],[58160],[58687],[62264],[62679],[65005],[65744],[68289],[69857],[70777],[71304],[75179],[75430],[80454],[82806],[83574],[84375],[87345],[89226],[90051],[90302],[95450],[101628],[104339],[104991],[105242],[108955],[109480],[112604],[118733],[126737],[128428],[128953],[129682],[134065],[138113],[153995],[154164],[155926],[157244],[161970],[184127],[184254],[186030],[216222],[216529],[250576],
     [24344,46633],[31585,60799],[33997,61712],[43053,78634],[46198,79805],[55672,97995],[57240,99563],[61206,101010],[72473,121703],[74354,123584],[91801,147859],[92326,148384],[114685,177227],[140508,208920]
   ]
cell #726 :
  |C| = 105
  W-rep = phi[[3, 2],[2]]
  special rep = phi[[3, 2],[2]] , dim = 105
  orbit = [6, 4, 4]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [27688],[37040],[38169],[44400],[48335],[49703],[49878],[51227],[54862],[57787],[58916],[63549],[63724],[65336],[65524],[70404],[71533],[73454],[74822],[74997],[76346],[81907],[82095],[83201],[83765],[83908],[88326],[89694],[89869],[91218],[93255],[93430],[95042],[95230],[103154],[103297],[104634],[104809],[105439],[108365],[110409],[110584],[112196],[112384],[116265],[118123],[118266],[122684],[126437],[127518],[127642],[129274],[129462],[133208],[133383],[135645],[137503],[137646],[142201],[144343],[147269],[149313],[149488],[153829],[154970],[156634],[156777],[159310],[161066],[163663],[165805],[168731],[176370],[176545],[178807],[184215],[185058],[186820],[189652],[191459],[199682],[199857],[206260],[208016],[210613],[216660],[216992],[222174],[231108],[232864],[239750],[241557],[250747],[255067],[255974],[265750],[267557],[274634],[290634],[301348],[309898],[326728],[336854],[362277],[394927]
   ]
cell #727 :
  |C| = 189
  W-rep = phi[[3],[3, 1]]+phi[[2],[4, 1]]
  special rep = phi[[3],[3, 1]] , dim = 105
  orbit = [6, 6, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     21 tau_infinity subcells with 1 member(s)
     84 tau_infinity subcells with 2 member(s)
  subcells = [
     [87199],[88878],[104193],[109263],[109397],[111188],[128736],[128870],[134037],[134392],[134487],[155898],[156253],[156348],[162015],[162030],[184099],[186075],[186090],[216574],[216589],
     [31276,203298],[33890,213229],[39743,228146],[42537,236188],[42711,172032],[42946,237392],[45915,246810],[46089,181133],[52999,262188],[53173,195344],[53408,263392],[55527,269049],[56603,202848],[56619,143097],[56957,271821],[57131,204052],[60490,280606],[60858,152946],[68144,295763],[69220,227696],[69236,164559],[69574,298535],[69748,228900],[72311,234197],[72327,121557],[72400,304954],[73547,171898],[73575,236173],[74006,123236],[78118,316112],[78292,245442],[78527,317316],[78725,182924],[82661,324988],[87183,260197],[87272,331910],[88419,195210],[88447,262173],[92109,148167],[92137,269034],[92243,148301],[93551,203203],[94034,150092],[97850,350183],[98926,280156],[98942,211509],[99280,352955],[99454,281360],[101409,358004],[104177,288817],[104266,361215],[109291,295748],[110705,228051],[114657,177199],[115012,177554],[115107,177649],[117019,378912],[121541,314121],[121630,385834],[122777,245308],[122805,316097],[125628,393147],[125802,321806],[128764,324973],[136399,404912],[140553,208965],[140568,208980],[143081,343237],[143170,413675],[148195,350168],[149609,280511],[151340,424816],[164543,369951],[164632,438523],[171926,378897],[172676,447465],[179561,455010],[195238,404897],[195988,470777],[211493,422411],[211582,485473],[245336,454995],[246086,513939],[285564,542513]
   ]
cell #728 :
  |C| = 427
  W-rep = phi[[3, 1],[2, 1]]+phi[[3],[2, 2]]+phi[[1, 1],[4, 1]]+phi[[1],[4, 2]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     91 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     49 tau_infinity subcells with 4 member(s)
  subcells = [
     [27638],[37930],[38104],[44350],[49849],[50925],[50941],[51932],[54812],[58677],[58851],[63695],[64058],[65487],[65503],[66723],[66751],[67965],[69983],[71294],[71468],[74968],[76044],[76060],[82058],[82074],[82482],[84099],[84127],[85541],[86970],[89216],[89390],[89840],[90916],[90932],[95193],[95209],[96429],[96457],[103488],[103516],[103964],[104780],[105463],[105818],[108894],[109470],[111647],[112347],[112363],[113583],[113611],[118457],[118485],[119899],[127666],[128021],[128367],[128943],[129425],[129441],[130223],[134621],[137032],[137837],[137865],[139279],[144367],[144722],[153853],[153934],[155129],[156482],[156968],[156996],[162575],[165829],[166184],[173385],[183989],[186635],[186844],[187199],[192608],[196697],[216684],[218583],[219346],[250938],[251015],
     [14976,93401],[19469,160735],[20093,110555],[20475,111631],[21741,116416],[27584,133354],[28242,134605],[28417,135796],[28959,137060],[30513,93764],[30612,142420],[32572,207685],[33196,149459],[36108,156466],[38003,161217],[38744,162267],[38869,162603],[38980,110918],[39079,163882],[39773,165296],[41039,232533],[41470,77051],[41768,116840],[44296,176516],[45129,178958],[46324,79931],[48635,186327],[48760,186663],[51024,191678],[51948,192823],[52089,193150],[52230,136220],[53589,264219],[54758,199828],[55348,97671],[55677,142868],[57366,99689],[58750,208167],[59727,149822],[59826,210832],[61196,101000],[61370,101174],[64074,218798],[64215,219125],[67811,225362],[67937,225496],[68294,164330],[71367,233015],[72098,121328],[74344,123574],[74518,123748],[76143,241776],[77349,179382],[79184,125290],[82328,252881],[82454,253015],[86806,259783],[91015,267776],[91740,147798],[92316,148374],[94493,150551],[98000,211280],[100203,152487],[102083,286563],[103800,288403],[115241,177783],[117652,180194],[126512,322819],[141113,209525],[169296,242706],
     [4343,46270,78932,124198],[6525,57312,94241,143684],[7115,61094,61269,151251],[9254,69929,111395,165146],[9980,73059,115934,172105],[10219,74242,74417,172587],[11106,46652,79168,125274],[11117,79057,79267,181027],[13782,87931,135314,195417],[14021,89114,89289,195899],[15030,56855,92960,203416],[15358,33578,94477,150535],[15369,94366,94576,203946],[16604,99635,150299,212096],[16650,61811,100231,152515],[20147,69472,110114,228264],[20486,111520,111730,228794],[21566,44954,115225,177767],[21668,73754,115419,236425],[21842,73879,115944,236761],[22283,45671,117680,180222],[23757,122289,178476,245515],[23996,123472,123647,245997],[24065,79961,124348,182441],[24510,79877,183131,249926],[28344,88626,134799,262425],[28518,88751,135324,262761],[30277,59491,140805,209217],[30402,59616,141141,209553],[30529,93780,141350,271258],[31306,60520,143834,212246],[33250,99178,149018,280724],[33589,150424,150634,281254],[34071,61786,214056,284993],[34310,101073,153182,285475],[38996,110934,162812,297972],[41486,77067,169511,242921],[41627,77208,169838,243248],[41740,116812,170014,306939],[43127,78708,238219,318143],[45056,122984,177961,316349],[45230,123109,178486,316685],[46663,125373,183256,321700],[52202,136192,193326,333895],[55194,97517,200514,277822],[55320,97643,200648,277956],[59743,149838,209762,352392],[71934,121164,233783,313707],[77321,179354,243424,387819]
   ]
cell #729 :
  |C| = 189
  W-rep = phi[[3],[3, 1]]+phi[[2],[4, 1]]
  special rep = phi[[3],[3, 1]] , dim = 105
  orbit = [6, 6, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     21 tau_infinity subcells with 1 member(s)
     84 tau_infinity subcells with 2 member(s)
  subcells = [
     [14014],[19930],[20463],[26017],[28186],[28230],[36052],[36096],[38597],[38762],[48488],[48653],[51770],[51967],[62463],[63896],[64093],[67788],[80705],[82305],[102060],
     [4350,46107],[6532,57149],[7108,34303],[7137,61082],[9261,69766],[10106,42729],[10212,23989],[10241,74230],[11094,46640],[11112,78785],[13908,53191],[14043,89102],[14813,33033],[15099,56799],[15213,56843],[15346,33566],[15364,94094],[16611,99472],[20216,69416],[20330,69460],[20481,111248],[21510,44898],[21554,44942],[21572,115167],[21896,73772],[21938,73607],[23883,78310],[24018,123460],[24517,125820],[28248,134547],[28572,88644],[28614,88479],[30130,59344],[30295,59509],[30337,92169],[30813,93799],[30831,93602],[33319,99122],[33433,99166],[33584,150152],[34332,153170],[36114,156408],[38804,109323],[39280,110953],[39298,110756],[41308,76889],[41505,77086],[41523,115063],[42155,116663],[44960,177709],[45284,123002],[45326,122837],[46658,182984],[48695,128796],[51985,134443],[52617,136043],[55171,97494],[55410,140964],[56861,203358],[59551,148227],[60027,149857],[60045,149660],[61100,213289],[64111,156304],[68027,162426],[69478,228206],[73814,171958],[74248,237452],[77104,177605],[77736,179205],[82544,186486],[88686,195270],[89120,263452],[93817,203254],[97733,209376],[99184,280666],[110971,228102],[116902,236584],[123044,245368],[123478,317376],[136282,262584],[149875,280562],[153188,358064],[179444,316508]
   ]
cell #730 :
  |C| = 189
  W-rep = phi[[3],[3, 1]]+phi[[2],[4, 1]]
  special rep = phi[[3],[3, 1]] , dim = 105
  orbit = [6, 6, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     21 tau_infinity subcells with 1 member(s)
     84 tau_infinity subcells with 2 member(s)
  subcells = [
     [20480],[28247],[28949],[36113],[38803],[38859],[48694],[48750],[51786],[51974],[63912],[64100],[67795],[68016],[80721],[82312],[82533],[86813],[102067],[103807],[126519],
     [4351,79047],[6533,94356],[7109,99787],[7136,61099],[9262,111510],[10107,73869],[10213,117236],[10240,74247],[11111,46657],[13909,88741],[14015,136616],[14042,89119],[14814,141085],[15100,93618],[15212,56860],[15363,33583],[16612,150414],[16640,61801],[19931,162547],[20217,110772],[20329,69477],[21511,115079],[21571,44959],[21906,116670],[21937,73813],[22273,45661],[23884,123099],[23990,179778],[24017,123477],[24518,183246],[26018,186607],[28187,134459],[28582,136050],[28613,88685],[30305,140971],[30336,59550],[30392,59606],[30820,93806],[30823,142711],[33034,209497],[33320,149676],[33432,99183],[34304,215358],[34331,153187],[36053,156320],[38772,162433],[39287,110960],[39290,164173],[41324,76905],[41512,77093],[41515,169681],[42144,116891],[42730,236705],[44899,177621],[45294,179212],[45325,123043],[46108,247327],[48663,186493],[51977,192993],[52606,136271],[53192,262705],[55178,97501],[55399,97722],[56800,203270],[57150,272338],[59519,209383],[60034,149864],[60037,211123],[64103,218968],[69417,228118],[69767,299052],[71941,121171],[73782,236591],[77096,243091],[77725,179433],[78311,316629],[88654,262591],[93809,271428],[99123,280578],[99473,353472],[110963,298142],[123012,316515],[125821,393664],[149867,352562]
   ]
cell #731 :
  |C| = 105
  W-rep = phi[[4],[2, 1]]+phi[[1],[5, 1]]
  special rep = phi[[4],[2, 1]] , dim = 70
  orbit = [8, 4, 1, 1]
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 70
     35 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [14016],[19932],[20464],[26019],[28224],[28231],[28944],[36090],[36097],[38598],[38817],[38854],[48489],[48708],[48745],[51780],[51781],[52031],[62464],[63906],[63907],[64157],[67746],[67798],[80715],[80716],[82263],[82315],[86770],[102018],[102070],[103764],[126110],[126476],[153543],
     [4353,46109],[6535,57151],[7110,34305],[9264,69768],[10193,42731],[10214,23991],[11095,46641],[13995,53193],[14815,33035],[15256,56837],[15347,33567],[16614,99474],[16635,61796],[20373,69454],[21548,44936],[21555,44943],[22112,73827],[22268,45656],[23970,78312],[24520,125822],[28788,88699],[30131,59345],[30350,59564],[30387,59601],[31087,93863],[33476,99160],[39554,111017],[41318,76899],[41319,76900],[41569,77150],[45500,123057],[55129,97452],[55181,97504],[60301,149921],[71898,121128]
   ]
cell #732 :
  |C| = 189
  W-rep = phi[[3],[3, 1]]+phi[[2],[4, 1]]
  special rep = phi[[3],[3, 1]] , dim = 105
  orbit = [6, 6, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     21 tau_infinity subcells with 1 member(s)
     84 tau_infinity subcells with 2 member(s)
  subcells = [
     [9269],[13616],[14054],[18188],[19797],[19935],[25884],[26022],[28014],[28032],[35880],[35898],[38562],[38616],[47216],[48453],[48507],[51741],[62428],[63867],[80676],
     [4358,11268],[6540,16619],[7130,16739],[7148,16897],[9814,23591],[10234,22372],[10252,24029],[11140,24194],[14036,29048],[14680,32900],[14818,33038],[15045,31291],[15392,31435],[16658,33743],[20162,39758],[20509,39902],[21338,44726],[21356,44744],[21727,42596],[21865,42734],[22291,42799],[24011,45760],[28403,53058],[28541,53196],[28967,53261],[30095,59309],[30149,59363],[30410,55579],[30537,56627],[30555,56645],[33265,60505],[33612,60649],[34325,61900],[38877,68196],[39004,69244],[39022,69262],[41279,76860],[41494,72335],[41765,73572],[41819,73626],[45115,78177],[45253,78315],[45679,78380],[46686,80090],[48768,82713],[51956,87207],[52227,88444],[52281,88498],[55345,92134],[55699,93573],[59624,97902],[59751,98950],[59769,98968],[61819,101262],[64082,104201],[67962,109288],[68316,110727],[72120,115034],[73887,117071],[77075,121565],[77346,122802],[77400,122856],[79065,124250],[82479,128761],[86992,134414],[88759,136451],[93788,143105],[94374,143736],[97668,148192],[98022,149631],[103986,156275],[110942,164567],[111528,165198],[116837,171923],[121350,177576],[123117,179613],[136217,195235],[142890,203225],[149846,211517],[150432,212148],[164352,228073],[179379,245333],[183264,249978],[211302,280533]
   ]
cell #733 :
  |C| = 98
  W-rep = phi[[4, 1],[1, 1]]+phi[[],[5, 2]]
  special rep = phi[[4, 1],[1, 1]] , dim = 84
  orbit = [8, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     70 tau_infinity subcells with 1 member(s)
     14 tau_infinity subcells with 2 member(s)
  subcells = [
     [27654],[35292],[37990],[44366],[46943],[47759],[50361],[50978],[54828],[58737],[62013],[62162],[62843],[63064],[66054],[66813],[69999],[71354],[75480],[76097],[80359],[81128],[84539],[84760],[89276],[90352],[90969],[95760],[96519],[102478],[105292],[106292],[109530],[111684],[112914],[113673],[118897],[119118],[129003],[129992],[131052],[134658],[137122],[138277],[138498],[145196],[156519],[157408],[157629],[162066],[162665],[166658],[174214],[184418],[186126],[186725],[187673],[192626],[197526],[216625],[216893],[218601],[220175],[225306],[250956],[251185],[252825],[286273],[286507],[322574],
     [46340,79947],[57382,99705],[61256,101060],[74404,123634],[79221,125327],[92376,148434],[94530,150588],[100293,152577],[115278,177820],[117742,180284],[140604,209016],[141203,209615],[169314,242724],[200458,277766]
   ]
cell #734 :
  |C| = 105
  W-rep = phi[[3, 2],[2]]
  special rep = phi[[3, 2],[2]] , dim = 105
  orbit = [6, 4, 4]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [47807],[51251],[51291],[62745],[65548],[66102],[67150],[76370],[76410],[80520],[80991],[82119],[83976],[84201],[84441],[91242],[91282],[95254],[95808],[96856],[101831],[103365],[103590],[105684],[106155],[112408],[112962],[114010],[116477],[118334],[118559],[118799],[127887],[129486],[130040],[130405],[135857],[137714],[137939],[138179],[142269],[142494],[144588],[145059],[155311],[156845],[157070],[157310],[161278],[163731],[163956],[166050],[166521],[171049],[173567],[179019],[184320],[185126],[187065],[187536],[191527],[191752],[194361],[196879],[202261],[208228],[210681],[210906],[216756],[217591],[219528],[222242],[224181],[227109],[233076],[241625],[241850],[244459],[250675],[251856],[256573],[258510],[267625],[267850],[274702],[276641],[279569],[287022],[292048],[301416],[303355],[310497],[312434],[326796],[327710],[337453],[339390],[346468],[362876],[373182],[381634],[398193],[407634],[431797],[461777]
   ]
cell #735 :
  |C| = 427
  W-rep = phi[[3, 1],[2, 1]]+phi[[3],[2, 2]]+phi[[1, 1],[4, 1]]+phi[[1],[4, 2]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     91 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     49 tau_infinity subcells with 4 member(s)
  subcells = [
     [38131],[38544],[47797],[48435],[51016],[51196],[51821],[51839],[58878],[62169],[62410],[63071],[63116],[63947],[63965],[66092],[66820],[66865],[67864],[71495],[76135],[76315],[80402],[81135],[81376],[81394],[82381],[84767],[84812],[85643],[85661],[89417],[91007],[91187],[95798],[96526],[96571],[102521],[102795],[106299],[106540],[106558],[107545],[111722],[111902],[112952],[113680],[113725],[119125],[119170],[120001],[120019],[130030],[131095],[131369],[134696],[137129],[137174],[138505],[138550],[139381],[139399],[145203],[145444],[145462],[146449],[156557],[157636],[157681],[162672],[162717],[166665],[166906],[166924],[167911],[174257],[174531],[186732],[186777],[187680],[187921],[187939],[192633],[197569],[197843],[216900],[218608],[220218],[220492],[250963],[251228],
     [9266,165398],[13613,193252],[14058,196222],[18185,219227],[19740,225384],[19939,226028],[20550,165416],[25827,252903],[26026,253547],[27969,259772],[28081,259930],[28261,193270],[30077,59291],[34782,286585],[35835,288392],[35947,288550],[36127,219245],[38634,295433],[38679,225489],[41359,76940],[41377,76958],[47171,322808],[48525,324658],[48570,253008],[55247,97570],[55779,93653],[55797,93671],[55914,92822],[61397,101201],[67063,107877],[68396,110807],[68414,110825],[68531,109976],[72634,116739],[72732,115752],[74545,123775],[79259,125365],[79439,125545],[85778,132775],[87506,136119],[87604,135132],[92607,141699],[94568,150626],[94748,150806],[96769,146781],[98102,149711],[98120,149729],[98237,148880],[100300,152584],[100345,152629],[107643,160553],[109761,163161],[113923,168243],[115316,177858],[117749,180291],[117794,180336],[120136,175937],[121864,179281],[121962,178294],[132560,190957],[137372,196554],[139516,199249],[141210,209622],[141255,209667],[146547,207503],[148665,210111],[168009,232351],[169321,242731],[175722,241055],[199034,267055],
     [4355,11265,124450,182543],[6537,16616,143936,212348],[7152,16901,151574,214861],[9811,23588,169940,243350],[10256,24033,172910,246320],[11144,24198,181497,247941],[11181,24438,124468,182561],[14623,32843,200536,277844],[14822,33042,201180,278488],[15396,31439,204416,272952],[15433,33653,143954,212366],[16707,33873,151672,213874],[20513,39906,229264,299666],[21293,44681,233772,313696],[21405,44793,233930,313854],[21585,44973,169958,243368],[21869,42738,235274,307471],[22340,42929,173008,238037],[24130,45967,124585,181712],[28545,53200,261274,334427],[29016,53391,196320,264037],[30167,59381,268719,349853],[30212,59426,200641,277949],[30604,56694,269563,342970],[30784,56874,201978,271705],[31371,57009,144071,204631],[33616,60653,281724,354086],[39071,69311,296277,369684],[39251,69491,226826,298419],[39838,69626,165533,229479],[41837,73644,305283,378582],[41882,73689,234735,306932],[42080,72966,170761,236875],[45257,78319,315198,388351],[45728,78510,246418,317961],[46690,80094,249132,320979],[52299,88516,332239,404582],[52344,88561,260735,333888],[52542,87838,194073,262875],[59818,99017,350697,422144],[59998,99197,279286,352839],[60585,99332,212483,281939],[61868,101392,214959,284811],[77418,122874,386163,454680],[77463,122919,314659,387812],[77661,122196,244171,316799],[80026,125680,182678,249347],[100543,151906,152827,215193],[117992,173242,180534,246652]
   ]
cell #736 :
  |C| = 98
  W-rep = phi[[4, 1],[1, 1]]+phi[[],[5, 2]]
  special rep = phi[[4, 1],[1, 1]] , dim = 84
  orbit = [8, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     70 tau_infinity subcells with 1 member(s)
     14 tau_infinity subcells with 2 member(s)
  subcells = [
     [19474],[25343],[27547],[32577],[34539],[35260],[37448],[37958],[41044],[44259],[46935],[47554],[47751],[50329],[50970],[53594],[54721],[58195],[58705],[62108],[62835],[65849],[66046],[69892],[70812],[71322],[75448],[76089],[80263],[81074],[83609],[84531],[87380],[89244],[90320],[90961],[95555],[95752],[104374],[105260],[106238],[109498],[111676],[112709],[112906],[118889],[128971],[129787],[129984],[134083],[134650],[138269],[145142],[154269],[155944],[156511],[157400],[162058],[166604],[184145],[184410],[186118],[187619],[192542],[216617],[216839],[218517],[250600],[250872],[286243],
     [34076,61791],[43132,78713],[46233,79840],[57275,99598],[61224,101028],[72508,121738],[74372,123602],[79213,125319],[92344,148402],[94522,150580],[114703,177245],[115270,177812],[140596,209008],[169230,242640]
   ]
cell #737 :
  |C| = 189
  W-rep = phi[[3],[3, 1]]+phi[[2],[4, 1]]
  special rep = phi[[3],[3, 1]] , dim = 105
  orbit = [6, 6, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     21 tau_infinity subcells with 1 member(s)
     84 tau_infinity subcells with 2 member(s)
  subcells = [
     [39805],[52121],[53225],[64247],[68145],[68160],[82662],[82677],[86840],[87150],[103834],[104144],[108922],[109259],[126546],[128395],[128732],[134033],[153962],[155894],[184095],
     [11165,124214],[15417,143700],[16667,150908],[16735,100122],[20534,165162],[22261,117035],[22300,172244],[22368,117571],[24097,79993],[28937,136415],[28976,195556],[29044,136951],[30419,201028],[31138,142738],[31287,93953],[31338,60552],[33637,212112],[33707,101226],[38886,225876],[39605,164200],[39754,111107],[41620,169708],[41659,77240],[42511,171557],[42538,117020],[42763,78344],[45649,179577],[45688,245654],[45756,180113],[46711,249942],[48777,253395],[52082,193020],[52973,194869],[53000,136400],[55501,200912],[55528,97851],[55543,97866],[56570,143048],[56585,202844],[59633,278336],[60352,211150],[60501,150011],[61828,285132],[61896,215693],[64208,218995],[68118,225760],[69187,164510],[69202,227692],[71968,121198],[72278,121508],[72293,234193],[73543,171894],[73896,307319],[77201,243118],[78092,244967],[78119,179562],[79074,318782],[82635,253279],[87165,260193],[88415,195206],[88768,334275],[91768,147826],[92105,148163],[93914,271455],[94383,344162],[97824,278220],[98893,211460],[98908,280152],[104159,288813],[111068,298169],[111537,370876],[114653,177195],[116993,307203],[121523,314117],[122773,245304],[123126,388199],[136373,334159],[143063,343233],[149972,352589],[150441,423336],[164525,369947],[179535,388083],[183273,460452],[211475,422407]
   ]
cell #738 :
  |C| = 427
  W-rep = phi[[3, 1],[2, 1]]+phi[[3],[2, 2]]+phi[[1, 1],[4, 1]]+phi[[1],[4, 2]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     91 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     49 tau_infinity subcells with 4 member(s)
  subcells = [
     [27655],[28053],[35293],[35919],[37991],[38130],[38637],[44367],[47769],[47796],[48528],[50362],[50988],[51015],[51810],[54829],[58738],[58877],[63059],[63074],[63936],[66064],[66091],[66808],[66823],[67766],[70000],[71355],[71494],[75481],[76107],[76134],[81028],[81365],[82283],[84755],[84770],[85632],[89277],[89416],[90353],[90979],[91006],[95770],[95797],[96514],[96529],[101868],[102038],[102414],[105293],[106192],[106529],[109531],[111721],[112924],[112951],[113668],[113683],[119113],[119128],[119990],[126317],[129004],[130002],[130029],[130988],[134695],[137117],[138493],[138508],[139370],[145096],[145433],[156556],[157624],[157639],[162660],[166558],[166895],[174150],[186720],[187573],[187910],[192621],[197462],[216793],[218596],[220111],[250951],[251121],
     [9271,111694],[13618,134668],[14057,137132],[18190,156529],[19799,162171],[19938,162675],[20544,165387],[21377,44765],[25886,186231],[26025,186735],[28080,192728],[28255,193241],[30170,59384],[30576,56666],[30663,56040],[35946,218703],[36121,219216],[38121,67072],[38601,225373],[38622,225398],[39043,69283],[39130,68657],[41348,76929],[41840,73647],[41921,72888],[46341,79948],[48492,252892],[48513,252917],[51075,85904],[51747,259777],[52302,88519],[52383,87760],[55149,97472],[55768,93642],[55872,92780],[57383,99706],[58868,96778],[59790,98989],[59877,98363],[61257,101061],[61396,101200],[62467,286574],[63873,288397],[66904,107799],[68385,110796],[68489,109934],[71485,113932],[74405,123635],[74544,123774],[76194,120262],[77421,122877],[77502,122118],[79258,125364],[80682,322813],[85736,132733],[89407,137381],[91066,139642],[92377,148435],[94567,150625],[96610,146703],[98091,149700],[98195,148838],[100288,152572],[113764,168165],[115315,177857],[117737,180279],[120094,175895],[139474,199207],[141198,209610],[169309,242719],
     [4360,11270,79231,125337],[6542,16621,94540,150598],[7132,16741,100384,151828],[7151,16900,100303,152587],[9816,23593,115288,177830],[10236,22374,117833,173164],[10255,24032,117752,180294],[11134,24139,79318,124711],[11143,24197,124543,181670],[11175,24432,124439,182532],[14038,29050,137213,196476],[14682,32902,140709,209121],[14821,33041,141213,209625],[15047,31293,141953,203479],[15386,31380,94627,144197],[15395,31438,144029,204589],[15427,33647,143925,212337],[20164,39760,163415,228327],[20503,39847,111781,165659],[20512,39905,165491,229437],[21404,44792,169416,242826],[21579,44967,169929,243339],[21729,42598,170215,236329],[21859,42089,115995,172166],[21868,42737,170719,236833],[24013,45762,180375,246574],[28405,53060,193527,262329],[28535,52551,135375,195478],[28544,53199,194031,262833],[30134,59348,200525,277833],[30155,59369,200550,277858],[30603,56693,201436,271163],[33267,60507,210365,280787],[33606,60594,150685,212609],[33615,60652,212441,281897],[34327,61902,152668,215115],[39070,69310,226284,297877],[41285,76866,233777,313701],[41825,73632,234644,306841],[45117,78179,243625,316253],[45247,77670,178537,245576],[45256,78318,244129,316757],[46680,80035,125424,182804],[46689,80093,182636,249305],[52287,88504,260644,333797],[59817,99016,278744,352297],[61387,100552,101191,152836],[74535,118001,123765,180543],[77406,122862,314568,387721]
   ]
cell #739 :
  |C| = 126
  W-rep = phi[[3, 3, 1],[]]+phi[[3],[3, 1]]
  special rep = phi[[3],[3, 1]] , dim = 105
  orbit = [6, 6, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     84 tau_infinity subcells with 1 member(s)
     21 tau_infinity subcells with 2 member(s)
  subcells = [
     [34136],[44596],[46290],[46408],[57332],[57864],[59170],[61318],[69949],[73531],[74466],[74835],[75090],[79244],[79897],[88403],[89338],[93268],[93523],[94553],[94875],[94987],[99655],[101122],[110422],[110677],[111707],[115301],[116098],[116210],[118095],[118260],[122761],[123696],[125350],[134681],[135478],[135590],[140913],[142030],[142195],[144337],[149326],[149581],[150611],[151841],[156542],[162375],[163492],[163657],[169571],[170798],[173177],[177843],[178640],[178752],[186435],[192883],[194110],[196489],[200773],[203492],[209325],[210442],[210607],[215128],[218858],[225621],[228340],[236533],[242981],[244208],[246587],[253140],[262533],[271318],[278081],[280800],[298032],[307064],[316457],[334020],[352452],[387944],
     [27884,55058],[37117,70481],[38423,71787],[48412,83278],[49716,89707],[49971,89962],[63562,104647],[63817,104902],[65169,112029],[65281,112141],[81740,129107],[81852,129219],[83737,137475],[83902,137640],[102009,154103],[103126,156606],[103291,156771],[105433,165799],[126409,184187],[127636,186814],[153823,216654]
   ]
cell #740 :
  |C| = 553
  W-rep = phi[[3, 2, 1],[1]]+phi[[3, 1, 1],[2]]+phi[[3, 2],[1, 1]]+phi[[3, 1],[2, 1]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     91 tau_infinity subcells with 4 member(s)
  subcells = [
     [79563],[79598],[97267],[97302],[100451],[100712],[117900],[118705],[119311],[120891],[124627],[124637],[137280],[142640],[144113],[144123],[144617],[145001],[145132],[152735],[164102],[165575],[165585],[171078],[171462],[171472],[173640],[174113],[180442],[182720],[182730],[194390],[194774],[194784],[202334],[205022],[211052],[212525],[212535],[214614],[227182],[235556],[242513],[244488],[244872],[244882],[261556],[279642],[315480],
     [15708,205597],[22568,173583],[22603,238481],[30908,202277],[30943,270378],[31694,205033],[39375,227125],[39410,297092],[41988,235685],[42249,235567],[46451,248516],[52450,261685],[52711,261567],[55956,270500],[55966,202439],[59213,277372],[60122,279585],[60157,351512],[61528,283896],[61571,214604],[63257,157822],[66971,294150],[67561,114421],[67596,114456],[68573,297214],[68583,227287],[75585,310608],[76730,313201],[76773,242503],[77569,315609],[77830,315491],[79644,182332],[81064,187609],[84347,138085],[84953,138691],[85820,330175],[85830,258688],[86533,140271],[95918,346576],[96677,348570],[97348,208811],[98279,351634],[98289,279747],[100722,214399],[101904,216829],[102377,220074],[103736,157216],[105713,166079],[106097,166463],[106228,166594],[107298,224604],[113831,375284],[118828,381647],[120178,384099],[120188,312612],[120901,242298],[126280,251084],[127916,187094],[128300,187478],[130478,196952],[130951,197425],[139558,410099],[139568,339568],[145011,274804],[146202,277064],[155384,219601],[158072,229870],[167664,303778],[185458,253829],[192415,268513],
     [4616,26272,126855,254404],[4705,47662,81251,251929],[7312,62133,101847,286322],[7347,34856,153701,286700],[7603,62886,102598,287431],[8358,20825,158647,230445],[8447,65957,106415,292121],[11405,46956,126291,322633],[11734,81007,81099,323274],[11769,47871,81172,323652],[12593,29244,130421,196895],[12628,29279,188383,264481],[12884,84582,131172,328119],[13088,85258,131944,258583],[15797,95663,145319,346541],[17476,62856,102388,359519],[17805,36251,155327,219544],[17840,36286,217918,289365],[18591,40161,158083,229881],[18920,106171,106263,363720],[18955,66166,106336,364098],[19211,107016,159638,294021],[19254,66707,107288,224594],[20914,112817,166781,373255],[22859,118940,174334,382043],[23063,119616,175106,312507],[25276,47836,185587,251872],[25537,48937,185469,253840],[26361,129895,187796,398266],[26941,84552,130962,398997],[27270,51320,131700,258526],[27305,51355,131865,330053],[27351,85432,85513,191898],[29535,138320,197646,408043],[29739,138996,198418,339463],[32023,145075,145167,416180],[32058,95872,145240,416558],[32314,145920,206588,348441],[32357,96413,146192,277054],[35209,63158,218040,287442],[35219,62953,155489,217620],[35397,105397,217702,362987],[36542,157451,220295,432206],[37381,66131,158201,292064],[37642,67232,159428,294032],[37652,106904,107083,224210],[38466,71830,224912,304086],[40490,166537,166629,441028],[40525,113026,166702,441406],[40781,167382,231436,375155],[40824,113567,167654,303768],[43653,118910,174124,449095],[43982,76439,174862,312450],[44017,76474,175027,383977],[44063,119790,119871,241996],[47917,130150,251964,398301],[49266,187552,187644,463947],[49301,130104,187717,464325],[50278,84854,188505,328130],[50288,84649,130583,256602],[50466,90457,256684,337564],[51611,91602,259277,340157],[51654,91645,192405,268503],[54115,138290,197436,472407],[54444,91311,198174,339406],[54479,91346,198339,409977],[54525,139170,139251,267996],[58128,95837,205151,346484],[58389,96938,206378,348452],[58399,145808,145987,276670],[62651,216772,216864,491869],[62774,157339,287035,431810],[64837,157421,220085,493743],[66212,113072,292156,373290],[67642,114502,161861,233659],[70745,112991,229999,373198],[71006,114092,231226,375166],[71016,167270,167449,303384],[75397,119212,238603,382054],[75407,119007,173745,310526],[80549,184349,250688,461790],[80933,184431,251095,519245],[83542,130069,253958,398209],[84470,138208,327723,407647],[86543,140281,192200,268298],[90269,138592,264603,408054],[90279,138387,197057,337482],[105209,157723,289487,432217],[105219,157518,219706,362905],[106107,166473,222344,301518],[128310,185228,187488,326898]
   ]
cell #741 :
  |C| = 553
  W-rep = phi[[3, 2, 1],[1]]+phi[[3, 1, 1],[2]]+phi[[3, 2],[1, 1]]+phi[[3, 1],[2, 1]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     91 tau_infinity subcells with 4 member(s)
  subcells = [
     [79599],[97303],[100713],[119312],[120892],[124628],[124945],[144114],[145002],[145133],[147476],[151761],[165576],[171463],[173097],[173641],[174059],[174123],[181612],[182721],[194775],[196409],[202335],[202753],[204531],[205032],[205105],[212526],[215048],[227183],[227601],[229379],[235566],[235639],[236089],[244873],[246507],[249247],[261566],[261639],[262089],[279643],[280061],[281839],[284208],[313513],[315490],[315563],[316013],
     [15709,205605],[22604,238489],[30944,270386],[31695,273439],[39411,297100],[42250,306158],[43258,238507],[52712,333114],[55957,342315],[56274,270404],[60158,351520],[63258,157823],[67597,114457],[68574,369029],[68891,297118],[72821,306268],[77831,387038],[79612,248517],[81065,187610],[84954,138692],[85821,401211],[86534,140272],[87693,333224],[92722,270572],[97316,277373],[98280,421489],[98597,351538],[100759,283897],[100825,214605],[101905,216830],[102387,220084],[106098,166464],[106229,166595],[107732,366089],[108572,168938],[109876,297286],[119325,310609],[120179,451309],[120938,313202],[121004,242504],[122051,387148],[125062,248748],[126290,251094],[128301,187479],[130479,196953],[130897,197371],[130961,197435],[132675,330247],[139559,474621],[145668,346577],[146636,418549],[147593,277604],[148780,351706],[152141,283949],[155385,219602],[155803,220020],[158082,229880],[158155,229953],[159950,294554],[168098,443397],[174196,381648],[175837,384171],[176803,313254],[185468,253839],[185541,253912],[199149,410171],[205555,346629],[206900,348974],[231748,375688],[259589,340469],
     [4617,26273,126863,254412],[7348,34857,153709,286708],[8359,20826,158655,230453],[11406,46957,183863,322641],[11770,47872,127054,323660],[11783,81252,81265,251930],[12629,29280,188391,264489],[17081,62134,153727,286332],[17477,62857,154317,359527],[17523,102578,102599,287441],[17841,36287,217926,289373],[18592,40162,220979,300153],[18956,66167,158846,364106],[18969,106416,106429,292122],[25142,81100,126881,323284],[25538,48938,252234,325533],[26546,53720,188409,264507],[26942,84553,188999,399005],[26988,131152,131173,328129],[27306,51356,189968,330061],[27319,131945,131958,258584],[32059,95873,205796,416566],[32072,145320,145333,346542],[35210,63159,287895,359883],[35527,64442,217944,289391],[37247,106264,158673,363730],[37643,67233,222379,365979],[37689,159618,159639,294031],[37755,107289,107401,224595],[40526,113027,230644,441414],[40539,166782,166795,373256],[43654,118911,239097,449103],[43700,174314,174335,382053],[44018,76475,240066,383985],[44031,175107,175120,312508],[47702,81483,252344,323678],[49302,130105,254603,464333],[49315,187797,187810,398267],[50279,84855,255430,399361],[50596,86138,189795,330079],[50713,132176,132293,259002],[54116,138291,265097,472415],[54162,197626,197647,408053],[54480,91347,266066,409985],[54493,198419,198432,339464],[57994,145168,205623,416190],[58390,96939,274839,418439],[58436,206568,206589,348451],[58502,146193,146305,277055],[63016,102651,218112,287514],[63271,157836,217703,362988],[64838,157422,289981,493751],[64884,220275,220296,432216],[65997,106647,221089,364124],[66377,159500,159691,294104],[67610,114470,224913,304087],[70611,166630,230471,441038],[71007,114093,301553,443287],[71053,231416,231437,375165],[71119,167655,167767,303769],[75398,119213,309354,449459],[75715,120496,239893,384003],[75832,175338,175455,312926],[80934,184432,322997,519253],[81600,188145,251965,398302],[83408,187645,254430,463957],[84712,131225,188577,328202],[84967,138705,256685,337565],[86580,140318,259278,340158],[86646,140384,192406,268504],[90270,138593,336310,472771],[90587,139876,265893,410003],[90704,198650,198767,339882],[95703,145551,273549,416584],[96083,206450,206641,348524],[102323,216865,286726,491879],[102460,220157,287036,431811],[105210,157724,361733,494107],[106764,167130,292157,373291],[108689,169055,225144,304318],[112857,167013,300263,441432],[113237,231298,231489,375238],[119070,174387,238675,382126],[126363,250689,251167,461791],[129935,188028,325643,464351],[131034,197508,327724,407648],[133641,200115,259330,340210],[138450,197699,264675,408126],[157581,220348,289559,432289],[158605,230403,292209,373343],[185991,252017,254362,398354]
   ]
cell #742 :
  |C| = 553
  W-rep = phi[[3, 2, 1],[1]]+phi[[3, 1, 1],[2]]+phi[[3, 2],[1, 1]]+phi[[3, 1],[2, 1]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     91 tau_infinity subcells with 4 member(s)
  subcells = [
     [79501],[79590],[97205],[97294],[100001],[100641],[117450],[118643],[119303],[120820],[124104],[124114],[136830],[142578],[143590],[143600],[144609],[144930],[145124],[164040],[165052],[165062],[171070],[171391],[171401],[173632],[174122],[179992],[194382],[194703],[194713],[202326],[205031],[210990],[212002],[212012],[215572],[227174],[235565],[244480],[244801],[244811],[249832],[249842],[261565],[279634],[284289],[313594],[315489],
     [31951,205606],[43320,238490],[43330,173582],[46450,320080],[56336,270387],[56346,202276],[57605,205034],[59212,349305],[61520,356177],[61570,284279],[63249,157814],[67499,114359],[67588,114448],[68953,297101],[68963,227124],[73272,235568],[73345,235684],[75584,382221],[76722,384797],[76772,313584],[79636,248820],[81056,187601],[84285,138023],[84945,138683],[86462,140200],[88144,261568],[88217,261684],[93307,270501],[93317,202431],[95910,416678],[97340,277676],[98659,351521],[98669,279584],[100651,283958],[101896,216821],[102386,220083],[103674,157154],[105705,166071],[106026,166392],[106220,166586],[108256,294149],[110461,297215],[110471,227279],[118820,449120],[120830,313263],[122502,315492],[122575,315608],[126289,251093],[127908,187086],[128229,187407],[130470,196944],[130960,197434],[133260,330176],[133270,258680],[144940,346638],[147160,348569],[149365,351635],[149375,279739],[155376,219593],[158081,229879],[160031,224533],[168622,375283],[176422,384100],[176432,312604],[185467,253838],[199734,410100],[199744,339560],[206981,276993],[231829,303707],[259670,340550],
     [4704,47661,127144,251921],[7595,62885,154521,287440],[8446,65956,158936,292113],[11662,49194,126864,254413],[11672,81006,126975,323283],[11761,81173,81545,323661],[12876,84581,189203,328128],[13087,85257,190058,258575],[15796,95662,205886,346533],[17143,62579,153710,286709],[17153,101727,101846,286331],[17405,102389,102555,359528],[18848,40418,158656,230454],[18858,106170,158767,363729],[18947,106337,106709,364107],[19203,107015,222583,294030],[19253,66706,160021,224523],[20913,112816,230734,373247],[22851,118939,239301,382052],[23062,119615,240156,312499],[24753,80436,126292,322642],[26360,129894,254693,398258],[26608,53782,188392,264490],[26618,53792,130420,196894],[26870,130963,131129,399006],[27208,86210,131699,258525],[27297,86200,131866,330062],[27343,85505,132248,191836],[29527,138319,265301,408052],[29738,138995,266156,339455],[31961,145074,205717,416189],[32050,145241,145613,416567],[32306,145919,275043,348450],[32356,96412,206971,276983],[35396,105396,287609,432384],[35589,64504,217927,289374],[35599,64514,155326,219543],[36534,157450,290185,432215],[36858,70222,158084,229882],[36931,106719,158200,292063],[37571,108183,159429,294033],[37581,106896,159700,224202],[38465,71829,294885,376019],[40428,166536,230565,441037],[40517,166703,167075,441415],[40773,167381,301757,375164],[40823,113566,231819,303697],[43582,174125,174291,449104],[43920,120568,174861,312449],[44009,120558,175028,383986],[44055,119863,175410,241934],[47909,130142,323772,464445],[48153,83019,185470,253841],[48226,81555,185586,251871],[49204,187551,254524,463956],[49293,187718,188090,464334],[49755,131555,188506,328131],[49765,130575,131234,256594],[50465,90456,328297,408221],[51603,91594,330873,410797],[51653,91644,259660,340540],[54044,197437,197603,472416],[54382,139948,198173,339405],[54471,139938,198340,409986],[54517,139243,198722,267934],[57678,145623,205150,346483],[58318,147087,206379,348453],[58328,145800,206650,276662],[62589,216771,286820,491878],[62766,157331,359544,493768],[63601,102981,218041,287443],[63611,102660,155481,217612],[64766,220086,220252,493752],[66204,113064,364218,441526],[67634,114494,225216,304390],[70295,167085,229998,373197],[70935,168549,231227,375167],[70945,167262,231498,303376],[74874,174717,238604,382055],[74884,173737,174396,310518],[80541,184341,322658,519270],[80862,251096,251262,519254],[83092,188100,253957,398208],[84462,138200,399022,472432],[86472,140210,259339,340219],[89746,198029,264604,408055],[89756,197049,197708,337474],[104686,220678,289488,432218],[104696,219698,220357,362897],[106036,166402,292218,373352],[128239,187417,252026,398363]
   ]
cell #743 :
  |C| = 105
  W-rep = phi[[4, 2, 1],[]]+phi[[4],[2, 1]]
  special rep = phi[[4],[2, 1]] , dim = 70
  orbit = [8, 4, 1, 1]
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 70
     35 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [11248],[16140],[16862],[22741],[23354],[24361],[31659],[31914],[32717],[33852],[42908],[43147],[43214],[43512],[53370],[56528],[57394],[57415],[57562],[69145],[73229],[74576],[74684],[78489],[88101],[93117],[94890],[98851],[101371],[110271],[116113],[122459],[135493],[149175],[178655],
     [8790,21257],[12766,29417],[13379,30030],[17978,36424],[18556,40126],[18811,40381],[19614,41184],[25502,48902],[25757,49157],[26435,53609],[26502,53676],[26800,53974],[34722,62552],[35416,64331],[35483,64398],[35781,64696],[36647,70011],[36668,70032],[36815,70179],[47077,80752],[47144,80819],[47942,82808],[47963,82829],[48110,82976],[49457,89448],[49565,89556],[62052,101667],[62305,102111],[62326,102132],[63303,104388],[63411,104496],[65184,112044],[80281,126116],[80564,126586],[81755,129122]
   ]
cell #744 :
  |C| = 126
  W-rep = phi[[3, 3, 1],[]]+phi[[3],[3, 1]]
  special rep = phi[[3],[3, 1]] , dim = 105
  orbit = [6, 6, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     84 tau_infinity subcells with 1 member(s)
     21 tau_infinity subcells with 2 member(s)
  subcells = [
     [16869],[23361],[24320],[24377],[31561],[31921],[32733],[34029],[40028],[42476],[43085],[43293],[43528],[46172],[46609],[52938],[53547],[56309],[56544],[57214],[57477],[57495],[60775],[61744],[68926],[69161],[69831],[72447],[73144],[73162],[74597],[74663],[78057],[78666],[79779],[87319],[88016],[88034],[92094],[93030],[93096],[94798],[98632],[98867],[99537],[100069],[104313],[109248],[110184],[110250],[114943],[116021],[117518],[121677],[122374],[122392],[128721],[134323],[135401],[136898],[140836],[143217],[148152],[149088],[149154],[156184],[162298],[164679],[171883],[177485],[178563],[180060],[186358],[195195],[203134],[209248],[211629],[215640],[227982],[236456],[245293],[262456],[280442],[316380],
     [13386,30037],[18818,40388],[19630,41200],[25764,49164],[26581,53755],[26816,53990],[35562,64477],[35797,64712],[36730,70094],[36748,70112],[48025,82891],[48043,82909],[49478,89469],[49544,89535],[62388,102194],[63324,104409],[63390,104475],[65092,111952],[80585,126607],[81663,129030],[101932,154026]
   ]
cell #745 :
  |C| = 154
  W-rep = phi[[4, 1, 1],[1]]+phi[[4, 1],[1, 1]]
  special rep = phi[[4, 1],[1, 1]] , dim = 84
  orbit = [8, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     14 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [125199],[147730],[152169],[176831],[182007],[205583],[208486],[214235],[239006],[242134],[273324],[273940],[309146],[345165],
     [50850,86392],[63044,102938],[66405,108140],[75969,120750],[80398,126229],[81292,127380],[84740,131512],[85107,133070],[90841,140130],[96111,147044],[101608,153510],[101741,153648],[102517,154461],[102683,154818],[106456,159172],[106919,160914],[108826,169192],[113265,168506],[119098,174674],[119465,176232],[126170,183756],[126989,184594],[131091,189143],[131257,189500],[133669,200143],[138478,197986],[138845,199544],[145360,206122],[145823,207864],[154402,217027],[157609,220635],[158633,230431],[158781,221710],[161536,233334],[166822,230970],[167285,232712],[174253,239241],[174419,239598],[186019,254390],[187837,254929],[188908,265006],[189084,256009],[192036,268134],[197565,265241],[197731,265598],[205731,274170],[218443,289890],[220214,290125],[220380,290482],[220864,300038],[221480,300654],[230579,300884],[239182,309933],[251224,323141],[252119,325418],[252735,326034],[254538,326264],[255222,336102],[265182,336889],[286501,359254],[286834,359400],[287687,361525],[290066,362312],[290745,371879],[322789,394861],[323082,394962],[323852,396890],[358925,428960],[359033,429130],[394570,461456]
   ]
cell #746 :
  |C| = 553
  W-rep = phi[[3, 2, 1],[1]]+phi[[3, 1, 1],[2]]+phi[[3, 2],[1, 1]]+phi[[3, 1],[2, 1]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     91 tau_infinity subcells with 4 member(s)
  subcells = [
     [78979],[79502],[79589],[94288],[97206],[97293],[100002],[100640],[111442],[116552],[117451],[118644],[119302],[120819],[124103],[135932],[136831],[142579],[143589],[144610],[144929],[145123],[150346],[164041],[165051],[171071],[171390],[173631],[174112],[179094],[179993],[183178],[194383],[194702],[202325],[205021],[210991],[212001],[214674],[215573],[227173],[235555],[242573],[244481],[244800],[249831],[261555],[279633],[315479],
     [34175,284278],[43331,173594],[44635,313583],[46454,320079],[46463,248821],[56347,202288],[56414,142377],[57604,205045],[57901,205598],[59216,349304],[59225,277677],[61453,283959],[61521,356167],[63248,157813],[67500,114360],[67587,114447],[68964,227136],[69031,163839],[73271,235579],[73346,171114],[74782,238482],[75588,382220],[76655,313264],[76723,384787],[81055,187600],[84286,138024],[84944,138682],[86278,191635],[86461,140199],[88143,261579],[88218,194426],[93215,270379],[93306,202362],[95329,346639],[95911,416668],[98670,279596],[98737,210789],[101895,216820],[102376,220073],[103675,157155],[105706,166072],[106025,166391],[106219,166585],[107358,161353],[108257,224246],[110369,297093],[110460,227210],[118821,449065],[120636,241733],[122501,315503],[122576,244524],[126279,251083],[127909,187087],[128228,187406],[130469,196943],[130950,197424],[133259,258611],[140016,267733],[146262,208303],[147161,276706],[149273,351513],[149364,279670],[155375,219592],[158071,229869],[167724,233151],[168623,303420],[176421,312535],[185457,253828],[192475,268573],[199733,339491],
     [4708,47737,127143,251920],[7596,62977,154511,287430],[8450,66032,158935,292112],[8605,37869,160020,224522],[11673,81018,184570,323273],[11760,81271,127478,323653],[12877,84673,189193,328118],[13091,50631,190057,258574],[13100,50866,132249,191837],[15800,95738,205885,346532],[15955,58616,206970,276982],[17154,101858,153624,286321],[17404,102400,154479,359520],[18859,106182,221686,363719],[18946,106435,159270,364099],[19136,66320,159701,224203],[19204,66338,222573,294020],[20917,112892,230733,373246],[21072,71233,231818,303696],[22852,119031,239291,382042],[23066,75750,240155,312498],[23075,75985,175411,241935],[24752,126247,126303,322634],[25049,83315,126856,254405],[26364,129970,254692,398257],[26619,53793,130432,196906],[26686,84084,131235,256595],[26869,130974,189161,398998],[27209,85020,86211,258537],[27296,85086,133168,330054],[27923,55097,259659,340539],[29528,138411,265291,408042],[29742,90622,266155,339454],[29751,90857,198723,267935],[31962,145086,274146,416179],[32049,145339,206220,416559],[32239,96026,206651,276663],[32307,96044,275033,348440],[34594,102230,153702,286701],[35400,105400,287608,432383],[35600,64515,155338,219555],[35667,102661,103473,217613],[36535,157542,290175,432205],[36857,70221,158095,229893],[36932,105749,106720,292075],[37154,70518,158648,230446],[37570,106827,108182,294044],[38469,71833,294884,376018],[38478,71842,225217,304391],[40429,166548,300860,441027],[40516,166801,231068,441407],[40706,113180,231499,303377],[40774,113198,301747,375154],[43398,118442,174397,310519],[43581,174136,239259,449096],[43921,119378,120569,312461],[44008,119444,176330,383978],[47910,130143,323762,464435],[48152,83018,185481,253852],[48227,81556,127952,251883],[49205,187563,326240,463946],[49292,187816,255027,464326],[49663,89654,188384,264482],[49754,130506,131554,328142],[50469,90460,328296,408220],[51536,91527,259340,340220],[51604,91595,330863,410787],[53860,137822,197709,337475],[54043,197448,265259,472408],[54383,138758,139949,339417],[54470,138824,199642,409978],[57679,144653,145624,346495],[58317,145731,147086,348464],[62590,216783,359376,491868],[62767,157332,359489,493713],[63509,104594,217919,289366],[63600,102980,155412,287454],[64582,156953,220358,362898],[64765,220097,290143,493744],[65623,112483,292219,373353],[66205,113065,364208,441516],[70296,166115,167086,373209],[70934,167193,168548,375178],[74873,173668,174716,382066],[80542,184342,394675,519215],[80861,251107,323159,519246],[82194,129561,252027,398364],[83093,187130,188101,398220],[84463,138201,398967,472377],[89745,196980,198028,408066],[104685,219629,220677,432229]
   ]
cell #747 :
  |C| = 553
  W-rep = phi[[3, 2, 1],[1]]+phi[[3, 1, 1],[2]]+phi[[3, 2],[1, 1]]+phi[[3, 1],[2, 1]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     91 tau_infinity subcells with 4 member(s)
  subcells = [
     [61482],[61492],[76684],[76694],[79343],[79553],[94652],[95358],[95368],[97257],[100397],[100441],[111806],[116591],[117846],[117890],[118152],[118257],[118695],[125449],[135971],[137226],[137270],[141966],[142192],[142630],[144326],[144512],[150710],[152681],[152725],[163428],[163654],[164092],[170973],[173454],[179133],[180388],[180432],[182278],[194285],[202148],[208757],[210378],[210604],[211042],[226996],[244383],[279456],
     [10296,173343],[15547,204911],[15557,144455],[21954,235445],[21964,170916],[22558,173465],[28630,261445],[28640,194228],[30688,201591],[30898,202159],[39155,226439],[39365,227007],[41934,170419],[41978,234867],[45342,315369],[45352,244326],[51100,257840],[51565,91556],[51575,91566],[52396,193731],[52440,260867],[59902,278899],[60112,279467],[65652,112512],[65662,112522],[66917,223551],[66961,293332],[67551,114411],[76219,311764],[77515,243829],[77559,314791],[82223,129590],[82233,129600],[83794,137532],[83899,137637],[84337,138075],[85378,191224],[91091,338720],[96623,276011],[96667,347752],[100821,152392],[103183,156663],[103288,156768],[103726,157206],[105422,165788],[105608,165974],[113777,302725],[113821,374466],[119736,241322],[121000,177054],[125025,182143],[125069,182322],[126466,184244],[127625,186803],[127811,186989],[130292,196766],[139116,267322],[147556,208622],[147600,208801],[152220,214389],[153812,216643],[155198,219415],[161807,233605],[174798,239842],[176882,242288],[182106,248467],[206320,274794],[208585,277323],[239805,310559],[274210,346042],
     [5075,14098,130181,196655],[7718,18211,155087,219304],[8197,20664,157961,229759],[8207,20674,105551,165917],[11504,24923,183947,250973],[11979,26111,185347,253718],[11989,26121,127754,186932],[12583,29234,130303,196777],[17088,34542,216273,286306],[17575,35308,217218,287320],[17585,35318,154641,217458],[17795,36241,155209,219426],[19165,38216,222463,293910],[19175,38226,159546,224048],[24662,46907,183784,250658],[25149,47557,251373,323258],[25222,47647,127257,185049],[25266,47826,184769,251754],[27040,50377,256200,328008],[27050,50387,189323,256440],[27260,51310,189891,258408],[32268,58963,274923,348330],[32278,58973,206496,276508],[35047,62807,217055,287005],[35146,62943,154698,217515],[37254,65852,291565,363704],[37327,65942,159049,222165],[37371,66121,221885,291946],[37751,66628,107397,161392],[40735,71580,301637,375044],[40745,71590,231344,303222],[43752,75496,310124,381932],[43762,75506,239421,310364],[43972,76429,239989,312332],[47610,81202,184758,251743],[50116,84503,256037,327693],[50215,84639,189380,256497],[50676,85243,131862,191450],[50720,85422,132300,191888],[54214,90368,337080,407932],[54224,90378,265421,337320],[54434,91301,265989,339288],[58001,95558,345985,416164],[58074,95648,205999,274625],[58118,95827,274345,346366],[58498,96334,146301,208342],[64936,105308,362503,432095],[64946,105318,290305,362743],[65905,106366,221874,291935],[66456,107073,159603,224105],[70618,112712,372699,441012],[70691,112802,230847,301339],[70735,112981,301059,373080],[71115,113488,167763,233190],[75235,118861,309961,381617],[75334,118997,239478,310421],[75795,119601,175024,241548],[75839,119780,175462,241986],[83415,129790,397710,463931],[83488,129880,254806,326719],[83532,130059,326439,398091],[85206,131895,189880,258397],[86642,133892,140380,200366],[90107,138241,336917,407617],[90206,138377,265478,337377],[90667,138981,198336,267548],[90711,139160,198774,267986],[95611,145270,274334,346355],[96162,145977,206553,276565],[102330,154272,429291,491853],[103062,155062,220759,290726],[105047,157372,362340,431780],[105146,157508,290362,362800],[108652,161672,169018,233470],[108696,161851,169062,233649],[112765,166732,301048,373069],[113316,167439,231401,303279],[119564,175057,239978,312321],[126793,184382,394990,461760],[127578,185218,255127,326888],[129843,187747,326428,398080],[131636,189744,198110,265842],[133720,192190,200194,268288],[138944,198369,265978,339277],[153688,216330,359440,429348],[155025,217653,290689,362938],[159370,222334,231168,301508],[161635,224863,233433,304037],[184634,251430,326304,397767],[189707,256635,265805,337515],[221750,291622,300924,372756]
   ]
cell #748 :
  |C| = 154
  W-rep = phi[[4, 1, 1],[1]]+phi[[4, 1],[1, 1]]
  special rep = phi[[4, 1],[1, 1]] , dim = 84
  orbit = [8, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     14 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [100901],[121080],[125041],[147572],[152207],[174814],[176869],[182102],[206307],[208581],[239274],[239801],[274206],[309931],
     [17075,153670],[24556,250557],[24658,183806],[25136,184616],[25238,127532],[34489,216251],[35043,217077],[35133,154927],[37241,221732],[37343,159324],[37831,108443],[47504,251351],[47606,185063],[50112,256059],[50202,189609],[50692,133222],[57988,274192],[58090,206274],[58578,147347],[65799,291543],[65901,222179],[66443,161023],[70605,300906],[70707,231122],[71195,168809],[75231,309983],[75321,239707],[75811,176384],[83402,326286],[83504,255081],[85202,191464],[86722,140460],[90103,336939],[90193,265707],[90683,199696],[95505,345963],[95607,274639],[96149,207973],[102317,359422],[103078,220775],[105043,362362],[105133,290591],[108668,169034],[112659,372677],[112761,301353],[113303,232821],[119560,241562],[126262,323174],[126789,395012],[127565,255114],[129737,397688],[129839,326733],[131652,198126],[133707,200181],[138940,267562],[153684,359436],[154219,429269],[154494,290158],[155021,290685],[159357,231155],[161631,233429],[183741,461460],[183754,394960],[184630,326300],[189176,265274],[189703,265801],[216187,428958],[217025,362310],[221746,300920],[256007,336887]
   ]
cell #749 :
  |C| = 553
  W-rep = phi[[3, 2, 1],[1]]+phi[[3, 1, 1],[2]]+phi[[3, 2],[1, 1]]+phi[[3, 1],[2, 1]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     91 tau_infinity subcells with 4 member(s)
  subcells = [
     [46415],[59177],[61325],[61489],[74473],[75097],[76691],[79305],[79340],[79545],[89345],[93530],[94614],[94649],[94974],[95365],[97249],[101129],[110684],[111768],[111803],[115982],[116197],[116588],[118254],[118687],[123703],[125411],[125446],[135362],[135577],[135968],[142189],[144408],[144422],[149588],[150672],[150707],[152354],[163651],[170883],[173359],[177016],[178524],[178739],[179130],[194195],[210601],[244293],
     [10349,118202],[15121,142137],[15494,204819],[15554,144444],[20238,163599],[21797,170364],[21961,170905],[22550,173438],[28473,193676],[28637,194217],[30650,141671],[30685,201580],[30890,202132],[33341,210549],[38059,223496],[38430,71794],[39117,163133],[39152,226428],[39357,226980],[45185,243774],[45349,244315],[49978,89969],[51062,190929],[51097,257829],[51572,91563],[58806,275956],[59864,210083],[59899,278888],[60104,279440],[63824,104909],[65268,112128],[65659,112519],[66590,160783],[67543,114403],[71423,302670],[76181,241027],[76216,311753],[79651,125167],[81839,129206],[82230,129597],[83896,137634],[84329,138067],[91053,267027],[91088,338709],[96296,207733],[97355,147698],[100783,152237],[100818,152389],[103285,156765],[103718,157198],[105504,165870],[105518,165884],[113450,232581],[120962,176899],[120997,177051],[125022,182140],[127707,186885],[127721,186899],[130197,196671],[133854,200328],[145692,206337],[147553,208619],[152193,214340],[153894,216725],[155103,219320],[174795,239839],[176855,242239],[183963,250989],[206293,274745],[239168,309922],
     [5128,14151,83844,137582],[7771,18264,103233,156713],[8144,20611,157869,229667],[8204,20671,105540,165906],[11822,25364,127202,184994],[11926,26058,185255,253626],[11986,26118,127743,186921],[12575,29226,130276,196750],[13052,27729,131807,191395],[17197,34803,216440,286608],[17547,35163,102767,154902],[17582,35315,154630,217447],[17787,36233,155182,219399],[19008,37469,158994,222110],[19172,38223,159535,224037],[23027,44441,174969,241493],[24681,46948,250714,322687],[25219,47644,127254,185046],[25258,47818,184742,251727],[27012,50232,131341,189584],[27047,50384,189312,256429],[27252,51302,189864,258381],[27358,50818,85520,133483],[29703,54903,198281,267493],[32111,58216,205944,274570],[32275,58970,206485,276497],[34515,62144,216369,286385],[35066,62848,216959,286926],[35119,62894,154608,217425],[37324,65939,159046,222162],[37363,66113,221858,291919],[37713,66473,107003,160998],[37748,66625,107394,161389],[40578,70833,230792,301284],[40742,71587,231333,303211],[43724,75351,174503,239682],[43759,75503,239410,310353],[43964,76421,239962,312305],[44070,75937,119878,176645],[47530,81110,184484,251317],[49354,83630,254751,326664],[50135,84544,255941,327614],[50188,84590,189290,256407],[50673,85240,131859,191447],[54186,90223,197815,265682],[54221,90375,265410,337309],[54426,91293,265962,339261],[54532,90809,139258,199957],[58071,95645,205996,274622],[58110,95819,274318,346339],[58460,96179,145907,207948],[58495,96331,146298,208339],[64908,105163,220464,290566],[64943,105315,290294,362732],[65825,106274,221600,291509],[66429,107024,159513,224015],[67649,108794,114509,169160],[70688,112799,230844,301336],[70727,112973,301032,373053],[71077,113333,167369,232796],[71112,113485,167760,233187],[75254,118902,309865,381538],[75307,118948,239388,310331],[75792,119598,175021,241545],[81624,127595,188169,255144],[83485,129877,254803,326716],[83524,130051,326412,398064],[86604,133737,140342,200211],[86639,133889,140377,200363],[90126,138282,336821,407538],[90179,138328,265388,337287],[90664,138978,198333,267545],[95531,145178,274060,345929],[96135,145928,206463,276475],[103059,155059,220756,290723],[105066,157413,362244,431701],[105119,157459,290272,362710],[106788,159387,167154,231185],[108649,161669,169015,233467],[112685,166640,300774,372643],[113289,167390,231311,303189],[126812,184423,394894,461681],[127551,185169,255100,326839],[129763,187655,326154,397654],[131633,189741,198107,265839],[133693,192141,200167,268239],[154245,216875,359290,429235],[154388,217016,290052,362301],[159343,222285,231141,301459],[183934,250771,323068,394951],[189070,255998,265168,336878]
   ]
cell #750 :
  |C| = 105
  W-rep = phi[[3, 2],[2]]
  special rep = phi[[3, 2],[2]] , dim = 105
  orbit = [6, 4, 4]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [35299],[38174],[38207],[47461],[49883],[50368],[51247],[58921],[58954],[62276],[62703],[63729],[65341],[65544],[65756],[71538],[71571],[75002],[75487],[76366],[80478],[81912],[82115],[83972],[84399],[89874],[90359],[91238],[93435],[95047],[95250],[95462],[103361],[104814],[105299],[105642],[110589],[112201],[112404],[112616],[116270],[116473],[118330],[118757],[127845],[129279],[129482],[129694],[133388],[135650],[135853],[137710],[138137],[142265],[144546],[149493],[154176],[154975],[156841],[157268],[161071],[161274],[163727],[166008],[171007],[176550],[178812],[179015],[184278],[185122],[187023],[189657],[191523],[194319],[199862],[208021],[208224],[210677],[216318],[217549],[222238],[224139],[232869],[233072],[239755],[241621],[244417],[251418],[256531],[265755],[267621],[274698],[276599],[290639],[291610],[301412],[303313],[310455],[326792],[337411],[346030],[362834],[372744],[397755],[429336]
   ]
cell #751 :
  |C| = 553
  W-rep = phi[[3, 2, 1],[1]]+phi[[3, 1, 1],[2]]+phi[[3, 2],[1, 1]]+phi[[3, 1],[2, 1]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     91 tau_infinity subcells with 4 member(s)
  subcells = [
     [46295],[46416],[57337],[59178],[61326],[61488],[69954],[73536],[74474],[75098],[76690],[79339],[79535],[79902],[88408],[89346],[93531],[94648],[94975],[95364],[97239],[99660],[100905],[101130],[110685],[111802],[116198],[116587],[118253],[118677],[121084],[122766],[123704],[125445],[135578],[135967],[142188],[144398],[144421],[149589],[150706],[163650],[170882],[173358],[178740],[179129],[194194],[210600],[244292],
     [10350,118214],[15001,93345],[15122,142149],[15553,144456],[20118,110499],[20239,163611],[21798,116314],[21960,170917],[22540,173439],[24416,125168],[27609,133298],[28474,135694],[28636,194229],[30684,142305],[30880,202133],[31613,204820],[32772,147699],[33221,149403],[33342,210561],[34141,152238],[34171,152388],[37835,108447],[38060,161115],[38431,71795],[39151,163767],[39347,226981],[44321,176460],[44601,176900],[44631,177050],[45186,178856],[45348,244327],[46422,182139],[49979,89970],[51096,191563],[51571,91562],[54783,199772],[57869,206338],[58582,147351],[58807,208065],[59184,208618],[59898,210717],[60094,279441],[61476,214328],[63825,104910],[65269,112129],[65658,112518],[67533,114393],[71199,168813],[71424,232913],[75104,239838],[76215,241661],[76678,242227],[81840,129207],[82229,129596],[83895,137633],[84319,138057],[86726,140464],[91087,267661],[95352,274733],[103284,156764],[103708,157188],[105494,165860],[105517,165883],[118146,309910],[127697,186875],[127720,186898],[130196,196670],[153884,216715],[155102,219319],[183962,250988],
     [5129,14152,83856,137594],[5418,27445,50819,133484],[7651,35164,63639,154903],[7772,18265,103245,156725],[8203,20670,105552,165918],[8571,37609,66474,160999],[8601,37865,66624,161388],[10639,44157,75938,176646],[11823,25365,81956,185006],[11829,47643,82013,185045],[11985,26117,127755,186933],[12565,29216,130277,196751],[12932,49793,50233,189585],[13053,27730,50498,191407],[13059,50555,85239,191446],[14441,54619,90810,199958],[15921,58356,96180,207949],[15951,58612,96330,208338],[17569,62882,103399,217424],[17581,35314,103401,217459],[17777,36223,155183,219400],[18510,40080,157870,229668],[19009,37470,65385,222122],[19015,65442,65938,222161],[19159,66246,107012,224014],[19171,38222,66248,224049],[19669,41239,108795,169161],[21038,70973,113334,232797],[21068,71229,113484,233186],[22907,74912,75352,239683],[23028,44442,75617,241505],[23034,75674,119597,241544],[25071,81003,127657,251316],[25248,47808,127920,251728],[25456,48856,185256,253627],[27034,84010,84578,256406],[27046,50383,84012,256441],[27242,51292,84988,258382],[27889,55063,133738,200212],[27919,55093,133888,200362],[29583,89784,90224,265683],[29704,54904,90489,267505],[29710,90546,138977,267544],[32112,58217,95091,274582],[32118,95148,95644,274621],[32262,95952,145916,276474],[32274,58969,95954,276509],[34616,101843,153844,286384],[34676,62506,216441,286609],[34976,62746,155115,286927],[36590,104724,105164,290567],[37122,70486,159388,231186],[37176,105454,106167,291508],[37353,66103,105717,291920],[38437,71801,161668,233466],[40579,70834,112245,301296],[40585,112302,112798,301335],[40729,113106,167378,303188],[40741,71586,113108,303223],[43746,118368,118936,310330],[43758,75502,118370,310365],[43954,76411,119346,312306],[47025,80521,183975,322688],[48417,83283,127596,255145],[49355,83631,129323,326676],[49361,129380,129876,326715],[49985,89976,189740,265838],[50045,84442,130209,327615],[51559,91550,192129,268227],[54208,137748,138316,337286],[54220,90374,137750,337321],[54416,91283,138726,339262],[57923,144358,145071,345928],[58100,95809,144621,346340],[63831,104916,155058,290722],[64930,156879,157447,362709],[64942,105314,156881,362744],[65646,112506,222273,301447],[70540,165820,166533,372642],[70717,112963,166083,373054],[75164,118800,173371,381539],[82217,129584,185157,326827],[83337,186835,187548,397653],[83514,130041,187098,398065],[83788,137526,255986,336866],[90036,138180,196683,407539],[102252,216675,216768,429234],[103177,156657,217004,362289],[104976,157311,219332,431702],[126460,184238,250759,394939],[126722,184321,251001,461682]
   ]
cell #752 :
  |C| = 553
  W-rep = phi[[3, 2, 1],[1]]+phi[[3, 1, 1],[2]]+phi[[3, 2],[1, 1]]+phi[[3, 1],[2, 1]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     91 tau_infinity subcells with 4 member(s)
  subcells = [
     [46421],[59183],[61331],[61495],[74479],[75103],[76697],[79346],[79356],[79536],[89351],[93536],[94655],[94665],[95067],[95371],[97240],[101135],[110690],[111809],[111819],[116290],[116594],[116604],[118352],[118678],[123709],[125452],[125462],[135670],[135974],[135984],[142287],[144399],[144526],[149594],[150713],[150723],[152405],[163749],[170987],[173368],[177067],[178832],[179136],[179146],[194299],[210699],[244397],
     [10355,118306],[15127,142241],[15560,144551],[20244,163703],[21803,171127],[21967,171012],[22541,173543],[28479,194439],[28643,194324],[30691,202373],[30701,142384],[30881,202237],[31614,204828],[33347,210653],[38065,224259],[38436,71800],[39158,227221],[39168,163846],[39348,227085],[45191,244537],[45355,244422],[46470,125173],[49984,89975],[51103,258622],[51113,191642],[51578,91569],[58812,276719],[59232,147704],[59905,279681],[59915,210796],[60095,279545],[61505,152243],[61559,152395],[63830,104915],[65361,112221],[65665,112525],[66641,161405],[67534,114394],[71429,303433],[76222,312546],[76232,241740],[76707,176905],[76761,177057],[79566,182146],[81932,129299],[82236,129603],[83994,137732],[84320,138058],[91094,339502],[91104,267740],[95381,206343],[96347,208355],[97270,208625],[100685,214329],[103383,156863],[103709,157189],[105495,165861],[105622,165988],[113501,233203],[118708,239845],[120864,242228],[127698,186876],[127825,187003],[130206,196680],[133905,200379],[144974,274734],[153885,216716],[155112,219329],[173422,309911],[183972,250998],
     [5134,14157,83948,137686],[7777,18270,103337,156817],[8210,20677,105647,166013],[11828,25370,127965,185098],[11992,26124,127850,187028],[12566,29217,130381,196855],[13058,27735,85033,191499],[13107,50824,50873,133489],[17588,35321,155423,217554],[17598,35169,103480,154995],[17778,36224,155287,219504],[18511,40081,157878,229676],[19014,37475,105762,222214],[19178,38229,106838,224144],[19188,66327,66479,161091],[19242,66631,66695,161395],[23033,44447,119391,241597],[23082,75943,75992,176651],[25249,47809,185547,251832],[25279,47650,128011,185144],[25457,48857,185264,253635],[27053,50390,130517,256536],[27063,50238,84091,189677],[27243,51293,131660,258486],[27273,85079,85246,191545],[29709,54909,138771,267597],[29758,90815,90864,199963],[32117,58222,144666,274674],[32281,58976,145742,276604],[32291,96033,96185,208041],[32345,96337,96401,208345],[34677,62507,216449,286617],[34977,62747,217748,286935],[35182,62883,155398,217529],[37354,66104,158161,292024],[37384,65945,105808,222260],[37615,106813,107013,224119],[38485,71849,108800,169166],[40584,70839,166128,301388],[40748,71593,167204,303318],[40758,113187,113339,232889],[40812,113491,113555,233193],[43765,75509,173679,310460],[43775,75357,118449,239775],[43955,76412,174822,312410],[43985,119437,119604,241643],[47026,80522,250803,322696],[47443,81004,185280,251326],[49360,83636,187143,326768],[50046,84443,188213,327623],[50251,84579,130492,256511],[51588,91579,133743,200217],[51642,91633,133895,200369],[54227,90381,196991,337416],[54237,90229,137829,265775],[54417,91284,198134,339366],[54447,138817,138984,267643],[58101,95810,205111,346444],[58131,95651,144712,274720],[58362,145717,145917,276579],[62258,101844,216465,286394],[64949,105321,219640,362839],[64959,105169,156960,290659],[65675,112535,159393,231191],[65738,106168,157894,291518],[67564,114424,161675,233473],[70718,112964,229959,373158],[70748,112805,166174,301434],[70979,167179,167379,303293],[75165,118801,238311,381547],[75370,118937,173654,310435],[82246,127601,129613,255150],[83515,130042,253918,398169],[83545,129883,187189,326814],[84350,138088,189747,265845],[86506,140244,192130,268228],[90037,138181,264311,407547],[90242,138317,196966,337391],[95444,145072,204844,345938],[103739,155065,157219,290729],[104977,157312,289195,431710],[105182,157448,219615,362814],[106070,166436,222274,301448],[112598,166534,229692,372652],[126723,184322,322911,461690],[128273,185158,187451,326828],[129676,187549,253651,397663],[130260,196734,255987,336867],[154158,216769,286633,429244],[155166,217005,219383,362290],[184026,250760,251052,394940]
   ]
cell #753 :
  |C| = 553
  W-rep = phi[[3, 2, 1],[1]]+phi[[3, 1, 1],[2]]+phi[[3, 2],[1, 1]]+phi[[3, 1],[2, 1]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     91 tau_infinity subcells with 4 member(s)
  subcells = [
     [79354],[79544],[79556],[94663],[97248],[97260],[100444],[100703],[111817],[116602],[117893],[118686],[118698],[120882],[124618],[125460],[135982],[137273],[142633],[144104],[144407],[144515],[144992],[150721],[152403],[152728],[164095],[165566],[170976],[171453],[173350],[173535],[177065],[179144],[180435],[182711],[194288],[194765],[202229],[204918],[211045],[212516],[227077],[235452],[244386],[244863],[261452],[279537],[315376],
     [15493,204812],[22549,238382],[22561,173487],[30699,142382],[30889,270279],[30901,202181],[31685,204938],[34172,214595],[39166,163844],[39356,296993],[39368,227029],[41981,171103],[42240,235472],[44632,242494],[46423,248507],[46468,182325],[51111,191640],[52443,194415],[52702,261472],[55947,202350],[59185,277363],[59230,208804],[59913,210794],[60103,351413],[60115,279489],[61485,283895],[61503,214392],[66639,161403],[66964,224235],[67542,114402],[67554,114414],[68564,227198],[75105,310599],[76230,241738],[76687,313200],[76705,242291],[77562,244513],[77821,315396],[84328,138066],[84340,138078],[85811,258599],[86524,140262],[91102,267738],[95361,346575],[95379,274797],[96345,208353],[96670,276695],[98270,279658],[103717,157197],[103729,157209],[105503,165869],[105611,165977],[106088,166454],[113499,233201],[113824,303409],[118155,381646],[120169,312523],[127706,186884],[127814,186992],[128291,187469],[130188,196662],[130373,196847],[133903,200377],[139549,339479],[153893,216724],[155094,219311],[155279,219496],[157968,229766],[183954,250980],[185354,253725],
     [8143,20610,157862,229660],[8602,37866,107279,224585],[11830,81242,82014,251824],[11925,26057,185248,253619],[12574,29225,188284,264382],[12586,29237,130325,196799],[13060,50556,131935,258478],[13105,50871,85425,191891],[15952,58613,146183,277045],[17091,62132,153845,286313],[17196,34802,216433,286601],[17578,102597,103400,287327],[17596,62946,103478,217518],[17786,36232,217819,289266],[17798,36244,155231,219448],[18582,40152,157988,229786],[19016,65443,106406,292016],[19168,66247,159637,293917],[19186,66325,107076,224108],[21069,71230,167645,303759],[23035,75675,175097,312402],[23080,75990,119783,241989],[24680,46947,183974,322626],[25152,81098,127658,323265],[25257,47817,127919,323553],[25269,47829,127941,251776],[25528,48928,185374,253745],[27043,84011,131171,328015],[27061,84089,84642,256500],[27251,51301,84987,329954],[27263,51313,85009,258430],[27920,55094,192396,268494],[29711,90547,198409,339358],[29756,90862,139163,267989],[32119,95149,145310,346436],[32271,95953,206587,348337],[32289,96031,145980,276568],[35065,62847,155114,359512],[35200,63149,155400,287347],[37257,105455,106262,363711],[37362,66112,105716,363999],[37374,66124,105738,291968],[37633,67223,106815,293937],[38438,71802,224903,304077],[38483,71847,161854,233652],[40586,112303,166772,373150],[40738,113107,231435,375051],[40756,113185,167442,303282],[43755,118369,174333,381939],[43773,118447,119000,310424],[43963,76420,119345,383878],[43975,76432,119367,312354],[49362,129381,187787,398161],[49986,89977,256675,337555],[50134,84543,130208,398990],[50269,84845,130494,328035],[51568,91559,259276,340156],[51586,91577,192193,268291],[54217,137749,197645,407939],[54235,137827,138380,337380],[54425,91292,138725,409878],[54437,91304,138747,339310],[58004,144359,145166,416171],[58109,95818,144620,416459],[58121,95830,144642,346388],[58380,96929,145719,348357],[63832,104917,217693,362978],[64939,156880,220294,432102],[64957,156958,157511,362803],[65655,112515,292155,373289],[65673,112533,222337,301511],[70621,165821,166628,441019],[70726,112972,166082,441307],[70738,112984,166104,373102],[70997,114083,167181,375071],[75253,118901,173370,449088],[75388,119203,173656,381959],[82226,129593,251963,398300],[82244,129611,185221,326891],[83418,186836,187643,463938],[83523,130050,187097,464226],[83535,130062,187119,398113],[83797,137535,327722,407646],[90125,138281,196682,472400],[90260,138583,196968,407959],[102333,216676,216863,491860],[103186,156666,287034,431809],[105065,157412,219331,493736],[105200,157714,219617,432122],[126469,184247,250687,461789],[126811,184422,251000,519238]
   ]
cell #754 :
  |C| = 553
  W-rep = phi[[3, 2, 1],[1]]+phi[[3, 1, 1],[2]]+phi[[3, 2],[1, 1]]+phi[[3, 1],[2, 1]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     91 tau_infinity subcells with 4 member(s)
  subcells = [
     [61334],[61493],[74482],[76695],[79344],[79552],[89354],[93539],[94653],[95369],[97256],[100440],[100694],[101138],[110693],[111807],[116592],[117889],[118258],[118694],[120873],[123712],[125176],[125450],[135972],[137269],[142193],[142629],[144511],[144983],[147707],[149597],[150711],[152724],[163655],[164091],[170972],[173431],[173445],[179134],[180431],[194284],[202139],[204826],[210605],[211041],[226987],[244382],[279447],
     [15558,144467],[21806,116373],[21965,170928],[22486,238295],[22557,173476],[28482,135753],[28641,194240],[30689,142316],[30897,202170],[31676,204904],[34173,152393],[38068,161174],[39156,163778],[39364,227018],[41977,171092],[42231,235438],[44633,177055],[45194,178915],[45353,244338],[46424,182144],[46467,182321],[50827,133492],[51101,191574],[51576,91567],[52439,194404],[52693,261438],[58815,208124],[59186,208623],[59229,208800],[59903,210728],[60111,279478],[61502,214388],[65663,112523],[66960,224224],[67550,114410],[71432,232972],[75106,239843],[75946,176654],[76220,241672],[76704,242287],[77558,244502],[77812,315362],[79547,248455],[82234,129601],[83900,137638],[84336,138074],[86515,140253],[90818,199966],[91092,267672],[95378,274793],[96666,276684],[97251,277311],[103289,156769],[103725,157205],[105607,165973],[106079,166445],[108803,169169],[113820,303398],[118689,310547],[127810,186988],[128282,187460],[130269,196743],[130283,196757],[144410,345958],[155175,219392],[155189,219406],[157876,229674],[184035,251061],[185262,253633],[216447,286615],
     [8208,20675,105563,165929],[8603,37867,66629,161393],[11831,47648,82015,185050],[11990,26122,127766,186944],[12511,29162,188197,264295],[12582,29233,130314,196788],[13061,50557,85244,191451],[13104,50870,85421,191887],[15953,58614,96335,208343],[17586,35319,103412,217470],[17595,62942,103477,217514],[17723,36169,217732,289179],[17794,36240,155220,219437],[18573,40143,157954,229752],[19017,65444,65943,222166],[19176,38227,66259,224060],[19185,66324,107072,224104],[21070,71231,113489,233191],[23036,75676,119602,241549],[23079,75989,119779,241985],[24683,80383,183984,322694],[24806,47240,250787,322895],[25260,81190,127929,251734],[25265,47825,127930,251765],[25519,48919,185340,253711],[27051,50388,84023,256452],[27060,84088,84638,256496],[27254,84997,131883,258388],[27259,51309,84998,258419],[27921,55095,133893,200367],[29712,90548,138982,267549],[29755,90861,139159,267985],[32120,95150,95649,274626],[32279,58974,95965,276520],[32288,96030,145976,276564],[34524,62175,216457,358998],[35068,102502,155124,286933],[35191,63140,155390,287313],[37365,105726,106354,291926],[37370,66120,105727,291957],[37624,67214,106805,293903],[38439,71803,161673,233471],[38482,71846,161850,233648],[40587,112304,112803,301340],[40746,71591,113119,303234],[40755,113184,167438,303278],[43763,75507,118381,310376],[43772,118446,118996,310420],[43966,119355,175045,312312],[43971,76428,119356,312343],[47539,81141,185272,323197],[49363,129382,129881,326720],[49987,89978,189745,265843],[50137,130218,131076,327621],[50260,84836,130484,328001],[51585,91576,192189,268287],[54225,90379,137761,337332],[54234,137826,138376,337376],[54428,138735,198357,339268],[54433,91300,138736,339299],[58112,144630,145258,346346],[58117,95826,144631,346377],[58371,96920,145709,348323],[63833,104918,155063,290727],[64947,105319,156892,362755],[64956,156957,157507,362799],[65672,112532,222333,301507],[65834,106305,157886,363643],[67545,114405,224851,304025],[70729,166092,166720,373060],[70734,112980,166093,373091],[70988,114074,167171,375037],[75256,173380,174238,381545],[75379,119194,173646,381925],[82243,129610,185217,326887],[83526,187107,187735,398071],[83531,130058,187108,398102],[84331,138069,256623,337503],[90128,196692,197550,407545],[90251,138574,196958,407925],[95540,145209,204836,416103],[103720,157200,217641,362926],[105068,219341,220199,431708],[105191,157705,219607,432088],[105506,165872,291538,372672],[112694,166671,229684,440951],[126814,251010,251209,461688],[127709,186887,251346,397683],[129772,187686,253643,463870],[153896,216727,286414,429264],[154254,216906,286625,491792]
   ]
cell #755 :
  |C| = 553
  W-rep = phi[[3, 2, 1],[1]]+phi[[3, 1, 1],[2]]+phi[[3, 2],[1, 1]]+phi[[3, 1],[2, 1]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     91 tau_infinity subcells with 4 member(s)
  subcells = [
     [124636],[124946],[124997],[144122],[147477],[147528],[151762],[152130],[165584],[171471],[173098],[174060],[174770],[176792],[181601],[182729],[194783],[196410],[202754],[204520],[205106],[205544],[205685],[212534],[214613],[215049],[227602],[229368],[235640],[236078],[238569],[239096],[242512],[244881],[246508],[249236],[261640],[262078],[270466],[273438],[280062],[281828],[297180],[306157],[315564],[316002],[333113],[351600],[387037],
     [31941,274037],[43259,238518],[43310,309252],[55965,202438],[56275,270415],[56326,342213],[57523,273448],[61566,284197],[68582,227286],[68892,297129],[68943,368927],[72822,235673],[73190,306167],[76768,313502],[79618,320070],[79643,248749],[85829,258687],[87694,261673],[88062,333123],[92711,270490],[97322,349295],[97347,277605],[98288,279746],[98598,351549],[98649,421387],[100721,283950],[100760,356176],[103034,220731],[107297,224603],[107733,294138],[108573,168939],[108624,168990],[109865,297204],[119331,382211],[120187,312611],[120900,313255],[120939,384796],[122052,315597],[122420,387047],[126943,254492],[130898,197372],[131608,198082],[132664,330165],[133630,200104],[139567,339567],[145010,346630],[145669,416677],[146201,277063],[146637,348558],[148769,351624],[153789,286788],[154316,289980],[155804,220021],[158156,229954],[158594,230392],[158735,230533],[167663,303777],[168099,375272],[174197,449119],[175826,384089],[183862,322996],[185542,253913],[185980,254351],[188471,264569],[188998,265096],[192414,268512],[199138,410089],[218006,289453],[220978,300152],[252233,325532],
     [11652,49184,184461,326131],[11789,81358,127134,323740],[17082,101726,153738,358967],[17133,62569,216346,359267],[17524,102681,154520,359882],[18838,40408,221577,300751],[18975,106522,158926,364186],[19249,66702,159939,294543],[24671,80426,183872,394617],[25143,126892,126974,395119],[25194,81535,127158,395419],[26547,53721,188420,264518],[26598,53772,255328,336208],[26989,131255,189202,399360],[27325,85173,190048,330141],[27350,85512,132177,259003],[32078,145426,205876,416646],[32352,96408,206889,348963],[35056,102545,154326,429402],[35218,102652,155488,287515],[35528,64443,217955,289402],[35579,64494,287793,361631],[36776,70140,220988,300162],[37248,158684,158766,432949],[37299,106699,158950,433249],[37651,106903,159692,294105],[37690,106917,222582,365978],[40545,166888,230724,441494],[40819,113562,231737,375677],[43701,174417,239300,449458],[44037,119531,240146,384065],[44062,119870,175339,312927],[47703,81484,185575,323689],[48071,82937,252243,325542],[49321,187903,254683,464413],[50125,131119,189008,464982],[50287,130582,131226,328203],[50597,86139,131688,330090],[50648,86190,131763,401109],[51649,91640,259578,340458],[54163,197729,265300,472770],[54499,138911,266146,410065],[54524,139250,198651,339883],[57995,205634,205716,479899],[58046,145603,205900,480199],[58398,145807,206642,348525],[58437,145821,275042,418438],[63005,102899,218030,359892],[63277,157842,287599,432374],[64885,220378,290184,494106],[65998,106648,158189,364135],[66366,108101,159418,365988],[67616,114476,294875,376009],[67641,114501,225145,304319],[70612,230482,230564,501361],[70663,167065,230748,501661],[71015,167269,231490,375239],[71054,167283,301756,443286],[75244,174281,239106,508144],[75406,173744,174388,382127],[75716,120497,174850,384014],[75767,120548,174925,451207],[81601,188146,323771,464444],[83409,254441,254523,520847],[83460,188080,254707,521147],[84701,131473,188495,399370],[84973,138711,328287,408211],[86542,140280,259331,340211],[86581,140319,330872,410796],[90116,197593,265106,527524],[90278,197056,197700,408127],[90588,139877,198162,410014],[90639,139928,198237,474519],[95704,145552,205139,416595],[96072,147005,206368,418448],[102324,286737,286819,543674],[102461,220158,359543,493767],[105056,220242,289990,544973],[105218,219705,220349,432290],[106106,166472,292210,373344],[106765,167131,364217,441525],[112858,167014,229987,441443],[113226,168467,231216,443296],[119059,174635,238593,449468],[126364,251168,322657,519269],[126802,251252,323006,564983],[128309,187487,252018,398355],[129936,188029,253946,464362],[131035,197509,399021,472431],[138439,197947,264593,472780],[157570,220596,289477,494116]
   ]
cell #756 :
  |C| = 455
  W-rep = phi[[3, 1, 1],[2]]+phi[[3, 1],[2, 1]]+phi[[1, 1, 1],[4]]+phi[[1, 1],[4, 1]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     35 tau_infinity subcells with 1 member(s)
     140 tau_infinity subcells with 2 member(s)
     35 tau_infinity subcells with 4 member(s)
  subcells = [
     [89238],[89250],[109492],[109504],[111688],[128965],[128977],[134077],[134185],[134662],[152340],[155938],[156046],[156523],[161980],[162165],[177002],[182136],[182259],[184139],[186040],[186225],[192650],[208615],[208738],[214380],[216539],[218625],[239835],[242279],[248466],[274785],[277322],[310558],[346041],
     [13424,192544],[17996,218519],[19760,225400],[19772,162117],[24869,250874],[25847,252919],[25859,186177],[28047,192670],[34533,286299],[35254,287221],[35266,217362],[35913,218645],[37952,293111],[37964,223293],[46906,250649],[47548,323251],[47640,184947],[47763,251659],[50323,327909],[50335,256344],[50982,257627],[58699,347531],[58711,275753],[61218,101022],[61230,101034],[61293,151699],[62806,286996],[62934,217410],[65843,363697],[65935,222063],[66058,291851],[66576,160769],[71316,374245],[71328,302467],[74366,123596],[74378,123608],[74441,173035],[75442,381833],[75454,310268],[76101,311551],[79225,125331],[79291,124684],[81201,251639],[84502,327684],[84630,256392],[85236,190728],[85359,191205],[89313,196347],[90314,407833],[90326,337224],[90973,338507],[92338,148396],[92350,148408],[92984,202005],[94534,150592],[94600,144170],[95549,416157],[95641,274523],[95764,346271],[96282,207719],[100378,151822],[101097,214986],[105254,431996],[105266,362647],[106365,291831],[107064,223341],[110138,226853],[111754,165632],[112703,441005],[112795,301237],[112918,372985],[113436,232567],[114697,177239],[114805,177347],[115282,177824],[115968,172139],[117827,173158],[118860,381608],[118988,310316],[119594,240826],[119717,241303],[123671,246445],[125135,248686],[125397,182777],[129781,463924],[129873,326617],[129996,397996],[131894,257607],[133840,200314],[135348,195451],[137207,196470],[138240,407608],[138368,337272],[138974,266826],[139097,267303],[140518,208930],[140703,209115],[141470,202996],[141947,203473],[145269,346251],[145968,275801],[147666,277542],[149042,279313],[150658,212582],[152662,215109],[154263,491846],[155055,290719],[157371,431771],[157499,362695],[161665,233463],[161788,233586],[162932,227844],[163409,228321],[166731,372965],[167430,302515],[169338,242748],[170209,236323],[175056,311531],[178510,245549],[180369,246568],[184381,461751],[185209,326879],[187746,397976],[189737,265835],[192181,268279],[193521,262323],[198368,338487],[201358,271085],[209882,280304],[210359,280781],[216329,429347],[217652,362937],[222325,301499],[224862,304036],[226206,297799],[243619,316247],[251429,397766],[256634,337514],[278666,352219],[291621,372755],
     [9622,23399,169232,242642],[14643,32863,200552,277860],[14655,32875,140655,209067],[21371,44759,169358,242768],[21690,42559,234646,306843],[21702,42571,170161,236275],[21765,72759,115717,235045],[28366,53021,260646,333799],[28378,53033,193473,262275],[28441,87631,135097,261045],[30570,56660,201378,271105],[30636,56013,141597,269822],[38027,107670,160518,293510],[39037,69277,226226,297819],[39103,68630,163059,296536],[41915,72882,170330,305583],[45078,78140,314570,387723],[45090,78152,243571,316199],[45153,121989,178259,314969],[50786,132114,132937,258254],[51048,85877,190855,329497],[52377,87754,193642,332539],[58774,146574,207468,347930],[59784,98983,278686,352239],[59850,98336,210009,350956],[66898,107793,223462,365404],[71391,168036,232316,374644],[75905,175276,176099,312178],[76167,120235,240953,383421],[77496,122112,243740,386463],[90777,198588,199411,339134],[91039,139615,266953,409421],[96604,146697,275922,417864],[108762,169128,225082,304256],[113758,168159,302636,442712]
   ]
cell #757 :
  |C| = 70
  W-rep = phi[[2, 2],[3]]
  special rep = phi[[2, 2],[3]] , dim = 70
  orbit = [5, 5, 4]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     70 tau_infinity subcells with 1 member(s)
  subcells = [
     [9937],[13739],[14877],[19426],[19994],[21449],[21639],[23714],[27485],[28125],[28315],[30248],[32529],[33097],[35991],[36998],[37901],[38715],[40996],[44197],[44837],[45027],[48293],[48606],[49820],[54659],[56738],[57745],[58648],[59462],[63666],[65332],[69355],[70362],[71265],[73412],[73725],[74939],[81903],[83159],[88284],[88597],[89811],[93372],[95038],[99061],[104751],[108323],[110526],[112192],[116261],[122642],[122955],[129270],[133325],[135641],[147227],[149430],[154966],[161062],[168689],[176487],[178803],[189648],[199799],[208012],[232860],[239746],[265746],[290630]
   ]
cell #758 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[3]]+phi[[2, 1],[3, 1]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [46280],[57322],[61242],[69939],[73521],[74390],[79228],[79303],[79887],[88393],[89262],[92362],[93091],[94537],[94612],[99645],[100381],[101046],[109516],[110245],[111691],[111766],[115004],[115285],[115980],[116019],[117830],[122751],[123620],[124696],[125334],[125409],[128989],[134384],[134665],[135360],[135399],[137210],[140706],[140834],[141950],[144182],[148420],[149149],[150595],[150670],[151825],[152352],[152665],[156245],[156526],[162168],[162296],[163412],[165644],[170212],[172151],[173161],[177014],[177546],[177827],[178522],[178561],[180372],[181533],[182262],[182789],[186228],[186356],[193524],[195463],[196473],[203195],[203476],[204452],[208741],[209118],[209246],[210362],[212594],[214383],[215112],[228043],[228324],[229300],[235310],[236326],[236454],[242282],[243622],[245561],[246571],[249168],[261310],[262326],[262454],[274788],[280503],[280784],[281760],[284129],[313434],[315234],[316250],[316378],
     [6370,141998],[9099,163460],[9755,169539],[13557,192851],[14667,200576],[14986,201559],[16449,210410],[18129,218826],[19784,225424],[20103,226407],[21374,169368],[21714,234670],[23532,242949],[25871,252943],[27594,257808],[28050,192680],[28390,260670],[30573,201388],[30648,141669],[31232,271286],[32887,277884],[33206,278867],[35278,287245],[35916,218655],[37976,293135],[39040,226236],[39115,163131],[39699,298000],[41918,170340],[42583,306867],[44306,311732],[44762,242778],[45102,314594],[47766,251669],[50347,327933],[50985,257637],[51060,190927],[52380,193652],[53045,333823],[54768,338688],[56025,341665],[56663,271115],[58723,347555],[59787,278696],[59862,210081],[60446,352420],[62937,217413],[66061,291861],[66588,160781],[66901,223472],[68642,368379],[69280,297829],[71340,374269],[72885,305593],[75466,381857],[76104,311561],[76179,241025],[77499,243750],[78164,387747],[84633,256395],[85362,191208],[85889,400561],[87757,332549],[90338,407857],[90976,338517],[91051,267025],[92643,269873],[95767,346281],[96294,207731],[96607,275932],[98348,420839],[98986,352249],[105278,432020],[107067,223344],[107796,365414],[109797,296587],[112921,372995],[113448,232579],[113761,302646],[118991,310319],[119720,241306],[120247,450659],[122115,386473],[129999,398006],[132596,329548],[133852,200326],[138371,337275],[139100,267306],[139627,473971],[145971,275804],[146700,417874],[148701,351007],[157502,362698],[159871,293775],[161791,233589],[167433,302518],[168162,442722],[175758,383472],[185212,326882],[192184,268282],[199070,409472],[206821,348195],[222328,301502],[231669,374909],[259510,340390]
   ]
cell #759 :
  |C| = 70
  W-rep = phi[[2, 2],[3]]
  special rep = phi[[2, 2],[3]] , dim = 70
  orbit = [5, 5, 4]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     70 tau_infinity subcells with 1 member(s)
  subcells = [
     [15168],[20285],[21924],[27776],[28600],[30323],[30838],[33388],[38186],[38790],[39305],[41530],[44488],[45312],[48681],[49895],[51250],[51992],[54950],[58933],[59537],[60052],[63741],[64118],[65547],[71550],[73800],[75014],[76369],[77111],[82118],[83975],[88672],[89886],[91241],[93447],[93824],[95253],[103364],[104826],[110601],[110978],[112407],[116476],[118333],[123030],[129485],[133400],[135856],[137713],[142268],[149505],[149882],[156844],[161277],[163730],[176562],[179018],[185125],[191526],[199874],[208227],[210680],[222241],[233075],[241624],[267624],[274701],[301415],[326795]
   ]
cell #760 :
  |C| = 70
  W-rep = phi[[2, 2],[3]]
  special rep = phi[[2, 2],[3]] , dim = 70
  orbit = [5, 5, 4]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     70 tau_infinity subcells with 1 member(s)
  subcells = [
     [21780],[28456],[30516],[38042],[38983],[41473],[41762],[45168],[50928],[51935],[52224],[55342],[58789],[59730],[64061],[65490],[66745],[67959],[71406],[76047],[77054],[77343],[82061],[82476],[84121],[90919],[93767],[95196],[96451],[97665],[103510],[105676],[110921],[112350],[113605],[116419],[116834],[118479],[127879],[129428],[135799],[136214],[137859],[142414],[144580],[149825],[156990],[161220],[163876],[166042],[171041],[178961],[179376],[187057],[191672],[194353],[208170],[210826],[217583],[224173],[233018],[241770],[244451],[256565],[267770],[276633],[303347],[310489],[337445],[362868]
   ]
cell #761 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[3]]+phi[[2, 1],[3, 1]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [79333],[94642],[100324],[111796],[116581],[117773],[124465],[124564],[125439],[135961],[137153],[141234],[142087],[143951],[144050],[150700],[151669],[152608],[162696],[163549],[165413],[165512],[169628],[169955],[170740],[170787],[173005],[179123],[180315],[181691],[182558],[182657],[186756],[192940],[193267],[194052],[194099],[196317],[200638],[200762],[201975],[204610],[209646],[210499],[212363],[212462],[213871],[214541],[214956],[218915],[219242],[225486],[225610],[226823],[229458],[234732],[236854],[238034],[242440],[243038],[243365],[244150],[244197],[246415],[247777],[248656],[249326],[253005],[253129],[260732],[262854],[264034],[271375],[271702],[272788],[277512],[277946],[278070],[279283],[281918],[283929],[284808],[298089],[298416],[299502],[305921],[306929],[307053],[313234],[314656],[316778],[317958],[320815],[332877],[333885],[334009],[346609],[352509],[352836],[353922],[356422],[385042],[386801],[387809],[387933],
     [15068,202037],[20185,226885],[21479,234045],[28155,260045],[30191,268733],[30678,269678],[33288,279345],[36021,288665],[38658,295447],[39145,296392],[41374,233882],[41861,305297],[44867,313969],[48549,324672],[51090,329353],[51836,259882],[52323,332253],[55794,269515],[55893,201648],[56768,343085],[59405,349867],[59892,350812],[63095,359708],[63962,288502],[66844,365118],[68411,296229],[68510,226496],[69385,369799],[72729,234856],[73668,378596],[76209,383277],[76955,313806],[77442,386177],[81391,323489],[84791,399186],[85658,329190],[85757,257897],[87601,260856],[88540,404596],[91081,409277],[92801,412168],[93668,342922],[96550,417578],[98117,350649],[98216,278956],[99091,422259],[102631,287307],[106555,363935],[107225,223872],[107640,293321],[109955,437016],[110822,369636],[113704,442426],[115749,377413],[119149,449284],[120016,383114],[120115,311821],[121959,314780],[122898,454694],[131205,327995],[132084,258224],[132754,466225],[135129,403413],[138529,472596],[139396,409114],[139495,338777],[141535,341727],[145459,416395],[146129,276332],[146544,347741],[148859,483966],[149726,422096],[157660,493932],[159671,293197],[160550,434357],[162997,368441],[166921,441243],[167591,303046],[168006,374455],[174367,381919],[175246,312148],[175916,509387],[178291,453511],[187936,464162],[190793,400623],[192342,268440],[197679,407919],[198558,339104],[199228,528767],[206621,347617],[207500,481307],[209947,420901],[220328,432082],[222828,365742],[225052,304226],[231469,374331],[232348,502769],[240891,450721],[251997,398334],[259310,340190],[266891,474033],[275288,418202],[292189,373323],[302002,443050],[331118,411042]
   ]
cell #762 :
  |C| = 70
  W-rep = phi[[2, 2],[3]]
  special rep = phi[[2, 2],[3]] , dim = 70
  orbit = [5, 5, 4]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     70 tau_infinity subcells with 1 member(s)
  subcells = [
     [10076],[13878],[15088],[19565],[20205],[21499],[21903],[23853],[27696],[28175],[28579],[30302],[32668],[33308],[36041],[37048],[38165],[38769],[41135],[44408],[44887],[45291],[48343],[48660],[49874],[54870],[56788],[57795],[58912],[59516],[63720],[65245],[69405],[70412],[71529],[73462],[73779],[74993],[81816],[83209],[88334],[88651],[89865],[93426],[94951],[99111],[104805],[108373],[110580],[112105],[116174],[122692],[123009],[129183],[133379],[135554],[147277],[149484],[154879],[160975],[168739],[176541],[178716],[189561],[199853],[207925],[232773],[239659],[265659],[290543]
   ]
cell #763 :
  |C| = 553
  W-rep = phi[[3, 2, 1],[1]]+phi[[3, 1, 1],[2]]+phi[[3, 2],[1, 1]]+phi[[3, 1],[2, 1]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     91 tau_infinity subcells with 4 member(s)
  subcells = [
     [213820],[214266],[214336],[237983],[242165],[242235],[247860],[248371],[263983],[270951],[272871],[273971],[274741],[277227],[283244],[284757],[297665],[299585],[306690],[308667],[309329],[309777],[309918],[317907],[320364],[320898],[333646],[335623],[342290],[342738],[345379],[345899],[349589],[352085],[354005],[357082],[369004],[369452],[377990],[380967],[387570],[389547],[403990],[412653],[421464],[421912],[437501],[454088],[484451],
     [75129,381516],[94921,345363],[94991,415571],[115698,306541],[116144,377974],[116214,445801],[118194,380998],[125170,392043],[135078,333497],[135524,403974],[135594,469113],[141618,342531],[142129,412684],[147701,419562],[152240,426065],[152384,356505],[160499,366362],[163080,369245],[163591,437532],[170356,378213],[176902,452040],[177046,385125],[178240,387421],[178686,454072],[178756,512275],[182055,391774],[182097,458507],[185165,326835],[190342,330626],[190876,401427],[192067,268165],[192137,268235],[193668,404213],[206340,480346],[207449,418822],[208534,419293],[208576,482567],[210030,421705],[210541,484482],[217012,362297],[221511,300685],[222281,301455],[223488,435157],[224767,303941],[232297,443670],[239054,449613],[239796,508498],[240440,384550],[240974,451525],[243766,454311],[250767,394947],[251287,397624],[252766,326065],[255405,336285],[255853,336733],[255994,336874],[266440,410550],[266974,474837],[274114,533576],[275948,482107],[286355,429205],[287870,361708],[288318,362156],[290959,372093],[291479,372613],[295169,376303],[302662,503569],[324066,397104],[327043,406967],[360193,431130],
     [34941,104941,286904,431679],[35166,154992,217179,429732],[46920,183765,250751,461483],[46990,126687,322665,461659],[47601,185062,251450,462055],[50010,90001,327592,407516],[50235,189674,256161,465312],[50821,133486,257239,401634],[62140,153662,286386,491632],[62820,216996,217036,491920],[62890,154919,217521,492096],[65215,112075,290943,372077],[65285,112145,363111,440419],[65896,222178,291642,494887],[66476,161088,292471,434934],[66620,161384,222911,366511],[75354,239772,310085,508474],[75940,176648,311163,451732],[81106,184608,251318,519288],[81340,184717,252617,395496],[81786,129153,324050,397088],[81856,129223,395703,463338],[83836,137574,327074,406998],[84516,255978,256018,521630],[84586,189601,256503,521806],[85155,191347,256970,401186],[85197,191463,328485,466710],[90226,265772,337041,527854],[90812,199960,338119,475044],[95602,274638,346062,533791],[96182,208038,346891,481884],[96326,208334,275371,418971],[102714,154849,288111,429716],[103225,156705,360224,431161],[105166,290656,362464,545303],[106270,221724,291510,545636],[106504,221362,221833,433326],[106950,160945,223940,434918],[107020,161015,224111,496170],[108797,169163,367102,444410],[112756,301352,372776,550945],[113336,232886,373605,503346],[113480,233182,302085,443819],[118874,309902,309942,555988],[118944,239699,310427,556164],[119513,241445,310894,451284],[119555,241561,382409,509872],[127194,184986,324289,462086],[127598,255147,395566,521294],[129834,326732,397787,566254],[131288,189531,255646,465296],[131799,191387,258303,466741],[133740,200214,401942,475352],[133884,200358,331201,411125],[138254,336858,336898,570860],[138324,265699,337383,571036],[138893,267445,337850,474596],[138935,267561,408409,529252],[145174,274184,345930,575342],[145408,273822,274293,480276],[145854,207895,276400,481868],[145924,207965,276571,535074],[155016,290680,429756,545327],[157385,362281,362321,584008],[157455,290583,362806,584184],[158986,222102,291182,494918],[159390,231188,433396,501808],[161584,233382,366833,444141],[161626,233424,435617,504029],[166636,300898,372644,587959],[166870,300536,301007,501738],[167316,232743,303114,503330],[167386,232813,303285,552228],[174450,239629,309570,508458],[174961,241485,312227,509903],[184395,394931,394971,598394],[184538,326208,461840,566039],[187651,326278,397655,599001],[187885,325916,326387,521224],[188956,265054,399515,472925],[189698,265796,465336,527878],[197762,265629,336526,527838],[198273,267485,339183,529283],[205936,274562,345602,533822],[216423,359344,428990,583201],[216871,359414,429236,610770],[218491,289938,360037,494261],[220411,290513,361949,545287],[221654,300828,494672,550730],[230784,301276,372316,550976],[254743,326656,397327,566285]
   ]
cell #764 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[3]]+phi[[2, 1],[3, 1]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [79353],[94662],[100435],[111816],[116601],[117884],[124486],[124609],[125459],[135981],[137264],[142624],[143972],[144095],[150720],[151598],[152402],[152719],[164086],[165434],[165557],[169976],[170871],[171444],[172934],[177064],[179143],[180426],[182316],[182579],[182702],[193288],[194183],[194756],[196246],[200846],[201204],[202125],[208795],[211036],[212384],[212507],[213892],[214296],[214885],[219263],[225694],[226052],[226973],[234133],[235360],[238055],[242195],[243386],[244281],[244854],[246344],[247890],[247965],[253213],[253571],[260133],[261360],[264055],[268907],[271723],[272901],[272976],[274001],[278154],[278512],[279433],[284829],[288753],[295621],[298437],[299615],[299690],[306720],[307137],[307495],[314057],[315284],[317979],[320928],[321003],[324846],[333676],[334093],[334451],[343173],[350041],[352857],[354035],[354110],[356535],[369887],[378770],[385155],[387600],[388017],[388375],[404770],[422347],[454868],
     [30698,142381],[30826,270192],[39165,163843],[39293,296906],[41395,234082],[41518,304711],[41972,171091],[51110,191639],[51857,260082],[51980,331667],[52434,194403],[55271,268917],[55815,202074],[55938,202340],[59912,210793],[60040,351326],[63983,288702],[64106,360972],[66638,161402],[66955,224223],[67888,295631],[68432,226922],[68555,227188],[72658,235370],[76229,241737],[76976,314006],[77099,385591],[77553,244501],[81412,324309],[82405,324856],[85416,191882],[85679,258323],[85802,258589],[87530,261370],[91101,267737],[93689,343122],[93812,413432],[96344,208352],[96661,276683],[97594,350051],[98138,279382],[98261,279648],[102744,288174],[102819,360463],[106576,291202],[106980,224003],[107569,293835],[110843,369836],[110966,438280],[113498,233200],[113815,303397],[115770,378233],[116763,378780],[119774,241980],[120037,312247],[120160,312513],[121888,315294],[131318,255709],[131393,327313],[133902,200376],[135150,404233],[136143,404780],[139154,267980],[139417,339203],[139540,339469],[141648,342594],[141723,412923],[145480,345622],[145884,276463],[146473,348255],[149747,422296],[149870,485230],[160571,435177],[161845,233643],[163110,369308],[163185,437771],[166942,372336],[167346,303177],[167935,374969],[174480,309633],[174555,381237],[178312,454331],[179305,454878],[187957,397347],[190906,401490],[190981,466980],[192097,268195],[197792,336589],[197867,407237],[207521,482127],[210060,421768],[210135,484721],[220441,362012],[220516,431400],[221541,300715],[222941,366541],[232369,503589],[241004,451588],[241079,510142],[252796,326095],[267004,474900],[267079,529522],[275401,419001],[302115,443849],[331231,411155]
   ]
cell #765 :
  |C| = 70
  W-rep = phi[[2, 2],[3]]
  special rep = phi[[2, 2],[3]] , dim = 70
  orbit = [5, 5, 4]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     70 tau_infinity subcells with 1 member(s)
  subcells = [
     [42014],[52476],[55732],[66997],[68349],[72153],[72539],[77595],[85596],[87025],[87411],[91941],[96703],[98055],[104019],[105873],[107450],[109095],[113857],[119954],[121383],[121769],[128076],[128568],[130615],[139334],[142923],[144777],[146354],[147999],[155521],[158112],[164385],[166239],[167816],[171238],[171730],[173777],[185498],[187254],[194550],[195042],[197089],[202471],[205062],[211335],[219738],[224370],[227319],[229910],[235596],[244648],[245140],[253869],[258720],[261596],[276830],[279779],[287471],[294061],[303544],[312644],[315520],[328159],[339600],[348481],[375195],[382083],[408083],[432246]
   ]
cell #766 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[3]]+phi[[2, 1],[3, 1]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [124672],[144158],[151607],[165620],[172127],[172943],[181402],[181530],[182765],[195439],[196255],[201213],[202888],[204321],[204449],[212570],[213681],[214894],[226061],[227736],[229169],[229297],[234237],[234479],[235307],[236138],[237844],[245537],[246353],[247974],[249037],[249165],[253580],[260237],[260479],[261307],[262138],[263844],[268789],[268999],[270112],[272985],[278521],[280196],[281629],[281757],[283339],[284126],[284618],[288857],[289099],[295503],[295713],[296826],[299699],[305353],[307504],[308762],[313431],[314161],[314403],[315231],[316062],[317768],[319256],[320225],[321012],[324728],[324938],[332309],[334460],[335718],[343277],[343519],[344636],[349450],[349923],[350133],[351246],[354119],[356208],[357177],[369991],[370233],[371350],[377727],[378652],[378862],[384828],[386233],[388384],[389642],[392555],[403727],[404652],[404862],[416709],[422451],[422693],[423810],[426255],[452230],[453825],[454750],[454960],
     [31099,270979],[39566,297693],[41581,304798],[52043,331754],[55280,340719],[56001,341641],[60313,352113],[64169,361059],[67897,367433],[68618,368355],[72025,304573],[72667,377175],[77162,385678],[82414,396289],[85865,400537],[86897,331529],[87539,403175],[92512,341416],[92640,269870],[93875,413519],[97603,419893],[98324,420815],[102828,429537],[103891,360834],[107578,434119],[109666,368130],[109794,296584],[111029,438367],[115559,305563],[116772,446387],[120223,450635],[121255,385453],[121897,453273],[127289,395281],[131402,465117],[132465,400312],[132593,329545],[134939,332519],[136152,469699],[139603,473947],[141732,476487],[142795,413294],[146482,481069],[148570,420590],[148698,351004],[149933,485317],[154552,359764],[159081,433111],[159868,293772],[160360,365384],[163194,497949],[164257,438142],[167944,502531],[170451,445379],[174564,508279],[175627,450410],[175755,383469],[178101,386443],[179314,512861],[189234,399242],[190203,329787],[190990,522534],[193763,468691],[197876,527659],[198939,473722],[199067,409469],[201502,412224],[206031,480061],[206818,348192],[207310,417844],[210144,536853],[211207,485092],[220525,545108],[222614,365174],[223583,495748],[226350,437072],[230879,501523],[231666,374906],[232158,442692],[239332,449340],[240301,383711],[241088,556892],[243861,511853],[254838,521009],[257751,466281],[259507,340387],[265332,472652],[266301,409711],[267088,571764],[275074,417634],[276043,534652],[278810,484022],[290216,493988],[292661,434671],[295030,376164],[301788,442482],[302757,551806],[311675,509443],[323803,464476],[330904,410828],[338631,528823],[347081,481621],[364249,441557],[373795,503083],[402132,475542]
   ]
cell #767 :
  |C| = 245
  W-rep = phi[[2, 2, 1],[2]]+phi[[2, 2],[2, 1]]
  special rep = phi[[2, 2],[2, 1]] , dim = 140
  orbit = [4, 4, 4, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [61561],[76763],[79568],[97272],[100456],[100706],[117905],[118710],[120885],[124621],[137285],[142645],[144107],[144995],[152740],[164107],[165569],[171456],[173538],[180447],[182337],[182714],[194768],[202232],[208816],[211057],[212519],[214598],[227080],[242497],[244866],[248510],[277366],[279540],[310602],
     [5357,131668],[8276,158169],[10578,174830],[12058,185555],[12598,188308],[14380,198142],[15626,205119],[17810,217843],[18585,157998],[19244,66697],[20743,229967],[22033,235653],[22573,238406],[25281,128013],[25531,185384],[26190,253926],[27275,85081],[28709,261653],[29249,264406],[30913,270303],[31688,204948],[32347,96403],[35203,155410],[36256,289290],[37386,105810],[37636,106825],[38295,294118],[39380,297017],[40155,229796],[40814,113557],[41993,171175],[42243,235482],[43987,119439],[45421,315577],[47841,323577],[48931,253755],[50272,130504],[51325,329978],[51644,91635],[52455,194487],[52705,261482],[54449,138819],[55950,202360],[58133,144714],[58383,145729],[59042,348538],[60127,351437],[63152,287357],[66136,364023],[66976,224307],[67226,293947],[67566,114426],[68567,227208],[70750,166176],[71000,167191],[71659,375252],[75391,173666],[76444,383902],[77574,244585],[77824,315406],[81245,251827],[83547,187191],[84352,138090],[84848,328045],[85437,191903],[85814,258609],[86527,140265],[90263,196978],[91316,409902],[95842,416483],[96682,276767],[96932,348367],[98273,279668],[103741,157221],[105203,219627],[106091,166457],[106409,292019],[107282,224588],[112996,441331],[113836,303481],[114086,375081],[119206,381969],[119795,242001],[120172,312533],[128294,187472],[130074,464250],[130376,196850],[131938,258481],[138586,407969],[139175,268001],[139552,339489],[145313,346439],[146186,277048],[155282,219499],[157717,432132],[161866,233664],[166775,373153],[167648,303762],[175100,312405],[187790,398164],[192399,268497],[198412,339361],[217696,362981],[224906,304080],[256678,337558]
   ]
cell #768 :
  |C| = 553
  W-rep = phi[[3, 2, 1],[1]]+phi[[3, 1, 1],[2]]+phi[[3, 2],[1, 1]]+phi[[3, 1],[2, 1]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     91 tau_infinity subcells with 4 member(s)
  subcells = [
     [100457],[100715],[100757],[117906],[120894],[120936],[124630],[124943],[137286],[142646],[144116],[145004],[145666],[147474],[151759],[152741],[164108],[165578],[171465],[173095],[173643],[174057],[174194],[180448],[182338],[182723],[194777],[196407],[202337],[202751],[205103],[205604],[208817],[211058],[212528],[215046],[227185],[227599],[235637],[238488],[244875],[246505],[261637],[270385],[279645],[280059],[297099],[315561],[351519],
     [22759,239082],[31697,205055],[31739,273424],[41994,171176],[42252,235589],[42294,306143],[43256,238508],[46472,248746],[52456,194488],[52714,261589],[52756,333099],[55959,202372],[56272,270405],[59234,277602],[61543,283947],[61562,214607],[66977,224308],[68576,227220],[68889,297119],[72819,235663],[76745,313252],[76764,242506],[77575,244586],[77833,315513],[77875,387023],[79569,248519],[79601,320016],[81598,188143],[85438,191904],[85823,258621],[86536,140274],[86578,140316],[87691,261663],[95933,346627],[96683,276768],[97273,277375],[97305,349241],[98282,279680],[98595,351539],[102458,220155],[106100,166466],[106762,167128],[107730,294128],[108570,168936],[113837,303482],[118711,310611],[119314,382157],[119796,242002],[120181,312545],[122049,315587],[126361,251165],[126862,254411],[128303,187481],[130481,196955],[130895,197369],[131032,197506],[139176,268002],[139561,339501],[145135,416198],[146634,348548],[153708,286707],[155387,219604],[155801,220018],[158153,229951],[158654,230452],[161867,233665],[168096,375262],[185539,253910],[188390,264488],[217925,289372],
     [7503,36442,154302,289966],[7618,63048,102649,287512],[11408,80372,126313,322640],[11450,47303,183848,322982],[11772,81281,127080,323659],[12784,29435,188984,265082],[12899,84744,131223,328200],[13109,50875,132174,259000],[17079,62184,153728,358953],[17479,102410,102491,359526],[17521,63203,102671,359868],[18594,40164,158105,229903],[18636,40206,220964,300138],[18958,106445,158872,364105],[19226,66409,159689,294102],[19245,66698,107291,224597],[22874,119102,174385,382124],[23084,75994,175336,312924],[25140,81150,126882,395105],[25282,81254,128014,251932],[25540,48940,185491,253862],[25582,48982,252219,325518],[26544,53718,188410,264508],[26944,130984,131065,399004],[26986,84899,131245,399346],[27276,85082,131947,258586],[27308,85096,189994,330060],[29550,138482,197697,408124],[29760,90866,198648,339880],[32061,145349,205822,416565],[32329,96115,206639,348522],[32348,96404,146195,277057],[35212,63161,155422,287464],[35525,64440,217945,289392],[36557,157613,220346,432287],[37245,106314,158674,432935],[37387,105811,106418,292124],[37645,67235,106837,294054],[37687,67277,106907,365964],[38487,71851,225142,304316],[40528,166811,230670,441413],[40796,113269,231487,375236],[40815,113558,167657,303771],[43656,174146,174227,449102],[43698,119257,174407,449444],[43988,119440,175109,312510],[44020,119454,240092,383984],[47700,81481,185565,323679],[47932,130165,252015,398352],[49304,187826,254629,464332],[50281,84857,130516,328152],[50594,86136,131678,330080],[51626,91617,259328,340208],[51645,91636,192408,268506],[54118,197458,197539,472414],[54160,138637,197719,472756],[54450,138820,198421,339466],[54482,138834,266092,409984],[57992,145218,205624,479885],[58134,144715,145322,346544],[58392,96941,145741,348474],[58434,96983,145811,418424],[63260,157825,287545,432320],[64840,220107,220188,493750],[64882,157768,220368,494092],[65995,106645,158179,364125],[66227,113087,292207,373341],[67567,114427,224915,304089],[67599,114459,294821,375955],[70609,166680,230472,501347],[70751,166177,166784,373258],[71009,114095,167203,375188],[71051,114137,167273,443272],[75400,119215,173678,382076],[75713,120494,174840,384004],[80936,251117,251198,519252],[81067,187612,323292,463965],[83406,187695,254431,520833],[83548,187192,187799,398269],[84353,138091,256687,337567],[84956,138694,328233,408157],[90272,138595,196990,408076],[90585,139874,198152,410004],[95701,145549,205129,416585],[101907,216832,286340,491887],[102321,216915,286727,543660],[103742,157222,217705,362990],[105212,157726,219639,432239],[106231,166597,363738,441046],[112855,167011,229977,441433],[129933,188026,253936,464352]
   ]
cell #769 :
  |C| = 70
  W-rep = phi[[2, 2],[3]]
  special rep = phi[[2, 2],[3]] , dim = 70
  orbit = [5, 5, 4]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     70 tau_infinity subcells with 1 member(s)
  subcells = [
     [6426],[9155],[10017],[13337],[13819],[14758],[15071],[16505],[19506],[19875],[20188],[21482],[23312],[23794],[25962],[26776],[27679],[28158],[29988],[32609],[32978],[33291],[35757],[36024],[37031],[41076],[42674],[43488],[44391],[44870],[48326],[49614],[53136],[53950],[54853],[56504],[56771],[57778],[63460],[64672],[69121],[69388],[70395],[73445],[74733],[78255],[83192],[86368],[88317],[89605],[93166],[98827],[99094],[104545],[108356],[110320],[120726],[122675],[127429],[133119],[140106],[147260],[149224],[159221],[168722],[176281],[199593],[206171],[231019],[254978]
   ]
cell #770 :
  |C| = 413
  W-rep = phi[[3, 2, 2],[]]+phi[[3, 2, 1],[1]]+phi[[3, 1],[2, 1]]+phi[[3],[2, 2]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     140 tau_infinity subcells with 2 member(s)
     21 tau_infinity subcells with 4 member(s)
  subcells = [
     [75128],[94922],[94990],[115706],[116145],[116213],[118193],[125203],[132827],[135086],[135525],[135593],[141619],[142128],[147734],[152245],[152428],[160507],[163081],[163590],[170355],[175989],[176907],[177090],[178248],[178687],[178755],[182063],[182098],[190877],[193667],[199301],[206345],[207457],[208542],[208577],[210031],[210540],[223487],[229531],[232305],[239062],[239797],[240975],[243765],[266975],[274115],[275947],[302661],
     [16876,214335],[23368,242234],[24365,248370],[32193,274740],[32721,277226],[33856,283243],[34093,214267],[34940,104940],[35171,103014],[42912,308666],[43516,309776],[43615,309917],[44553,242166],[46037,247861],[46921,126240],[46989,126686],[47602,127471],[50009,90000],[50240,131588],[50854,86396],[53374,335622],[56532,342737],[57079,272872],[57638,345378],[57821,273972],[57894,345894],[60918,213828],[62139,153661],[62821,154472],[62889,154918],[65216,112076],[65284,112144],[65897,159263],[66481,108216],[66664,108399],[69149,369451],[69696,299586],[73305,377989],[73488,306691],[74066,237991],[74740,309330],[74775,380962],[75359,174750],[75973,120754],[78493,389546],[81105,184607],[81348,127436],[81787,129154],[81855,129222],[83835,137573],[84517,189154],[84585,189600],[85163,133126],[85198,133161],[88177,403989],[88360,333647],[88938,263991],[90231,198062],[90845,140134],[92874,270959],[93173,342291],[93208,412648],[95603,206213],[96187,147120],[96370,147303],[98855,421911],[99402,354006],[101375,357081],[102715,154850],[103224,156704],[105171,220711],[106269,221723],[106512,159228],[106951,160946],[107019,161014],[108830,169196],[110028,297673],[110327,369005],[110362,437496],[112757,231061],[113341,168582],[113524,168765],[118875,239252],[118943,239698],[119521,176288],[119556,176323],[122535,454087],[122718,387571],[123296,317915],[125750,320899],[127193,184985],[127603,255152],[129835,255020],[131289,189532],[131798,191386],[133745,200219],[133928,200402],[138255,265252],[138323,265698],[138901,199600],[138936,199635],[145173,274183],[145416,206178],[145855,207896],[145923,207964],[148932,352093],[149231,421465],[149266,484446],[153006,284765],[155017,290681],[157386,290136],[157454,290582],[158985,222101],[159395,231193],[161592,233390],[161627,233425],[166635,300897],[166878,231026],[167317,232744],[167385,232812],[174451,239630],[174960,241484],[181764,249399],[184396,323152],[184539,326209],[187650,326277],[187893,254985],[188964,265062],[189699,265797],[197763,265630],[198272,267484],[204683,281991],[205935,274561],[216424,359345],[216870,359413],[218499,289946],[220412,290514],[221655,300829],[230783,301275],[254742,326655],
     [11904,49436,185164,326834],[13393,30044,192136,268234],[17438,64799,217011,362296],[19090,40660,222280,301454],[19618,41188,224766,303940],[24786,80895,250766,394946],[25042,83308,251282,397619],[26804,53978,255852,336732],[26903,54077,255993,336873],[27841,55015,192068,268166],[34587,102223,286350,429200],[35785,64700,288317,362155],[36891,70255,290958,372092],[37074,70438,221512,300686],[37147,70511,291474,372608],[48186,83052,324065,397103],[48369,83235,252767,326066],[49621,89612,255406,336286],[49656,89647,327038,406962],[63467,104552,287871,361709],[63502,104587,360188,431125]
   ]
cell #771 :
  |C| = 189
  W-rep = phi[[3],[3, 1]]+phi[[2],[4, 1]]
  special rep = phi[[3],[3, 1]] , dim = 105
  orbit = [6, 6, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     21 tau_infinity subcells with 1 member(s)
     84 tau_infinity subcells with 2 member(s)
  subcells = [
     [39992],[52189],[53485],[64315],[68086],[68259],[82603],[82776],[86858],[87068],[103852],[104062],[108912],[109165],[126564],[128385],[128638],[134019],[153952],[155880],[184081],
     [16823,61364],[22456,74512],[24284,46573],[24313,79372],[29132,89384],[31081,94021],[31525,60739],[31554,94681],[33949,100255],[33967,61682],[34269,101168],[39548,111175],[40021,111835],[41727,77308],[42214,116961],[42469,117134],[43005,117704],[43023,78604],[45844,123742],[46602,125478],[52676,136341],[52931,136514],[53467,137084],[55469,97792],[55624,141165],[55642,97965],[56163,142966],[56230,142756],[60295,150079],[60768,150739],[61664,152539],[68241,162627],[68780,164428],[68847,164218],[71986,121216],[72196,121426],[72263,169726],[73061,171800],[73082,171547],[77795,179503],[78050,179676],[78586,180246],[79029,181051],[82758,186687],[87135,193038],[87933,195112],[87954,194859],[91758,147816],[92011,148069],[92032,200902],[93009,202830],[94338,203970],[97947,209577],[98486,211378],[98553,211168],[104129,219013],[109186,225750],[110163,227678],[111492,228818],[114639,177181],[114922,234179],[117116,236785],[121493,243136],[122291,245210],[122312,244957],[128659,253269],[134302,260179],[136496,262785],[143033,271473],[148090,278210],[149067,280138],[150396,281278],[156163,288799],[164495,298187],[171821,307193],[177464,314103],[179658,316709],[183228,321724],[195133,334149],[203113,343219],[211445,352607],[227961,369933],[245231,388073],[280421,422393]
   ]
cell #772 :
  |C| = 553
  W-rep = phi[[3, 2, 1],[1]]+phi[[3, 1, 1],[2]]+phi[[3, 2],[1, 1]]+phi[[3, 1],[2, 1]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     91 tau_infinity subcells with 4 member(s)
  subcells = [
     [61028],[61440],[61473],[74176],[76642],[76675],[78966],[79490],[89048],[93498],[94275],[95316],[95349],[97194],[99990],[110652],[111429],[116539],[117439],[118143],[118250],[118632],[123406],[135919],[136819],[142185],[142567],[144325],[144503],[149556],[150333],[153116],[163647],[164029],[170964],[173453],[179081],[179981],[182388],[183165],[194276],[202147],[208867],[210597],[210979],[215561],[226995],[244374],[279455],
     [24414,248809],[32770,277665],[34139,283852],[34168,214661],[42369,116368],[44599,313157],[44628,242560],[46383,248427],[46401,319901],[51523,91514],[51556,91547],[52831,135748],[56401,142315],[57616,144466],[57867,345873],[59145,277283],[59163,349126],[65610,112470],[65643,112503],[67352,161169],[67488,114348],[69018,163777],[73283,170927],[73334,171093],[74801,173477],[75065,309833],[75083,381422],[75143,173344],[77950,178910],[82181,129548],[82214,129581],[83785,137523],[83892,137630],[84274,138012],[85488,133451],[86265,191573],[88155,194239],[88206,194405],[93234,202171],[94868,415509],[95005,204912],[97058,208119],[98724,210727],[103174,156654],[103281,156761],[103663,157143],[105421,165787],[105599,165965],[108245,224225],[110388,227019],[114212,232967],[116228,235446],[119846,176613],[120623,241671],[122513,244337],[122564,244503],[126457,184235],[127624,186802],[127802,186980],[130291,196765],[135608,261446],[139226,199925],[140003,267671],[147149,276685],[149292,279479],[153811,216642],[155197,219414],[161917,233715],[168611,303399],[178770,315370],
     [5416,27443,132237,191825],[7649,63637,154689,217506],[8569,37607,159594,224096],[8598,37862,107345,161340],[10637,44155,175399,241923],[11808,81943,184757,251742],[12930,49791,189371,256488],[13020,50552,131855,191443],[13038,50485,189879,258396],[14439,54617,198711,267923],[15919,58354,206544,276556],[15948,58609,146249,208290],[17416,103137,217054,287004],[17566,103390,154933,287321],[18711,65439,159042,222158],[18994,65372,221873,291934],[19123,66258,108194,224059],[19156,66237,161029,293911],[19667,41237,225205,304379],[21036,70971,231392,303270],[21065,71226,167711,233138],[22905,74910,239469,310412],[22995,75671,175017,241541],[23013,75604,239977,312320],[24764,126420,183783,250657],[25068,127648,184622,323259],[25657,82010,127250,185042],[26673,84022,131566,256451],[26881,83748,256036,327692],[27031,84001,189615,328009],[27197,84999,133187,258420],[27887,55061,259233,340113],[27916,55090,192462,268560],[29581,89782,265469,337368],[29671,90543,198329,267541],[29689,90476,265977,339276],[31814,95145,205992,274618],[32097,95078,274333,346354],[32226,95964,147098,276519],[32259,95943,207979,348331],[34613,153676,153835,286307],[34955,104955,155088,219305],[35654,102992,103411,217469],[36588,104722,290353,362791],[36869,70233,105562,165928],[36920,105728,159289,291958],[37120,70484,291453,372587],[37173,105445,221738,363705],[38398,71762,224823,303997],[38416,71780,294706,375840],[40281,112299,230840,301332],[40564,112232,301047,373068],[40693,113118,168560,303233],[40726,113097,232827,375045],[43385,118380,174728,310375],[43593,118106,309960,381616],[43743,118359,239713,381933],[43909,119357,176349,312344],[47004,126701,183948,250974],[48164,83030,127765,186943],[48215,127497,127931,251766],[48415,83281,324560,397598],[49057,129377,254799,326712],[49340,129310,326427,398079],[49682,89673,130315,196789],[49946,89937,255909,336789],[49964,89955,327498,407422],[50024,90015,130182,196656],[53847,137760,198040,337331],[54055,137486,336916,407616],[54205,137739,265713,407933],[54371,138737,199661,339300],[57667,144632,206239,346378],[57920,144349,274198,416165],[63528,104613,155221,219438],[63792,104877,288374,362212],[63810,104895,360648,431585],[64569,156891,220689,362754],[64777,156617,362339,431779],[64927,156870,290597,432096],[65162,112022,363049,440357],[65299,112159,157962,229760],[70284,166094,231087,373092],[70537,165811,300912,441013],[80873,184198,394989,461759],[81733,129100,395641,463276],[81870,129237,185348,253719],[83081,187109,255046,398103],[83334,186826,326292,463932],[102002,154096,429072,491769],[102249,216666,359428,491854]
   ]
cell #773 :
  |C| = 553
  W-rep = phi[[3, 2, 1],[1]]+phi[[3, 1, 1],[2]]+phi[[3, 2],[1, 1]]+phi[[3, 1],[2, 1]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     91 tau_infinity subcells with 4 member(s)
  subcells = [
     [79355],[79564],[94664],[97268],[100452],[100711],[111818],[116603],[117901],[118706],[120890],[124626],[124924],[125461],[135983],[137281],[142641],[144112],[144618],[145000],[147455],[150722],[152404],[152736],[164103],[165574],[171079],[171461],[173639],[174038],[177066],[179145],[180443],[182719],[194391],[194773],[202333],[204897],[205013],[211053],[212524],[227181],[235547],[238309],[244489],[244871],[261547],[279641],[315471],
     [22569,173595],[30700,142383],[30909,202289],[31603,273257],[31693,205044],[39167,163845],[39376,227137],[41989,171115],[42248,235578],[43237,238474],[46469,182333],[51112,191641],[52451,194427],[52710,261578],[55955,202361],[56253,270371],[59231,208812],[59914,210795],[60123,279597],[61504,214400],[61560,214603],[66640,161404],[66972,224247],[67562,114422],[68572,227209],[68870,297085],[76231,241739],[76706,242299],[76762,242502],[77570,244525],[77829,315502],[79567,248515],[84348,138086],[85819,258610],[86532,140270],[91103,267739],[95380,274805],[96346,208354],[96678,276707],[97271,277371],[98278,279669],[98576,351505],[100696,283884],[103737,157217],[105714,166080],[106096,166462],[108551,168917],[113500,233202],[113832,303421],[118709,310607],[120177,312534],[120875,313189],[127917,187095],[128299,187477],[130477,196951],[130876,197350],[133904,200378],[139557,339490],[144985,346564],[155383,219600],[155782,219999],[157947,229745],[158063,229861],[173433,381572],[185333,253704],[185449,253820],[188211,264309],[216518,286686],[217746,289193],[250801,322909],
     [12594,29245,130433,196907],[13106,50872,85433,191899],[17597,62954,103479,217621],[17806,36252,155339,219556],[18500,40070,220797,299971],[18590,40160,158094,229892],[19187,66326,107084,224211],[19243,66696,107287,224593],[23081,75991,119791,241997],[25277,47837,127953,251884],[25280,81250,128012,251928],[25446,48846,252052,325351],[25536,48936,185480,253851],[26525,53699,188376,264474],[27062,84090,84650,256603],[27271,51321,85021,258538],[27274,85080,131943,258582],[29757,90863,139171,267997],[32290,96032,145988,276671],[32346,96402,146191,277053],[34526,101736,216466,359012],[34666,62496,286434,359187],[35193,102586,155399,287422],[35208,63157,155411,287453],[35506,64421,217911,289358],[37382,66132,105750,292076],[37385,105809,106414,292120],[37626,106814,159626,294012],[37641,67231,106826,294043],[38484,71848,161862,233660],[40757,113186,167450,303385],[40813,113556,167653,303767],[43774,118448,119008,310527],[43983,76440,119379,312462],[43986,119438,175105,312506],[46928,80416,250802,394653],[47541,126984,185281,323211],[47681,81462,185546,323645],[50262,130493,131160,328110],[50277,84853,130505,328141],[50575,86117,131659,330046],[51587,91578,192201,268299],[51643,91634,192404,268502],[54236,137828,138388,337483],[54445,91312,138759,339418],[54448,138818,198417,339462],[58129,95838,144654,346496],[58132,144713,145318,346540],[58373,145718,206576,348432],[58388,96937,145730,348463],[62828,102535,217747,359467],[64958,156959,157519,362906],[65674,112534,222345,301519],[65836,157895,158776,363657],[65976,106626,158160,364091],[67565,114425,224911,304085],[70746,112992,166116,373210],[70749,166175,166780,373254],[70990,167180,231424,375146],[71005,114091,167192,375177],[75381,173655,174322,382034],[75396,119211,173667,382065],[75694,120475,174821,383970],[82245,129612,185229,326899],[83543,130070,187131,398221],[83546,187190,187795,398265],[84351,138089,256683,337563],[84524,131109,188212,398945],[86517,140255,259265,340145],[90253,196967,197634,408034],[90268,138591,196979,408065],[90566,139855,198133,409970],[95542,204845,205726,416117],[95682,145530,205110,416551],[103740,157220,217701,362986],[105193,219616,220283,432197],[105208,157722,219628,432228],[106081,166447,292144,373278],[112696,229693,230574,440965],[112836,166992,229958,441399],[118882,174271,238310,449043],[128284,187462,251952,398289],[129774,253652,254533,463884],[129914,188007,253917,464318],[130271,196745,327648,407572],[138262,197583,264310,472355],[154256,286634,286829,491806],[155177,219394,286960,431735],[157393,220232,289194,493691],[184037,251063,322721,461715],[184403,251242,322910,519193]
   ]
cell #774 :
  |C| = 455
  W-rep = phi[[3, 1, 1],[2]]+phi[[3, 1],[2, 1]]+phi[[1, 1, 1],[4]]+phi[[1, 1],[4, 1]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     35 tau_infinity subcells with 1 member(s)
     140 tau_infinity subcells with 2 member(s)
     35 tau_infinity subcells with 4 member(s)
  subcells = [
     [111708],[125161],[134682],[137152],[147692],[152159],[152381],[156543],[162376],[162695],[165401],[176821],[177043],[182052],[186436],[186755],[192939],[193255],[205573],[208531],[214241],[218914],[219230],[225387],[225601],[239051],[242140],[252906],[253120],[259793],[273946],[286588],[288413],[309152],[322829],
     [28067,192895],[35933,218870],[38547,295368],[38657,225632],[46294,181630],[47783,252570],[48438,324593],[48548,253151],[50812,133477],[51002,191300],[51824,260038],[57336,204549],[61319,151842],[62413,359115],[63034,218321],[63094,288112],[63950,288658],[66078,221315],[66395,160900],[66617,161381],[66843,223941],[69953,229397],[73535,236107],[74467,173178],[75931,176639],[76121,241398],[79245,125351],[79332,181690],[79901,249265],[80405,394698],[81337,252614],[81379,324265],[84730,188786],[84790,255647],[85152,191344],[85646,258279],[88407,262107],[89339,196490],[90803,199951],[90993,267398],[93524,203493],[94554,150612],[94641,204609],[95784,273775],[96101,207850],[96323,208331],[96549,276401],[99659,281857],[100323,152607],[100904,284226],[101123,215129],[101747,359066],[102524,360083],[102689,288081],[106501,221359],[106543,291158],[106925,223910],[108788,169154],[110678,228341],[111795,229457],[112938,300489],[113255,232698],[113477,233179],[113703,303115],[115302,177844],[116099,236534],[116580,236853],[117772,180314],[119088,238884],[119148,309571],[119510,241442],[120004,312203],[121083,313531],[122765,316031],[123697,246588],[124453,182546],[125438,249325],[126995,323885],[130016,325869],[131098,326933],[131263,255616],[133659,200133],[133881,200355],[135479,262534],[135960,262853],[138468,264884],[138528,336527],[138890,267442],[139384,339159],[140914,209326],[141233,209645],[142086,271374],[143939,212351],[145405,273819],[145447,345578],[145829,276370],[149582,280801],[150699,281917],[157599,289768],[157659,361950],[158623,230421],[158787,290778],[161581,233379],[163548,298088],[166867,300533],[166909,372292],[167291,303084],[169627,243037],[169943,243353],[170778,307044],[174260,380857],[174425,309540],[178641,316458],[179122,316777],[186009,254380],[187882,325913],[187924,397303],[188953,265051],[192042,268140],[194090,334000],[197572,406857],[197737,336496],[200539,277847],[200753,278061],[205737,345198],[210498,352508],[218488,289935],[220221,431020],[220386,361919],[221486,300660],[230585,371912],[233793,313717],[244188,387924],[251231,461620],[252741,326040],[254544,396923],[255228,336108],[286840,429163],[287693,361531],[322795,394867],
     [15000,92740,93344,270781],[20117,109894,110498,297495],[21391,44779,169583,242993],[21791,72902,116302,306494],[27608,132693,133297,330456],[28467,87774,135682,333450],[30080,59294,268654,349788],[30190,59404,200784,278092],[30590,56680,142042,271330],[30677,92800,142293,342532],[33220,148798,149402,351915],[37834,108446,159968,294572],[38053,107813,161103,366315],[39057,69297,163504,298044],[39144,109954,163755,369246],[41362,76943,234038,313962],[41860,73667,170809,307075],[44320,175855,176459,384380],[45179,122132,178844,387374],[51089,132753,191551,401428],[52322,88539,194121,334031],[54782,199167,199771,410380],[55782,93656,202030,343078],[58581,147350,206918,348992],[58800,146717,208053,418775],[59804,99003,210454,352464],[59891,148858,210705,421706],[68399,110810,226878,369792],[71198,168812,231766,375706],[71417,168179,232901,443623],[76208,175915,241649,451526],[77441,122897,244219,387955],[86725,140463,259607,340487],[91080,199227,267649,474838],[98105,149714,279338,422252]
   ]
cell #775 :
  |C| = 126
  W-rep = phi[[3, 3, 1],[]]+phi[[3],[3, 1]]
  special rep = phi[[3],[3, 1]] , dim = 105
  orbit = [6, 6, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     84 tau_infinity subcells with 1 member(s)
     21 tau_infinity subcells with 2 member(s)
  subcells = [
     [11238],[16130],[16729],[16842],[22362],[22731],[23334],[24174],[29038],[31071],[31415],[31722],[31894],[33738],[39538],[39882],[42277],[42449],[42794],[43209],[43230],[45750],[52739],[52911],[53256],[55574],[56225],[56246],[57426],[57487],[60285],[60629],[61890],[68191],[68842],[68863],[72258],[73093],[73154],[74589],[77858],[78030],[78375],[80070],[82708],[87130],[87965],[88026],[92043],[93022],[97897],[98548],[98569],[101257],[104124],[109197],[110176],[114935],[117066],[121488],[122323],[122384],[124245],[128670],[134315],[136446],[143028],[143731],[148101],[149080],[156176],[164490],[165193],[171832],[177477],[179608],[195144],[203126],[211440],[212143],[227974],[245242],[249973],[280434],
     [8780,21247],[12756,29407],[13359,30010],[17968,36414],[18619,40189],[18791,40361],[25565,48965],[25737,49137],[26497,53671],[26518,53692],[35478,64393],[35499,64414],[36679,70043],[36740,70104],[47139,80814],[47974,82840],[48035,82901],[49470,89461],[62337,102143],[63316,104401],[80577,126599]
   ]
cell #776 :
  |C| = 413
  W-rep = phi[[3, 2, 2],[]]+phi[[3, 2, 1],[1]]+phi[[3, 1],[2, 1]]+phi[[3],[2, 2]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     140 tau_infinity subcells with 2 member(s)
     21 tau_infinity subcells with 4 member(s)
  subcells = [
     [57407],[74676],[74695],[92745],[93109],[93128],[94903],[100921],[107872],[109899],[110263],[110282],[115661],[116126],[121100],[124977],[125194],[132698],[135041],[135506],[141600],[146776],[147508],[147725],[148803],[149167],[149186],[152113],[152164],[160462],[163062],[168238],[174091],[175860],[176775],[176826],[178203],[178668],[190858],[196549],[199172],[205527],[205578],[207412],[210012],[232260],[238373],[240956],[266956],
     [11245,181999],[16137,208478],[16851,214248],[22738,238998],[23343,242147],[24183,247842],[24356,182018],[31424,272853],[31656,273316],[31903,273953],[32712,208497],[33847,213783],[36660,70024],[37851,67441],[39891,299567],[42458,306672],[42903,237946],[43158,309088],[43290,309231],[43507,239017],[45962,181635],[47734,81515],[47955,82821],[49557,89548],[49576,89567],[50628,86170],[50845,86387],[52920,333628],[53365,263946],[56306,342192],[56523,270914],[57004,204554],[57506,345235],[57557,273415],[58598,97147],[60638,353987],[62158,101773],[62318,102124],[62988,102882],[63039,102933],[63403,104488],[63422,104507],[65197,112057],[66029,106679],[66349,108084],[66400,108135],[68923,368906],[69140,297628],[69621,229402],[71215,114301],[72961,236112],[73173,377846],[73224,306134],[75747,120528],[75964,120745],[78039,387552],[78484,317870],[80079,320880],[80390,126221],[81124,127021],[81284,127372],[81303,127391],[81768,129135],[84684,131456],[84735,131507],[85099,133062],[85118,133081],[86742,140480],[87833,262112],[88045,403846],[88096,333090],[90619,139908],[90836,140125],[95735,145583],[96055,146988],[96106,147039],[98629,421366],[98846,352048],[99327,281862],[101366,284720],[102509,154453],[102696,154831],[106288,158813],[106448,159164],[106467,159183],[106932,160927],[108604,168970],[108821,169187],[112889,167045],[113209,168450],[113260,168501],[119042,174618],[119093,174669],[119457,176224],[119476,176243],[122191,316036],[122403,453944],[122454,387014],[125675,249270],[129967,188060],[130929,197403],[131083,189135],[131270,189513],[133613,200087],[133664,200138],[138422,197930],[138473,197981],[138837,199536],[138856,199555],[145192,205763],[145352,206114],[145371,206133],[145836,207877],[151901,215188],[155835,220052],[157553,220579],[157604,220630],[158577,230375],[158628,230426],[166654,230611],[166814,230962],[166833,230981],[167298,232725],[173237,246647],[174245,239233],[174432,239611],[185963,254334],[186014,254385],[187669,254570],[187829,254921],[187848,254940],[188275,264373],[197557,265233],[197744,265611],[216889,286866],[217810,289257],[220206,290117],[220393,290495],[250865,322973],[251216,323133],
     [8787,21254,161528,233326],[12763,29414,188900,264998],[13368,30019,192049,268147],[17975,36421,218435,289882],[18553,40123,220856,300030],[18800,40370,221493,300667],[19609,41179,161547,233345],[25499,48899,252111,325410],[25746,49146,252748,326047],[26446,53620,255164,336044],[26578,53752,255307,336187],[26795,53969,188919,265017],[34719,62549,286493,359246],[35427,64342,287629,361467],[35559,64474,287772,361610],[35776,64691,218454,289901],[36759,70123,290815,371949],[36810,70174,220955,300129],[47088,80763,322731,394803],[48054,82920,323922,396960],[48105,82971,252210,325509]
   ]
cell #777 :
  |C| = 553
  W-rep = phi[[3, 2, 1],[1]]+phi[[3, 1, 1],[2]]+phi[[3, 2],[1, 1]]+phi[[3, 1],[2, 1]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     91 tau_infinity subcells with 4 member(s)
  subcells = [
     [151198],[152033],[152094],[172534],[176695],[176756],[180933],[181912],[195846],[202704],[203852],[205447],[205508],[208391],[213057],[227552],[228700],[235981],[237220],[238354],[238460],[238911],[245944],[261981],[263220],[270357],[270808],[273249],[273396],[280012],[281160],[285422],[297071],[297522],[306115],[309164],[315905],[317144],[320458],[321606],[333071],[342125],[349683],[351491],[351942],[357832],[368839],[386995],[421299],
     [79726,392134],[97430,419653],[100740,425977],[100912,356593],[116363,171343],[120919,451952],[121091,385213],[124896,391683],[124917,458415],[133533,200007],[133594,200068],[135743,194655],[142326,202573],[144572,205077],[145029,479806],[147427,419202],[147448,482475],[158497,230295],[158558,230356],[161164,224475],[161441,233239],[163788,227421],[171033,235611],[171106,235875],[173586,238533],[174010,449008],[174031,508018],[174117,239092],[178905,244753],[185883,254254],[185944,254315],[188256,264354],[188362,264460],[188813,264911],[190436,258953],[191584,258822],[194345,261611],[194418,261875],[202280,270430],[204890,533203],[205026,273434],[208114,276935],[210738,279881],[217791,289238],[217897,289344],[218348,289795],[220789,299963],[220936,300110],[224238,294340],[227128,297144],[232962,303649],[235560,306153],[240534,312877],[241682,312746],[244443,315535],[244516,315799],[250846,322954],[252044,325343],[252191,325490],[255240,336120],[261560,333109],[266534,339833],[267682,339702],[276698,348760],[279588,351564],[286426,359179],[287705,361543],[295263,376397],[303412,375474],[315484,387033],
     [27433,51483,257330,330483],[35237,63186,287193,359840],[37670,67260,292383,365936],[37842,67432,222999,294446],[44145,76602,311254,384407],[47674,81455,323378,395331],[50306,84882,327881,399318],[50547,86089,256879,330032],[50568,86110,328393,401021],[54607,91474,338210,410407],[58417,96966,346803,418396],[58589,97138,275459,348866],[62729,102432,359504,429394],[62969,102863,287435,359878],[65434,105978,291803,364077],[65969,106619,363824,433161],[66269,108004,224165,294076],[66330,108065,294025,365974],[67724,114584,367193,444501],[71034,114120,373517,443244],[71206,114292,302173,375580],[75425,119240,381805,449416],[75666,120447,310803,383956],[75687,120468,382317,451119],[80504,126335,322618,394609],[81010,126907,323278,395115],[82005,128181,251611,323631],[84033,130717,256557,328174],[84425,131006,398982,464974],[84665,131437,328123,399356],[85012,132975,258529,330105],[86561,140299,401854,475264],[86733,140471,331289,411213],[90297,138620,407805,472728],[90538,139827,337759,409956],[90559,139848,408317,474431],[95140,144882,346223,416537],[95675,145523,416284,480111],[95975,146908,276625,348496],[96036,146969,348445,418434],[101850,153753,286326,358963],[102381,154312,220078,289976],[103422,155623,217575,287486],[105237,157751,431968,494064],[105668,158127,166034,229925],[105741,158391,292067,364150],[106125,166491,432856,501268],[106174,158699,363724,432945],[108523,168889,366742,444050],[108544,168910,435525,503937],[112294,166344,372937,441385],[112829,166985,441132,501573],[113129,168370,303339,375210],[113190,168431,375159,443282],[118391,173879,310481,382098],[118783,174168,449080,508136],[119023,174599,382047,449454],[119370,176137,312453,384029],[126284,183858,251088,322992],[127871,185513,187049,253884],[127944,185777,251875,323704],[128328,187506,462661,520754],[129372,187359,397948,464304],[129907,188000,464051,521059],[130424,188435,196898,264533],[130848,197322,398910,472320],[130869,197343,464856,527398],[130955,188994,197429,265092],[137771,197191,337437,408098],[138163,197480,472392,527516],[138403,197911,408047,472766],[138750,199449,339409,410029],[144645,205341,346487,416610],[145078,205649,416184,479895],[155330,217970,219547,289417],[155754,219971,430369,493656],[155775,219992,492563,544847],[156902,219840,362860,432261],[157294,220129,493728,544965],[157534,220560,432210,494102],[157940,229738,494299,550357],[158076,220974,229874,300148],[166107,230189,373201,441458],[166540,230497,441032,501357],[184304,251139,519230,564975],[185326,253697,519560,565666],[185462,252229,253833,325528],[187122,254148,398212,464377],[187555,254456,463951,520843],[216511,286679,543552,583153],[216775,286752,491873,543670]
   ]
cell #778 :
  |C| = 553
  W-rep = phi[[3, 2, 1],[1]]+phi[[3, 1, 1],[2]]+phi[[3, 2],[1, 1]]+phi[[3, 1],[2, 1]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     91 tau_infinity subcells with 4 member(s)
  subcells = [
     [181629],[182029],[182091],[204548],[208508],[208570],[213794],[214260],[229396],[236106],[237957],[239028],[239790],[242159],[247854],[249264],[262106],[263957],[270925],[272865],[273513],[273965],[274108],[281856],[284225],[284731],[297639],[299579],[306232],[306684],[309323],[309851],[313530],[316030],[317881],[320892],[333188],[333640],[342284],[345312],[352059],[353999],[368998],[377923],[387112],[387564],[403923],[421458],[454021],
     [57887,345891],[74706,309308],[74768,380959],[92739,270780],[93139,342269],[93201,412645],[94915,345353],[100900,356499],[109893,297494],[110293,368983],[110355,437493],[115672,306482],[116138,377964],[121079,385119],[125040,391768],[125160,320338],[132692,330455],[135052,333438],[135518,403964],[141612,342521],[147571,419287],[147691,349563],[148797,351914],[149197,421443],[149259,484443],[152158,356234],[152196,426016],[155010,290674],[159967,294571],[160473,366303],[161558,233356],[161620,233418],[163074,369235],[174813,449607],[175854,384379],[176820,384854],[176858,451991],[178214,387362],[178680,454062],[184532,326202],[188930,265028],[189692,265790],[190870,401417],[192061,268159],[199166,410379],[205572,416735],[206296,480297],[206917,348991],[207423,418763],[210024,421695],[216417,359338],[216945,362230],[218465,289912],[221053,300227],[221505,300679],[221648,300822],[231765,375705],[232271,443611],[239171,508155],[240968,451515],[250700,394880],[252308,325607],[252760,326059],[255399,336279],[255927,336807],[259606,340486],[266968,474827],[287864,361702],[290892,372026],[323999,397037],
     [25035,83301,251279,397616],[25237,127531,184711,395490],[34518,153613,216402,428979],[34580,102216,286347,429197],[35122,154915,217130,429665],[37140,70504,291471,372605],[37342,159323,221827,433320],[37830,108442,222905,366505],[46914,126233,250741,461475],[47533,184517,184559,461829],[47595,127464,185052,462047],[49587,89578,255384,336264],[49649,89640,327035,406959],[50191,189597,256112,465245],[50691,133221,256964,401180],[50811,133476,190316,330600],[58089,206273,274287,480270],[58577,147346,275365,418965],[62814,154465,216986,491912],[63033,154578,218320,359957],[63433,104518,287849,361687],[63495,104580,360185,431122],[65209,112069,290933,372067],[65828,221633,221675,494661],[65890,159256,222168,494879],[66394,160899,222640,366053],[66432,161011,292422,434867],[70706,231121,301001,501732],[71194,168808,302079,443813],[75310,239695,310036,508407],[75810,176383,310888,451278],[75930,176638,240414,384524],[81314,127402,252558,395475],[81780,129147,324040,397078],[83503,255080,326381,521218],[84510,189147,255968,521622],[84729,188785,189260,399435],[85129,133092,191288,401165],[85191,133154,191453,466702],[86721,140459,331195,411119],[90182,265695,336992,527787],[90682,199695,337844,474590],[90802,199950,266414,410524],[95534,274093,274135,533565],[95596,206206,274628,533783],[96100,207849,275100,418513],[96138,207961,346842,481817],[102708,154843,288101,429706],[103077,220774,360031,494255],[105122,290579,362415,545236],[106478,159194,221303,433305],[106944,160939,223930,434908],[108667,169033,366827,444135],[108787,169153,295143,376277],[112688,300807,300849,550719],[112750,231054,301342,550937],[113254,232697,301814,443361],[113292,232809,373556,503279],[118868,239245,309892,555980],[119087,238883,239358,449533],[119487,176254,241386,451263],[119549,176316,241551,509864],[127554,255103,395517,521245],[129766,326187,326229,566028],[129828,255013,326722,566246],[131282,189525,255636,465286],[131651,198125,399509,472919],[133658,200132,330930,410854],[133696,200170,401893,475303],[138248,265245,336848,570852],[138467,264883,265358,472845],[138867,199566,267386,474575],[138929,199628,267551,529244],[145382,206144,273763,480255],[145848,207889,276390,481858],[154248,359323,359365,583190],[154391,290055,429413,544984],[157379,290129,362271,584000],[157598,289767,290242,494181],[158622,230420,364275,441583],[159346,231144,433347,501759],[166844,230992,300477,501717],[167310,232737,303104,503320],[174444,239623,309560,508448],[183937,323071,394628,564994],[184389,323145,394921,598386],[186008,254379,323829,464502],[187859,254951,325857,521203],[189073,265171,464993,527535],[197756,265623,336516,527828],[220405,290507,361939,545277]
   ]
cell #779 :
  |C| = 427
  W-rep = phi[[3, 1],[2, 1]]+phi[[3],[2, 2]]+phi[[1, 1],[4, 1]]+phi[[1],[4, 2]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     91 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     49 tau_infinity subcells with 4 member(s)
  subcells = [
     [85966],[86924],[102848],[103918],[107598],[107900],[108872],[109010],[120324],[127316],[127338],[128345],[128483],[131422],[132492],[132514],[134096],[139704],[146502],[146804],[153643],[153912],[154721],[154750],[155957],[159108],[159130],[160246],[160275],[165721],[167964],[168266],[174584],[175654],[175676],[183788],[184589],[184858],[189403],[189432],[190639],[196275],[196577],[197896],[198966],[198988],[206058],[206080],[207196],[207225],[217059],[220545],[221705],[221974],[226081],[229218],[230906],[230928],[232044],[232073],[239501],[239530],[240737],[253600],[254865],[254887],[256041],[260528],[263730],[265501],[265530],[266737],[274165],[274434],[289148],[290385],[290414],[296026],[300879],[301148],[309965],[325251],[326259],[326528],[331493],[336921],[359395],[360798],[362344],[394793],[394994],
     [39935,299348],[39947,229196],[52132,332064],[52144,260506],[53445,263759],[55985,141752],[64258,361369],[64270,289126],[67099,160660],[67818,367406],[67917,295697],[68219,296055],[68602,163214],[72052,121282],[72805,170478],[82335,396262],[82434,324922],[82736,325280],[85849,191010],[86783,402493],[86946,331737],[87677,193790],[91718,147776],[91856,147914],[92539,142822],[92686,201700],[96805,207610],[98308,210164],[102090,429122],[103777,430392],[103940,361042],[107716,223610],[108981,367556],[109693,164284],[109840,226548],[113959,232458],[114716,177258],[115474,171645],[120207,241108],[122035,243888],[124773,182866],[126489,461563],[128454,396412],[132639,257949],[134854,194957],[137408,264144],[139587,267108],[141381,202907],[144259,212671],[146620,276070],[148597,211234],[148744,279008],[151627,214914],[151929,215216],[162843,227755],[168082,302784],[172963,246373],[173265,246675],[175801,311873],[178016,245055],[181451,249086],[199113,338829],[201233,278541],[204370,281678],[209793,280215],[213567,284504],[234528,314452],[237730,317654],[269312,350446],[304537,385417],
     [24166,78857,124656,247994],[24227,46516,247623,320661],[24239,46528,181429,249064],[31407,94166,144142,273005],[31468,60682,272634,353768],[31480,60694,204348,281656],[33814,61054,151745,283366],[33927,61642,213596,284533],[39874,111320,165604,299719],[41670,77251,305108,385988],[41682,77263,234506,314430],[42116,115859,171491,307524],[42870,74202,173081,308789],[42983,78564,237759,317683],[45990,79007,181576,319454],[52578,135239,194803,334480],[53332,89074,196393,335745],[55201,97524,340692,419866],[55300,97623,268983,350117],[55602,97925,269341,350475],[56102,93976,202737,343546],[57032,94316,204495,344834],[60621,150224,212554,354139],[68719,111130,227585,370260],[69649,111470,229343,371548],[71911,121141,376493,452591],[72074,121304,304781,385661],[72687,116792,235436,378846],[72989,117094,236053,379204],[77697,178401,244901,388404],[78451,123432,246491,389669],[80062,182749,183056,321032],[87559,136172,261436,404846],[87861,136474,262053,405204],[91827,147885,340842,420016],[92561,142844,270262,413502],[98425,150034,280045,422720],[99355,150374,281803,424008],[100579,152863,213981,284918],[101333,153142,215032,357204],[109715,164306,296976,438350],[115445,171616,305964,446510],[118028,180570,238144,318068],[121917,179334,315360,454944],[122219,179636,315977,455302],[125703,183206,249211,392753],[134825,194928,332920,469822],[148619,211256,351396,485300],[177987,245026,386844,512984]
   ]
cell #780 :
  |C| = 105
  W-rep = phi[[3, 2],[2]]
  special rep = phi[[3, 2],[2]] , dim = 105
  orbit = [6, 4, 4]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [13273],[13283],[18761],[18771],[19488],[23248],[23258],[25707],[25717],[26488],[26570],[26758],[29924],[29934],[31864],[31874],[32591],[35469],[35551],[35739],[36665],[36801],[40331],[40341],[41058],[42429],[43200],[43282],[43470],[47130],[47960],[48096],[49107],[49117],[49562],[52891],[53662],[53744],[53932],[56298],[56486],[57412],[57548],[62323],[63408],[64384],[64466],[64654],[67412],[68915],[69103],[70029],[70165],[73215],[74681],[78010],[80805],[81507],[82826],[82962],[86162],[86350],[88087],[89553],[93114],[97118],[98621],[98809],[102129],[102924],[104493],[106671],[108126],[110268],[114272],[120520],[120708],[122445],[126226],[127377],[131498],[133067],[139900],[140088],[145575],[147030],[149172],[154458],[159169],[167037],[168492],[174660],[176229],[188052],[189140],[197972],[199541],[206119],[220621],[230967],[239238],[254926],[265238],[290122],[323138]
   ]
cell #781 :
  |C| = 413
  W-rep = phi[[3, 2, 2],[]]+phi[[3, 2, 1],[1]]+phi[[3, 1],[2, 1]]+phi[[3],[2, 2]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     140 tau_infinity subcells with 2 member(s)
     21 tau_infinity subcells with 4 member(s)
  subcells = [
     [74707],[92746],[93140],[94789],[94914],[107873],[109900],[110294],[115673],[116137],[118171],[125195],[132699],[135053],[135517],[141611],[142106],[146777],[147726],[148804],[149198],[152165],[152425],[160474],[163073],[163568],[168239],[175861],[176827],[177087],[178215],[178679],[182060],[190869],[196550],[199173],[205579],[207424],[208539],[210023],[210518],[214242],[232272],[239059],[240967],[242141],[266967],[273947],[309153],
     [24347,248348],[24357,182030],[32703,277204],[32713,208509],[33848,213795],[34090,214259],[42904,237958],[43498,309754],[43508,239029],[44550,242158],[45963,181636],[46034,247853],[49588,89579],[50846,86388],[53366,263958],[56524,270926],[57005,204555],[57076,272864],[57468,345221],[57558,273514],[57818,273964],[63040,102934],[63434,104519],[65083,111943],[65208,112068],[66401,108136],[66661,108396],[69141,297640],[69622,229403],[69693,299578],[72962,236113],[73225,306233],[73485,306683],[74583,380845],[74737,309322],[75965,120746],[78485,317882],[81315,127403],[81345,127433],[81654,129021],[81779,129146],[83813,137551],[84736,131508],[85130,133093],[85160,133123],[87834,262113],[88097,333189],[88357,333639],[90837,140126],[93170,342283],[94897,345307],[96107,147040],[96367,147300],[98847,352060],[99328,281863],[99399,353998],[101367,284732],[101748,153655],[101923,154017],[102690,154825],[102707,154842],[103202,156682],[106479,159195],[106509,159225],[106926,160921],[106943,160938],[108822,169188],[110324,368997],[113261,168502],[113521,168762],[116120,377918],[119094,174670],[119488,176255],[119518,176285],[122192,316037],[122455,387113],[122715,387563],[125676,249271],[125747,320891],[126199,183798],[126996,184601],[127171,184963],[131264,189507],[131281,189524],[131776,191364],[133665,200139],[133925,200399],[135500,403918],[138474,197982],[138868,199567],[138898,199597],[145383,206145],[145413,206175],[145830,207871],[145847,207888],[149228,421457],[151902,215189],[154431,217069],[157605,220631],[158629,230427],[158788,221717],[158963,222079],[161589,233387],[166845,230993],[166875,231023],[167292,232719],[167309,232736],[173238,246648],[174426,239605],[174443,239622],[174938,241462],[178662,454016],[186015,254386],[187860,254952],[187890,254982],[188961,265059],[189113,256051],[192043,268141],[197738,265605],[197755,265622],[198250,267462],[205738,274177],[205913,274539],[218496,289943],[220387,290489],[220404,290506],[221487,300661],[230586,300891],[230761,301253],[239211,309975],[252742,326041],[254545,326271],[254720,326633],[255229,336109],[265211,336931],[286841,359407],[287694,361532],[290095,362354],[322796,394868],[323111,395004],
     [19600,41170,224744,303918],[19610,41180,161559,233357],[26786,53960,255830,336710],[26796,53970,188931,265029],[27838,55012,192060,268158],[35767,64682,288295,362133],[35777,64692,218466,289913],[36721,70085,290801,371935],[36811,70175,221054,300228],[37071,70435,221504,300678],[48016,82882,323908,396946],[48106,82972,252309,325608],[48366,83232,252759,326058],[49464,89455,326921,406845],[49618,89609,255398,336278],[62379,102185,359089,429186],[63310,104395,360071,431008],[63464,104549,287863,361701],[65191,112051,290887,372021],[80571,126593,394686,461608],[81762,129129,323994,397032]
   ]
cell #782 :
  |C| = 427
  W-rep = phi[[3, 1],[2, 1]]+phi[[3],[2, 2]]+phi[[1, 1],[4, 1]]+phi[[1],[4, 2]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     91 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     49 tau_infinity subcells with 4 member(s)
  subcells = [
     [132874],[134136],[154796],[155997],[160321],[160703],[161974],[162107],[176036],[184898],[184935],[186034],[186167],[189478],[190679],[190716],[192644],[199348],[207271],[207653],[216288],[216533],[217328],[217352],[218619],[222014],[222051],[223259],[223283],[229578],[232119],[232501],[239576],[240777],[240814],[250643],[251388],[251633],[256310],[256334],[257601],[263805],[264187],[265576],[266777],[266814],[274474],[274511],[275719],[275743],[286990],[290460],[291580],[291825],[296101],[299425],[301188],[301225],[302433],[302457],[310234],[310258],[311525],[325326],[326568],[326605],[327678],[332141],[335394],[337190],[337214],[338481],[346000],[346245],[361446],[362613],[362637],[367944],[372714],[372959],[381602],[396800],[397725],[397970],[402527],[407602],[429306],[430426],[431765],[461597],[461745],
     [69818,299388],[69851,371200],[87306,332104],[87339,403006],[89184,335418],[92750,201746],[104300,361409],[104333,430905],[107922,223803],[108949,436233],[109056,367635],[109438,367968],[109904,226594],[114756,177298],[115650,234996],[128422,462712],[128529,396491],[128911,396824],[132703,257995],[133995,467980],[134173,402713],[135030,260996],[140512,208924],[140645,209057],[141421,202947],[141587,269812],[146826,276263],[148808,279054],[153989,491719],[155856,492642],[156034,430612],[160451,293461],[162083,436341],[162883,227795],[163049,296526],[168288,302977],[169332,242742],[170151,236265],[175865,311919],[178192,314920],[181811,249446],[184057,519110],[186143,462820],[190845,329487],[193463,262265],[196599,335938],[199177,338875],[201352,271079],[204730,282038],[207401,347881],[209833,280255],[209999,350946],[213642,284579],[214024,284961],[226200,297793],[232249,374595],[237805,317729],[238187,318111],[240943,383411],[243561,316189],[247700,320738],[266943,409411],[269387,350521],[272711,353845],[278660,352213],[283015,356853],[305185,386065],[308438,389318],[341230,420404],[376527,452625],
     [46012,124043,181640,319500],[46159,79766,247663,320701],[46192,79799,319106,392405],[57054,143529,204559,344880],[57201,99524,272674,353808],[57234,99557,344486,423660],[60965,100056,213772,355608],[61164,100968,283039,356877],[69671,164991,229407,371594],[72434,121664,305148,386028],[72467,121697,377006,453104],[73011,170671,236117,379250],[74113,117505,237935,380492],[74312,123542,308462,389342],[78900,124166,247829,391138],[87883,193983,262117,405250],[88985,136885,263935,406492],[91795,147853,411385,483183],[91902,147960,340921,420095],[92284,148342,341254,420428],[92921,143204,270903,413869],[94209,143652,272840,415097],[99377,211941,281867,424054],[110075,164666,297617,438717],[111363,165114,299554,439945],[114615,177157,444668,511142],[114793,177335,376713,452811],[115520,171691,306043,446589],[115902,172073,306659,446922],[122241,244081,316041,455348],[123343,180047,317859,456590],[125725,249275,249771,392799],[134900,195003,332999,469901],[135282,195385,333615,470234],[140621,209033,411493,483291],[141458,202984,342107,477562],[148979,211616,352037,485667],[150267,212064,353974,486895],[151951,215238,283559,357397],[153053,215627,284709,427055],[162920,227832,368821,499024],[170127,236241,377776,505982],[173287,246697,308982,389862],[178062,245101,386923,513063],[178444,245483,387539,513396],[183099,249894,320867,459509],[193439,262241,403776,525362],[209870,280292,421281,537928],[243537,316165,453874,559720]
   ]
cell #783 :
  |C| = 413
  W-rep = phi[[3, 2, 2],[]]+phi[[3, 2, 1],[1]]+phi[[3, 1],[2, 1]]+phi[[3],[2, 2]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     140 tau_infinity subcells with 2 member(s)
     21 tau_infinity subcells with 4 member(s)
  subcells = [
     [118201],[141664],[142136],[144319],[144445],[160722],[163126],[163598],[170363],[170906],[173447],[182377],[190922],[193675],[194218],[201581],[202141],[207672],[208856],[210076],[210548],[214312],[214658],[223495],[226429],[226989],[232520],[241020],[242211],[242557],[243773],[244316],[248424],[257830],[264206],[267020],[274017],[275955],[277280],[278889],[279449],[283780],[302669],[309830],[311754],[313085],[338710],[345801],[380889],
     [46372,248378],[46398,319895],[59134,277234],[59160,349120],[61017,283251],[61437,283794],[74165,308674],[75054,309784],[75080,381416],[76639,313099],[78919,247906],[78963,319335],[83843,137581],[85477,133440],[89037,335630],[93487,342745],[94228,272917],[94272,344715],[94865,415503],[94967,345386],[95313,345815],[102760,154895],[103232,156712],[105415,165781],[105541,165907],[106996,160991],[107342,161337],[110641,369459],[111382,299631],[111426,371429],[115921,306736],[116190,377997],[116536,378426],[118071,448474],[118247,381020],[119835,176602],[123395,389554],[127201,184993],[127247,185039],[127618,186796],[127744,186922],[130285,196759],[131334,189577],[131806,191394],[131852,191440],[135301,333692],[135570,403997],[135916,404426],[139215,199914],[142182,412706],[144431,415567],[145900,207941],[146246,208287],[149545,421919],[150286,354051],[150330,423889],[153105,357089],[153634,216298],[153805,216636],[154617,217434],[154631,217448],[155191,219408],[158993,222109],[159039,222155],[159522,224024],[159536,224038],[161906,233704],[163644,437554],[167362,232789],[167708,233135],[170892,445797],[174496,239675],[174968,241492],[175014,241538],[178463,387616],[178732,454095],[179078,454524],[183118,320944],[183162,392634],[183777,250651],[184580,251398],[184751,251736],[189299,256416],[189313,256430],[189873,258390],[192113,268211],[192459,268557],[194204,469109],[197808,265675],[198280,267492],[198326,267538],[205943,274569],[205989,274615],[206472,276484],[206486,276498],[210594,484504],[214043,284980],[217048,286998],[220457,290559],[221557,300731],[221696,291590],[221867,291928],[224820,303994],[230791,301283],[230837,301329],[231320,303198],[231334,303212],[238206,318130],[239397,310340],[239411,310354],[239971,312314],[244302,512271],[252812,326111],[254750,326663],[254796,326709],[255906,336786],[256030,327686],[259161,340041],[265397,337296],[265411,337310],[265971,339270],[274156,346010],[274327,346348],[288371,362209],[290281,362719],[290295,362733],[291381,372515],[300870,372724],[301041,373062],[309954,381610],[324488,397526],[326250,397735],[326421,398073],[326965,406889],[336910,407610],[359386,429316],[360115,431052],[362333,431773],[394730,461652],[394983,461753],
     [38387,71751,224774,303948],[38413,71777,294700,375834],[49935,89926,255860,336740],[49961,89952,327492,407416],[51520,91511,259175,340055],[63781,104866,288325,362163],[63807,104892,360642,431579],[65159,112019,363043,440351],[65261,112121,290966,372100],[65607,112467,291395,372529],[81730,129097,395635,463270],[81832,129199,324073,397111],[82178,129545,324502,397540],[83713,137451,398376,471786],[83889,137627,327096,407020],[101999,154093,429066,491763],[103102,156582,429835,493122],[103278,156758,360246,431183],[105527,165893,363107,440415],[126385,184163,461520,519138],[127730,186908,395699,463334]
   ]
cell #784 :
  |C| = 553
  W-rep = phi[[3, 2, 1],[1]]+phi[[3, 1, 1],[2]]+phi[[3, 2],[1, 1]]+phi[[3, 1],[2, 1]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     91 tau_infinity subcells with 4 member(s)
  subcells = [
     [180978],[181931],[182079],[203897],[208410],[208558],[213076],[214156],[228745],[236026],[237239],[238930],[239778],[242055],[247091],[262026],[263239],[270827],[272102],[273502],[273861],[274096],[281205],[297541],[298816],[306221],[306580],[309311],[309850],[315950],[317163],[321651],[333177],[333536],[342272],[345311],[351961],[353236],[356638],[357851],[368986],[377922],[385258],[387101],[387460],[393428],[403922],[421446],[454020],
     [100924,426442],[118304,238552],[121103,452417],[125043,458562],[125188,392153],[142239,270449],[142371,202618],[144553,273483],[145056,274040],[147574,482622],[147719,419672],[152078,426083],[152185,488702],[154998,290662],[161460,233258],[161608,233406],[163701,297163],[163833,227466],[171014,306202],[171125,235894],[173564,309255],[174816,508553],[176740,452058],[176847,510563],[184520,326190],[188832,264930],[189680,265778],[191629,258867],[191957,268055],[194326,333158],[194437,261894],[202258,342216],[202375,270716],[205492,480364],[206285,533862],[210651,351583],[210783,279926],[216405,359326],[216944,362229],[218367,289814],[221042,300216],[221401,300575],[221636,300810],[223044,294491],[224257,294359],[227106,368930],[227223,297430],[239160,555972],[241727,312791],[244424,387082],[244535,315818],[250699,394879],[252297,325596],[252656,325955],[255387,336267],[255926,336806],[258624,330391],[267727,339747],[275504,348911],[276717,348779],[279566,421390],[279683,351850],[287852,361690],[290891,372025],[302218,375625],[303431,375493],[312548,384315],[323998,397036],[331334,411258],[339504,410315],
     [25240,81581,251505,395478],[35111,102954,287046,429664],[37345,106745,291697,433308],[37854,67444,292848,366401],[47435,126926,323243,461828],[47583,127452,251853,395422],[50180,131528,327734,465244],[50694,86236,328540,401168],[50839,86381,257349,330502],[58092,145649,346117,480258],[58601,97150,347268,418861],[62250,153772,286291,428978],[62710,154361,287019,429405],[65730,158718,363689,494660],[65878,159244,292045,433252],[66314,108049,292489,366042],[66421,108156,364444,434866],[70709,167111,372831,501720],[71218,114304,373982,443709],[75299,174690,381658,508406],[75813,120594,382464,451266],[75958,120739,311273,384426],[80485,183907,250672,394620],[80988,184464,187533,326134],[83506,188126,397842,521206],[83946,137684,188454,264552],[84078,130762,256179,399424],[84406,189043,327707,464985],[85031,132994,191497,330124],[85179,133142,258507,401112],[86745,140483,402319,475729],[90171,198002,407658,527786],[90685,139974,408464,474578],[90830,140119,338229,410426],[95436,205668,416149,533564],[95584,206194,346465,480202],[96020,146953,346909,418502],[96127,147060,416904,481816],[101828,216349,216753,359270],[103080,220777,429811,545382],[103335,156815,217989,289436],[103467,155668,217197,359946],[105111,220651,431821,545235],[105649,166015,221023,300197],[105760,158410,222212,364169],[106152,166518,221580,300754],[106840,160835,224146,366023],[108670,169036,435672,504084],[108815,169181,367212,444520],[112590,230516,440997,550718],[112738,231042,373179,501664],[113174,168415,373623,443350],[113281,168522,441752,503278],[118436,173924,310103,449522],[118764,239141,381631,508147],[119389,176156,241595,384048],[119537,176304,312431,451210],[127543,255092,462126,566325],[127852,187030,252278,325577],[127963,185096,185796,323723],[129668,254475,463916,566027],[129816,255001,398190,521150],[130402,196876,255331,336211],[130519,188721,256538,399405],[131654,198128,465391,527933],[133578,200052,401960,475370],[133685,200159,467401,529943],[137816,197236,337059,472834],[138144,265141,407631,527527],[138769,199468,267595,410048],[138917,199616,339387,474522],[144664,205360,274672,416629],[145744,207785,276606,418483],[154150,286771,491838,583189],[154380,290044,491904,583992],[155308,219525,287796,361634],[155425,217556,218256,359927],[156947,219885,362482,494170],[157275,290025,431794,544976],[158542,230340,433414,501826],[159335,231133,494958,551016],[166126,230208,301386,441477],[167206,232633,303320,443331],[173681,238819,310462,449503],[183926,323060,519085,598378],[184285,323041,461774,564986],[185928,254299,395584,521312],[187141,254167,326766,464396],[189062,265160,521614,570844],[196993,264819,337418,472815],[219642,289703,362841,494151]
   ]
cell #785 :
  |C| = 70
  W-rep = phi[[2, 2],[3]]
  special rep = phi[[2, 2],[3]] , dim = 70
  orbit = [5, 5, 4]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     70 tau_infinity subcells with 1 member(s)
  subcells = [
     [15167],[20284],[21923],[27775],[28599],[30322],[30828],[33387],[38185],[38789],[39295],[41520],[44487],[45311],[48680],[49894],[51240],[51982],[54949],[58932],[59536],[60042],[63740],[64108],[65537],[71549],[73799],[75013],[76359],[77101],[82108],[83873],[88671],[89885],[91231],[93446],[93814],[95243],[103262],[104825],[110600],[110968],[112397],[116466],[118231],[123029],[129475],[133399],[135846],[137611],[142166],[149504],[149872],[156742],[161267],[163628],[176561],[179008],[185023],[191424],[199873],[208217],[210578],[222139],[233065],[241522],[267522],[274599],[301313],[326693]
   ]
cell #786 :
  |C| = 315
  W-rep = phi[[2, 1],[3, 1]]+phi[[2],[3, 2]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [72853],[73074],[85980],[87725],[87946],[91864],[92024],[92694],[107764],[107904],[109018],[109178],[109848],[114748],[115482],[115642],[120338],[122083],[122304],[127342],[128491],[128651],[132518],[132647],[134128],[134862],[135022],[139718],[141413],[146668],[146808],[147922],[148082],[148752],[154758],[155989],[159134],[160283],[160443],[162875],[165735],[168130],[168270],[170504],[171653],[171813],[175680],[175809],[177290],[178024],[178184],[184890],[189440],[190671],[191082],[193816],[194965],[195125],[196581],[198992],[199121],[201708],[202939],[206084],[207233],[207393],[209825],[222006],[223636],[226556],[227787],[229222],[230932],[232081],[232241],[234988],[239538],[240769],[241180],[243914],[245063],[245223],[254891],[257957],[260532],[260988],[265538],[266769],[267180],[274466],[276096],[279016],[280247],[289152],[290422],[293453],[299791],[301180],[302810],[311881],[314912],[326560],[338837],[347873],[374587],
     [16820,213764],[22453,237927],[24253,247655],[29129,263927],[31078,270895],[31494,272666],[33828,151793],[33931,213604],[34266,284701],[39545,297609],[39961,299380],[41696,305140],[42211,306035],[42884,173129],[42987,237767],[45841,317851],[45994,181584],[46542,320693],[52158,332096],[52673,332991],[53346,196441],[53449,263767],[55466,340913],[55606,269349],[56116,202785],[56174,342049],[57036,204503],[60292,352029],[60708,353800],[61068,355600],[61646,284541],[64284,361401],[68083,367627],[68223,296063],[68733,227633],[68791,368763],[69653,229351],[72078,304789],[72207,376655],[72993,236061],[74216,380484],[77277,386020],[77792,386915],[78465,246539],[78568,317691],[79011,319462],[82600,396483],[82740,325288],[86950,331745],[87079,402655],[87865,262061],[89088,406484],[92565,270270],[93990,413861],[94320,344842],[97789,420087],[97929,350483],[98439,280093],[98497,421223],[99359,281811],[99867,283392],[101347,215080],[103944,361050],[104073,430554],[109719,296984],[111144,438709],[111474,371556],[116958,446581],[117098,379212],[117316,308815],[121308,385669],[121437,452753],[122223,315985],[123446,456582],[124787,182880],[125707,249219],[136338,469893],[136478,405212],[136696,335771],[141824,343572],[142848,413510],[142977,477504],[144273,212685],[148623,351404],[150048,485659],[150378,424016],[151933,215220],[153156,427047],[163286,370286],[164310,438358],[164439,498966],[173269,246679],[179500,513055],[179640,455310],[179858,389695],[181455,249090],[183210,392761],[204374,281682],[210236,422746],[211260,485308],[211389,537870],[215438,357230],[234532,314456],[248066,321104],[273077,354211]
   ]
cell #787 :
  |C| = 70
  W-rep = phi[[2, 2],[3]]
  special rep = phi[[2, 2],[3]] , dim = 70
  orbit = [5, 5, 4]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     70 tau_infinity subcells with 1 member(s)
  subcells = [
     [30979],[39446],[42186],[51391],[52648],[55441],[56182],[60193],[67169],[68058],[68799],[72215],[76510],[77767],[82575],[84220],[86046],[87087],[91382],[96875],[97764],[98505],[103609],[104081],[105935],[114029],[116933],[118578],[120404],[121445],[128138],[130451],[136313],[137958],[139784],[142513],[142985],[144839],[155357],[157089],[163975],[164447],[166301],[171300],[173613],[179475],[187316],[191771],[194612],[196925],[202307],[210925],[211397],[219574],[224432],[227155],[241869],[244710],[251902],[258556],[267869],[276892],[279615],[292094],[303606],[312480],[339436],[346514],[373228],[398239]
   ]
cell #788 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[3]]+phi[[2, 1],[3, 1]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [61333],[74481],[79336],[89353],[93538],[94645],[100327],[100432],[101137],[110692],[111799],[116584],[117776],[117881],[123711],[124483],[125175],[125442],[135964],[137156],[137261],[141237],[142090],[142621],[143969],[147706],[149596],[150703],[152385],[152611],[152716],[162699],[163552],[164083],[165431],[169631],[169973],[170868],[177047],[179126],[180318],[180423],[181694],[182056],[182576],[186759],[192943],[193285],[194180],[200843],[202044],[204613],[208535],[209649],[210502],[211033],[212381],[213821],[213889],[218918],[219260],[225691],[226892],[229461],[234052],[236857],[237984],[238052],[239055],[243041],[243383],[244278],[249329],[253210],[260052],[262857],[263984],[264052],[270952],[271378],[271720],[278151],[279352],[281921],[284758],[284826],[288672],[297666],[298092],[298434],[307134],[313976],[316781],[317908],[317976],[320365],[334090],[343092],[349590],[352086],[352512],[352854],[369806],[388014],[422266],
     [21805,116372],[21900,235346],[28481,135752],[28576,261346],[30194,200795],[30299,268893],[30681,142304],[38067,161173],[38661,225643],[38766,295607],[39148,163766],[41392,234072],[41864,170820],[41969,171081],[45193,178914],[45288,315270],[48552,253162],[48657,324832],[50826,133491],[51093,191562],[51854,260072],[52326,194132],[52431,194393],[55812,202064],[58814,208123],[59408,278103],[59513,350027],[59895,210716],[63098,288123],[63980,288692],[66621,161385],[66847,223952],[66952,224213],[68429,226912],[71431,232971],[73671,307086],[73776,378756],[75945,176653],[76212,241660],[76973,313996],[77445,244230],[77550,244491],[81341,252618],[81409,324299],[84794,255658],[85156,191348],[85676,258313],[88543,334042],[88648,404756],[90817,199965],[91084,267660],[92804,342543],[93686,343112],[96327,208335],[96553,276412],[96658,276673],[98135,279372],[106505,221363],[106573,291192],[108802,169168],[109958,369257],[110840,369826],[113481,233183],[113707,303126],[113812,303387],[115699,306542],[115767,378223],[119152,309582],[119514,241446],[120034,312237],[122901,387966],[123006,454854],[132757,401439],[133885,200359],[135079,333498],[135147,404223],[138532,336538],[138894,267446],[139414,339193],[145409,273823],[145477,345612],[148862,421717],[149744,422286],[157663,361961],[160500,366363],[160568,435167],[161585,233383],[166871,300537],[166939,372326],[175919,451537],[178241,387422],[178309,454321],[187886,325917],[187954,397337],[188957,265055],[190343,330627],[199231,474849],[207450,418823],[207518,482117],[218492,289939],[232298,443671],[232366,503579],[240441,384551],[266441,410551],[295170,376304]
   ]
cell #789 :
  |C| = 70
  W-rep = phi[[2, 2],[3]]
  special rep = phi[[2, 2],[3]] , dim = 70
  orbit = [5, 5, 4]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     70 tau_infinity subcells with 1 member(s)
  subcells = [
     [73433],[88305],[93067],[108344],[110221],[114980],[116027],[122663],[133020],[134360],[135407],[140842],[147248],[149125],[156221],[158436],[160828],[162304],[168710],[176182],[177522],[178569],[185822],[186364],[188714],[199494],[203171],[205386],[207778],[209254],[218249],[221016],[228019],[230234],[232626],[235920],[236462],[238812],[252271],[254193],[261920],[262462],[264812],[270709],[273476],[280479],[289696],[294385],[297423],[300190],[306195],[315844],[316386],[325570],[330384],[333151],[348805],[351843],[359920],[366016],[375519],[384308],[387075],[399398],[410308],[418476],[443324],[449496],[472808],[494144]
   ]
cell #790 :
  |C| = 70
  W-rep = phi[[2, 2],[3]]
  special rep = phi[[2, 2],[3]] , dim = 70
  orbit = [5, 5, 4]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     70 tau_infinity subcells with 1 member(s)
  subcells = [
     [116454],[135834],[142059],[161255],[163521],[169600],[170805],[178996],[191317],[192912],[194117],[200780],[208205],[210471],[218887],[221332],[223937],[225628],[233053],[241415],[243010],[244215],[252587],[253147],[255643],[267415],[271347],[273792],[276397],[278088],[288108],[290940],[298061],[300506],[303111],[306511],[307071],[309567],[324047],[325886],[333467],[334027],[336523],[342528],[345360],[352481],[361946],[366332],[369242],[372074],[377971],[387391],[387951],[397085],[401424],[403971],[418792],[421702],[429713],[434915],[443640],[451522],[454069],[465293],[474834],[481865],[503327],[508455],[527835],[545284]
   ]
cell #791 :
  |C| = 70
  W-rep = phi[[2, 2],[3]]
  special rep = phi[[2, 2],[3]] , dim = 70
  orbit = [5, 5, 4]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     70 tau_infinity subcells with 1 member(s)
  subcells = [
     [56434],[69051],[73119],[86298],[87991],[92069],[93026],[98757],[108030],[109223],[110180],[114939],[120656],[122349],[128696],[130743],[132979],[134319],[140036],[146934],[148127],[149084],[155649],[156180],[158395],[168396],[171858],[173905],[176141],[177481],[185781],[188439],[195170],[197217],[199453],[202599],[203130],[205345],[217974],[219866],[227447],[227978],[230193],[235879],[238537],[245268],[254152],[258848],[261879],[264537],[270434],[279907],[280438],[289421],[294344],[297148],[312772],[315803],[323708],[330109],[339728],[348764],[351568],[364154],[375478],[384033],[410033],[416614],[441462],[464381]
   ]
cell #792 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[3]]+phi[[2, 1],[3, 1]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [33859],[42915],[46030],[53377],[56535],[57072],[60848],[60998],[69152],[69689],[73481],[73996],[74146],[78496],[78765],[88353],[88868],[89018],[92233],[93079],[93468],[94074],[98858],[99395],[101378],[109387],[110233],[110622],[111228],[114992],[115147],[116079],[122711],[123226],[123376],[125206],[125743],[128860],[134372],[134527],[135459],[140894],[142015],[147737],[148291],[149137],[149526],[150132],[152421],[152936],[153086],[156233],[156388],[162356],[163477],[169556],[172022],[177083],[177534],[177689],[178621],[181123],[181969],[182964],[186416],[192868],[195334],[203183],[203338],[204042],[208448],[209306],[210427],[213114],[213269],[218843],[228031],[228186],[228890],[236514],[237277],[237432],[238968],[242966],[245432],[262514],[263277],[263432],[270865],[271303],[280491],[280646],[281350],[297579],[298017],[316438],[317201],[317356],[321796],[351999],[352437],[357889],[358044],[392191],[419710],
     [22046,73371],[28722,88243],[30982,93280],[38308,108282],[39449,110434],[42189,116053],[42339,116293],[45434,122601],[50857,86399],[51394,133233],[52651,135433],[52801,135673],[55444,140868],[56200,142033],[59055,147186],[60196,149338],[66657,108392],[67172,160854],[67322,161094],[68061,162330],[68817,163495],[71672,168648],[72233,169574],[73089,170791],[75976,120757],[76513,176395],[77770,178595],[77920,178835],[82578,186390],[84223,188740],[85069,133032],[86064,191291],[87105,192886],[87961,194103],[90848,140137],[91385,199707],[92039,200766],[96363,147296],[96878,207804],[97028,208044],[97767,209280],[98523,210445],[103612,218275],[104099,218861],[105798,158448],[105953,221306],[108833,169199],[109193,225614],[113517,168758],[114032,232652],[114182,232892],[116936,236488],[118581,238838],[119427,176194],[120422,241389],[121463,242984],[122319,244201],[128001,185834],[128156,252561],[128666,253133],[133921,200395],[136316,262488],[137961,264838],[138807,199506],[139802,267389],[142516,270735],[143003,271321],[144702,205398],[144857,273766],[148097,278074],[157092,289722],[161498,233296],[163978,297449],[164465,298035],[166164,230246],[166319,300480],[171163,235932],[171318,306485],[171828,307057],[179478,316412],[187179,254205],[187334,325860],[188870,264968],[191774,330410],[194475,261932],[194630,333441],[195140,334013],[210928,351869],[211415,352455],[218405,289852],[224295,294397],[224450,366306],[241872,384334],[244573,315856],[244728,387365],[245238,387937],[257387,330540],[267872,410334],[276755,348817],[276910,418766],[303469,375531],[303624,443614],[311311,384464],[338267,410464],[367250,444558]
   ]
cell #793 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[3]]+phi[[2, 1],[3, 1]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [100455],[117904],[124611],[137284],[142644],[144097],[151600],[151740],[152739],[164106],[165559],[171446],[172936],[173076],[180446],[181424],[182336],[182704],[194758],[196248],[196388],[201206],[202127],[202732],[204343],[208815],[211056],[212509],[214588],[214887],[215027],[226054],[226975],[227580],[229191],[234135],[234501],[235431],[242487],[244856],[246346],[246486],[247967],[248408],[249059],[253573],[260135],[260501],[261431],[268978],[270206],[272978],[277264],[278514],[279435],[280040],[281651],[283281],[283361],[288755],[289121],[295692],[296920],[299692],[304725],[307497],[308704],[308784],[309814],[314059],[314425],[315355],[321005],[324917],[331681],[334453],[335660],[335740],[342775],[343175],[343541],[350112],[351340],[354112],[357119],[357199],[360986],[369489],[369889],[370255],[378841],[385605],[388377],[389584],[389664],[392080],[404841],[413446],[419599],[421949],[422349],[422715],[438294],[454939],[485244],
     [41992,171174],[42158,305976],[52454,194486],[52620,332932],[55273,268926],[55413,340854],[55940,202349],[66975,224306],[67890,295640],[68030,367568],[68557,227197],[72047,304726],[72660,235379],[72800,235644],[77573,244584],[77739,386856],[82407,324865],[82547,396424],[85436,191902],[85804,258598],[86919,331682],[87532,261379],[87672,261644],[92534,270207],[96681,276766],[97596,350060],[97736,420028],[98263,279657],[102821,360472],[103913,360987],[107272,224578],[107571,293844],[107711,294109],[109688,296921],[113835,303480],[116765,378789],[116905,446522],[119794,242000],[120162,312522],[121277,385606],[121890,315303],[122030,315568],[127231,324362],[127311,395948],[131395,327322],[131836,258376],[132487,329882],[136145,404789],[136285,469834],[139174,268000],[139542,339478],[141725,412932],[142817,413447],[146176,277038],[146475,348264],[146615,348529],[148592,351341],[159023,291255],[159103,363356],[161865,233663],[163187,437780],[164279,438295],[167638,303752],[167937,374978],[168077,375243],[170393,378286],[170473,446046],[174557,381246],[174998,312300],[175649,383806],[179307,454887],[179447,512996],[190983,466989],[192389,268487],[193705,404286],[193785,469358],[197869,407246],[198310,339256],[198961,409806],[205973,345675],[206053,415816],[210137,484730],[211229,485245],[220518,431409],[223525,435230],[223605,496415],[224804,303978],[230821,372389],[230901,440664],[241081,510151],[243803,454384],[243883,512520],[254780,397400],[254860,463583],[255890,336770],[257276,401671],[267081,529531],[275985,482180],[276065,535319],[288355,362193],[302699,503642],[302779,552473],[311200,451769],[338156,475081],[367139,444447]
   ]
cell #794 :
  |C| = 70
  W-rep = phi[[2, 2],[3]]
  special rep = phi[[2, 2],[3]] , dim = 70
  orbit = [5, 5, 4]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     70 tau_infinity subcells with 1 member(s)
  subcells = [
     [56478],[69095],[73127],[86342],[87999],[92077],[93015],[98801],[108038],[109231],[110169],[114928],[120700],[122357],[128704],[130751],[132968],[134308],[140080],[146942],[148135],[149073],[155657],[156169],[158384],[168404],[171866],[173913],[176130],[177470],[185770],[188336],[195178],[197225],[199442],[202607],[203119],[205334],[217871],[219874],[227455],[227967],[230182],[235868],[238434],[245276],[254141],[258856],[261868],[264434],[270331],[279915],[280427],[289318],[294333],[297045],[312780],[315792],[323605],[330006],[339736],[348753],[351465],[364051],[375467],[383930],[409930],[416511],[441359],[464278]
   ]
cell #795 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[3]]+phi[[2, 1],[3, 1]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [213817],[213859],[237980],[238022],[247670],[247835],[263980],[264022],[270948],[271690],[272681],[272846],[283045],[284754],[284796],[297662],[298404],[299395],[299560],[305155],[306665],[306830],[308468],[317904],[317946],[320361],[320708],[320873],[332111],[333621],[333786],[335424],[341008],[341260],[342113],[342833],[349586],[352082],[352824],[353815],[353980],[355615],[356480],[356883],[361416],[367722],[367974],[368827],[369547],[376719],[376753],[380499],[385100],[386035],[387545],[387710],[389348],[391144],[391657],[396578],[396830],[402719],[402753],[406499],[413876],[415103],[419176],[420182],[420434],[421287],[422007],[425371],[427062],[430618],[430652],[438724],[439951],[446676],[446928],[448020],[448982],[452817],[452851],[456597],[459515],[469988],[470240],[471332],[477293],[477568],[477602],[485674],[486901],[489588],[498755],[499030],[499064],[513150],[513402],[514494],[516541],[536014],[537659],[537934],[537968],
     [73557,378517],[88429,404517],[92119,411575],[109273,436423],[114763,444796],[115695,306538],[115737,378189],[122787,454615],[128746,462902],[134143,468108],[135075,333494],[135117,404189],[140651,411526],[141428,412543],[141593,342501],[148177,483373],[156004,492770],[160496,366359],[160538,435133],[162113,436374],[162890,437391],[163055,369215],[170157,377809],[171908,506064],[177305,511270],[178237,387418],[178279,454287],[184905,519713],[186173,462853],[190339,330623],[190686,466600],[190851,401397],[193469,403809],[195220,525444],[202954,531674],[207446,418819],[207488,482083],[209063,483324],[209840,484341],[210005,421675],[217358,492450],[222021,494452],[222886,366486],[223289,434753],[227802,548828],[232294,443667],[232336,503545],[235003,554071],[236271,506015],[240437,384547],[240784,509762],[240949,451495],[243567,453907],[245318,559802],[251585,462502],[256340,464743],[256853,401009],[261003,568943],[262271,525395],[266437,410547],[266784,529142],[266949,474807],[269818,531354],[274481,533356],[275346,418946],[275749,481703],[280262,578534],[291777,432697],[293468,585260],[295166,376300],[296532,548508],[301195,550510],[302060,443794],[302463,503165],[305509,505664],[310264,507905],[310777,451107],[314927,594062],[316195,559753],[326575,565819],[329493,567616],[331176,411100],[332465,525044],[337220,527285],[337733,474419],[346197,479647],[347888,606007],[350952,578214],[362643,544734],[365330,546943],[366716,444024],[372911,501109],[374602,614474],[383417,592735],[386389,559402],[397922,520595],[398884,472294],[399969,523340],[409417,603197],[417790,576649],[430343,493630],[442638,589266],[450067,557698],[473379,572570],[497110,553168]
   ]
cell #796 :
  |C| = 70
  W-rep = phi[[2, 2],[3]]
  special rep = phi[[2, 2],[3]] , dim = 70
  orbit = [5, 5, 4]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     70 tau_infinity subcells with 1 member(s)
  subcells = [
     [22025],[28701],[30851],[38287],[39318],[41543],[42159],[45413],[51263],[52005],[52621],[55414],[59034],[60065],[64131],[65560],[67142],[68031],[71651],[76382],[77124],[77740],[82131],[82548],[84193],[91254],[93837],[95266],[96848],[97737],[103582],[105581],[110991],[112420],[114002],[116489],[116906],[118551],[127784],[129498],[135869],[136286],[137931],[142486],[144485],[149895],[157062],[161290],[163948],[165947],[170946],[179031],[179448],[186962],[191744],[194258],[208240],[210898],[217488],[224078],[233088],[241842],[244356],[256470],[267842],[276538],[303252],[310394],[337350],[362773]
   ]
cell #797 :
  |C| = 70
  W-rep = phi[[2, 2],[3]]
  special rep = phi[[2, 2],[3]] , dim = 70
  orbit = [5, 5, 4]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     70 tau_infinity subcells with 1 member(s)
  subcells = [
     [42419],[52881],[56216],[67402],[68833],[72249],[73079],[78000],[86080],[87121],[87951],[92029],[97108],[98539],[104115],[105969],[107990],[109183],[114262],[120438],[121479],[122309],[128172],[128656],[130703],[139818],[143019],[144873],[146894],[148087],[155609],[158018],[164481],[166335],[168356],[171334],[171818],[173865],[185404],[187350],[194646],[195130],[197177],[202559],[204968],[211431],[219826],[224466],[227407],[229816],[235502],[244744],[245228],[253775],[258808],[261502],[276926],[279867],[287377],[293967],[303640],[312732],[315426],[328065],[339688],[348387],[375101],[381989],[407989],[432152]
   ]
cell #798 :
  |C| = 315
  W-rep = phi[[2, 1],[3, 1]]+phi[[2],[3, 2]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [115703],[116012],[132824],[135083],[135392],[140652],[140827],[141594],[160504],[160622],[162114],[162289],[163056],[169361],[170158],[170333],[175986],[178245],[178554],[184917],[186174],[186349],[190698],[190852],[192673],[193470],[193645],[199298],[201381],[207454],[207572],[209064],[209239],[210006],[217359],[218648],[222033],[223290],[223465],[226229],[229528],[232302],[232420],[235015],[236272],[236447],[240796],[240950],[242771],[243568],[243743],[251662],[256341],[257630],[261015],[262272],[262447],[264106],[266796],[266950],[269819],[271108],[274493],[275750],[275925],[278689],[291854],[293480],[296533],[297822],[299407],[301207],[302464],[302639],[305586],[310265],[311554],[314939],[316196],[316371],[326587],[329494],[329623],[332123],[332542],[337221],[338510],[346274],[347900],[350953],[352242],[361428],[362644],[365407],[372988],[374614],[383418],[383547],[386466],[397999],[409418],[409547],[417867],[440081],[442715],
     [33838,283221],[42894,308644],[45899,319135],[53356,335600],[56514,342715],[56941,344515],[60818,283046],[60915,213825],[69131,369429],[69558,371229],[72384,377035],[73135,377832],[73966,308469],[74063,237988],[78475,389524],[78819,247836],[87256,403035],[88007,403832],[88838,335425],[88935,263988],[92085,411549],[92203,341261],[92871,270956],[93016,412531],[94128,272847],[98837,421889],[99264,423689],[101357,357059],[104250,430934],[109239,436397],[109357,367975],[110025,297670],[110170,437379],[111282,299561],[114775,376720],[114929,444784],[115821,306666],[121614,453133],[122365,453930],[123196,389349],[123293,317912],[125612,392434],[128712,462876],[128830,396831],[134155,402720],[134309,468096],[135201,333622],[141440,342114],[143154,477884],[148143,483347],[148261,420435],[148929,352090],[149074,484329],[150186,353981],[151324,425448],[152906,356884],[153003,284762],[156016,430619],[156170,492758],[162902,368828],[164616,499346],[171874,506038],[171992,446929],[172660,448097],[177317,452818],[177471,511258],[178363,387546],[181093,391145],[181761,249396],[183018,320874],[195186,525418],[195304,470241],[195972,471409],[202966,477569],[203120,531662],[204012,415104],[204680,281988],[209852,421288],[211566,538250],[212897,355627],[213943,284880],[227814,499031],[227968,548816],[228860,439952],[237060,380511],[238106,318030],[245284,559776],[245402,513403],[246070,514571],[247682,320720],[263060,406511],[269948,413888],[272693,353827],[280274,537935],[280428,578522],[281320,486902],[285548,489665],[296662,438736],[305167,386047],[316984,456609],[321766,459516],[351082,485686],[357672,427074],[391274,459645],[415233,487031]
   ]
cell #799 :
  |C| = 315
  W-rep = phi[[2, 1],[3, 1]]+phi[[2],[3, 2]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [170409],[170780],[191151],[193721],[194092],[200584],[200755],[201567],[223541],[223773],[225432],[225603],[226415],[233875],[234678],[234849],[241249],[243819],[244190],[251711],[252951],[253122],[257679],[257816],[259875],[260678],[260849],[267249],[269508],[276001],[276233],[277892],[278063],[278875],[287253],[288495],[291903],[293143],[293314],[296222],[299860],[302715],[302947],[305635],[306875],[307046],[311603],[311740],[313799],[314602],[314773],[323482],[327941],[329183],[329718],[332591],[333831],[334002],[335908],[338559],[338696],[341673],[342915],[346323],[347563],[347734],[350642],[363928],[365456],[368387],[369629],[371278],[373037],[374277],[374448],[377406],[381865],[383107],[383642],[386515],[387755],[387926],[398048],[400569],[403084],[403406],[407865],[409107],[409642],[416388],[417916],[420847],[422089],[430983],[432028],[434350],[440176],[441236],[442764],[450667],[453504],[464155],[473979],[481300],[502762],
     [61308,355461],[74456,380345],[79171,390834],[89328,406345],[93513,413102],[94480,414793],[99936,283297],[100225,355290],[101112,426908],[110667,437950],[111634,439641],[115228,445081],[116088,445733],[117385,308720],[117674,380174],[123686,456443],[124013,319321],[125277,459205],[134608,468393],[135468,469045],[136765,335676],[137054,406174],[140903,476016],[141135,411846],[141893,342791],[142006,476785],[143499,344701],[149571,484900],[150538,486591],[151254,488186],[152509,426737],[156469,493055],[162365,497478],[162597,436694],[163355,369505],[163468,498247],[164961,371415],[169410,444828],[169547,504682],[170641,378412],[172590,507317],[177770,511555],[178630,512207],[179927,389600],[180216,456272],[181021,457963],[186425,520009],[186657,463173],[192722,468140],[192859,524062],[193953,404412],[195902,526697],[201430,412575],[203419,531959],[203940,478978],[209315,536382],[209547,483644],[210305,421965],[210418,537151],[211911,423875],[212992,425497],[215507,357135],[218697,492802],[218834,544241],[226278,437423],[228267,549113],[228788,500440],[236523,554367],[236755,506335],[237155,448146],[242820,511302],[242957,558420],[244051,454510],[246000,561055],[248135,321173],[249741,392620],[262523,569239],[262755,525715],[263155,471458],[270043,477933],[271157,531706],[271294,573947],[273146,354280],[278738,484373],[280727,578819],[281248,539344],[283529,357367],[285478,541666],[296757,499395],[297871,548860],[298008,586564],[308952,389832],[316447,594358],[316679,560073],[317079,514620],[319184,392483],[321694,517141],[344564,423738],[351177,538299],[352291,578566],[352428,607311],[357767,489714],[377084,453182],[391369,459740],[415328,487126]
   ]
cell #800 :
  |C| = 70
  W-rep = phi[[2, 2],[3]]
  special rep = phi[[2, 2],[3]] , dim = 70
  orbit = [5, 5, 4]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     70 tau_infinity subcells with 1 member(s)
  subcells = [
     [42383],[52845],[56208],[67366],[68825],[72241],[73078],[77964],[86072],[87113],[87950],[92028],[97072],[98531],[104107],[105961],[107989],[109182],[114226],[120430],[121471],[122308],[128164],[128655],[130702],[139810],[143011],[144865],[146893],[148086],[155608],[158017],[164473],[166327],[168355],[171326],[171817],[173864],[185403],[187342],[194638],[195129],[197176],[202558],[204967],[211423],[219825],[224458],[227406],[229815],[235501],[244736],[245227],[253774],[258807],[261501],[276918],[279866],[287376],[293966],[303632],[312731],[315425],[328064],[339687],[348386],[375100],[381988],[407988],[432151]
   ]
cell #801 :
  |C| = 315
  W-rep = phi[[2, 1],[3, 1]]+phi[[2],[3, 2]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [170500],[171507],[191078],[193812],[194819],[200593],[200862],[201671],[223632],[223670],[225441],[225710],[226519],[233886],[234687],[234956],[241176],[243910],[244917],[251688],[252960],[253229],[257656],[257920],[259886],[260687],[260956],[267176],[269519],[276092],[276130],[277901],[278170],[278979],[287262],[288506],[291880],[293152],[293421],[296233],[299787],[302806],[302844],[305612],[306884],[307153],[311580],[311844],[313810],[314611],[314880],[323493],[327950],[329194],[332568],[333840],[334109],[335805],[338536],[338800],[341682],[342926],[346300],[347572],[347841],[350653],[363939],[365433],[368396],[369640],[371255],[373014],[374286],[374555],[377417],[381874],[383118],[386492],[387764],[388033],[398025],[400578],[400692],[403061],[403417],[407874],[409118],[416399],[417893],[420856],[422100],[430960],[432037],[434361],[441247],[442741],[450676],[450790],[453515],[464166],[473988],[474102],[481311],[500563],[502773],
     [61042,355568],[74190,380452],[78773,390845],[89062,406452],[93964,413829],[94082,414804],[99734,355299],[99863,283388],[111118,438677],[111236,439652],[115155,445092],[116693,446360],[117183,380183],[117312,308811],[123420,456550],[123910,319425],[134535,468404],[136073,469672],[136563,406183],[136692,335767],[140994,476072],[141032,411855],[141820,343568],[142681,477342],[143396,344805],[150022,485627],[150140,486602],[153130,427015],[156396,493066],[162456,497534],[162494,436703],[163282,370282],[164143,498804],[164858,371519],[169387,444891],[169651,504725],[170538,379175],[177697,511566],[179235,512834],[179725,456281],[179854,389691],[182972,459216],[186516,520065],[186554,463182],[192699,468203],[192963,524105],[193850,405175],[201407,413258],[203346,531970],[209406,536438],[209444,483653],[210232,422742],[211093,537708],[211808,423979],[213277,488197],[215305,426746],[215434,357226],[218674,492865],[218938,544284],[226255,438106],[228194,549124],[236614,554423],[236652,506344],[237440,507328],[242797,511365],[243061,558463],[243948,455273],[247274,457972],[248062,321100],[249638,392724],[262614,569295],[262652,525724],[263440,526708],[271134,531769],[271398,573990],[272285,478987],[273073,354207],[278715,485056],[280654,578830],[282275,425474],[283426,357264],[297848,548923],[298112,586607],[298999,500449],[307698,448123],[308849,389729],[316538,594414],[316576,560082],[317364,561066],[319161,392460],[334654,471435],[341796,477910],[344541,423715],[352268,578629],[352532,607354],[353419,539353],[358052,541677],[368510,499372],[377061,453159],[388578,514597],[393611,517150],[420970,538276],[427560,489691],[458086,517264],[479101,539467]
   ]
cell #802 :
  |C| = 315
  W-rep = phi[[2, 1],[3, 1]]+phi[[2],[3, 2]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [235033],[236132],[258162],[261033],[262132],[268748],[268993],[269788],[293498],[293644],[295462],[295707],[296502],[304567],[305312],[305557],[312086],[314957],[316056],[323529],[324687],[324932],[329230],[329463],[331523],[332268],[332513],[339042],[341410],[347918],[348064],[349882],[350127],[350922],[359723],[360828],[363975],[365133],[365378],[368124],[371761],[374632],[374778],[377453],[378611],[378856],[383154],[383387],[385447],[386192],[386437],[395275],[399201],[400306],[400787],[403453],[404611],[404856],[406675],[409154],[409387],[412183],[413288],[416435],[417593],[417838],[420584],[433105],[434397],[437031],[438136],[439688],[441283],[442441],[442686],[445373],[449299],[450404],[450885],[453551],[454709],[454954],[464202],[466240],[468440],[468685],[472611],[473716],[474197],[480055],[481347],[483981],[485086],[493102],[493947],[495742],[500658],[501517],[502809],[509402],[511847],[521003],[528782],[534646],[551800],
     [100477,425419],[117926,448068],[124403,457700],[137306,471380],[143237,477855],[143889,478715],[151093,355645],[151479,425174],[152761,489636],[164699,499317],[165351,500177],[169893,504907],[171584,505874],[172429,380529],[172815,447823],[180468,514542],[180831,391114],[182496,516878],[193205,524287],[194896,525254],[195741,406529],[196127,471135],[200939,530623],[201085,476256],[201913,413906],[202806,531546],[203750,415073],[211649,538221],[212301,539081],[213189,540421],[214766,489391],[219180,544466],[225787,547777],[225933,497718],[226761,438754],[227654,548700],[228598,439921],[233922,504759],[234155,553468],[235179,446898],[237352,555361],[243303,558645],[244994,559612],[245839,456627],[246225,514297],[247187,515773],[253306,565481],[253452,520249],[259922,524139],[260155,568340],[261179,470210],[263352,570233],[269555,477376],[271640,574172],[272198,532851],[278247,577483],[278393,536622],[279221,485704],[280114,578406],[281058,486871],[282370,488233],[285317,427092],[288542,544318],[288775,583542],[296269,498838],[298354,586789],[298912,550005],[307230,590600],[307376,554607],[307793,507364],[313846,558497],[314079,593459],[315103,513372],[317276,595352],[319667,392966],[321504,459485],[334186,601062],[334332,569479],[334749,526744],[341891,532006],[342962,574024],[343195,604289],[345047,424221],[350689,537742],[352774,607536],[353332,579711],[355791,427238],[357964,581506],[368605,549160],[369676,586641],[369909,612756],[380675,456773],[388110,617774],[388256,594598],[388673,561102],[390881,459252],[393524,563140],[414840,486638],[421065,578866],[422136,607388],[422369,625859],[427655,541713],[445128,511602],[458181,517359],[479196,539562]
   ]
cell #803 :
  |C| = 245
  W-rep = phi[[2, 2, 1],[2]]+phi[[2, 2],[2, 1]]
  special rep = phi[[2, 2],[2, 1]] , dim = 140
  orbit = [4, 4, 4, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [24411],[32767],[34108],[44568],[46052],[46365],[57094],[57836],[59127],[61010],[69711],[73503],[74158],[75047],[88375],[89030],[93480],[94960],[99417],[110634],[116183],[122733],[123388],[125765],[135563],[149538],[152443],[153098],[177105],[178725],[182370],[208849],[214305],[242204],[274010],
     [5413,27440],[8538,37604],[10634,44152],[12689,49788],[13002,50496],[14436,54614],[15888,58351],[17901,63634],[18693,65383],[19111,66250],[19664,41234],[21005,70968],[22664,74907],[22977,75615],[25639,81954],[26556,83854],[26661,84014],[27856,55030],[29340,89779],[29653,90487],[31004,93340],[31796,95089],[32214,95956],[35537,103243],[35642,103403],[36347,104719],[36785,105554],[37089,70453],[38380,71744],[39471,110494],[40263,112243],[40681,113110],[42351,116312],[43268,118212],[43373,118372],[48080,127757],[48384,83250],[49039,129321],[49928,89919],[51416,133293],[52813,135692],[53730,137592],[53835,137752],[56284,142147],[56389,142307],[57532,144458],[60218,149398],[63774,104859],[64452,156723],[64557,156883],[65254,112114],[66679,108414],[67334,161113],[68901,163609],[69006,163769],[70149,165920],[73199,170919],[76535,176455],[77932,178854],[81493,185004],[81825,129192],[82946,186935],[85470,133433],[86148,191405],[86253,191565],[88071,194231],[91407,199767],[96385,147318],[97040,208063],[98607,210559],[98712,210719],[102753,154888],[102908,217461],[106657,222120],[106989,160984],[108110,224051],[113539,168780],[114194,232911],[119828,176595],[120506,241503],[120611,241663],[122429,244329],[131327,189570],[131482,256443],[133943,200417],[139208,199907],[139886,267503],[139991,267663],[145561,274580],[145893,207934],[147014,276511],[161899,233697],[167023,301294],[167355,232782],[168476,303225],[174489,239668],[174644,310367],[188038,326674],[192106,268204],[197801,265668],[197956,337323],[220450,290552],[220605,362746],[221550,300724],[252805,326104]
   ]
cell #804 :
  |C| = 553
  W-rep = phi[[3, 2, 1],[1]]+phi[[3, 1, 1],[2]]+phi[[3, 2],[1, 1]]+phi[[3, 1],[2, 1]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     91 tau_infinity subcells with 4 member(s)
  subcells = [
     [46054],[46380],[57096],[59142],[61025],[61443],[69713],[73505],[74173],[75062],[76645],[78969],[79471],[88377],[89045],[93495],[94278],[95062],[95319],[97175],[99419],[110649],[111432],[116285],[116542],[118345],[118613],[122735],[123403],[125767],[135665],[135922],[142280],[144388],[144525],[149553],[150336],[152445],[153113],[163742],[170986],[173367],[177107],[178827],[179084],[183168],[194298],[210692],[244396],
     [22621,118317],[24413,182385],[30961,142252],[31006,93342],[31754,144563],[32769,208864],[34110,214407],[34166,214664],[38395,71759],[39428,163714],[39473,110496],[42309,171024],[42366,116325],[43300,173544],[44570,242306],[44626,242563],[46381,248522],[49943,89934],[51418,133295],[51526,91517],[52771,194336],[52828,135705],[56316,202238],[56404,142317],[57433,204829],[57838,274812],[59143,277378],[60175,210664],[60220,149400],[61421,283874],[63789,104874],[65356,112216],[65613,112473],[66681,108416],[67349,161126],[67469,114329],[68933,227086],[69021,163779],[75063,310614],[76537,176457],[76623,313179],[77890,244434],[77947,178867],[81927,129294],[82184,129551],[83987,137725],[84255,137993],[86268,191575],[91409,199769],[95297,346554],[96387,147320],[97055,208076],[98639,279546],[98727,210729],[103376,156856],[103644,157124],[105484,165850],[105621,165987],[113541,168782],[114209,232924],[118136,381562],[120626,241673],[127687,186865],[127824,187002],[130205,196679],[133945,200419],[140006,267673],[153874,216705],[155111,219328],[183971,250997],
     [5415,27442,85485,133448],[8540,37606,107091,161086],[8596,37860,107348,161343],[10636,44154,119843,176610],[12646,29297,83959,137697],[12691,49790,84657,189672],[13017,50509,51373,191510],[13018,50550,131950,191538],[14438,54616,139223,199922],[15890,58353,145995,208036],[15946,58607,146252,208293],[17858,36304,103348,156828],[17903,62961,63636,154990],[18651,40221,105659,166025],[18708,65396,66184,222225],[18709,65437,106421,222253],[19104,66245,159616,224118],[19126,66260,67292,224156],[19666,41236,161914,233712],[21007,70970,167457,232884],[21063,71224,167714,233141],[22666,74909,119015,239770],[22992,75628,76492,241608],[22993,75669,175112,241636],[25597,48997,127862,187040],[25654,47889,81967,185109],[25655,81257,82008,185137],[26588,53762,130382,196856],[26654,84009,131150,256510],[26676,84024,84914,256548],[27178,84989,86180,258487],[27858,55032,192208,268306],[27914,55088,192465,268563],[29342,89781,138395,265770],[29668,90500,91364,267608],[29669,90541,198424,267636],[31811,95102,95890,274685],[31812,95143,145325,274713],[32207,95951,206566,276578],[32229,95966,96998,276616],[35569,64484,155288,219505],[35635,102576,103398,217528],[35657,63218,103413,217566],[36349,104721,157526,290654],[36686,70050,157879,229677],[36698,105453,158671,291517],[36901,105718,106689,292025],[37091,70455,222352,301526],[38396,71760,224918,304092],[40278,112256,113044,301399],[40279,112297,166787,301427],[40674,113105,231414,303292],[40696,113120,114152,303330],[43366,118367,174312,310434],[43388,118382,119272,310472],[43890,119347,120538,312411],[47981,82847,185265,253636],[47993,126879,127656,251325],[48196,81525,127921,251833],[48386,83252,185236,326906],[49054,129334,130122,326779],[49055,129375,187802,326807],[49496,130210,131013,327624],[49944,89935,256690,337570],[51504,91495,259255,340135],[53828,137747,197624,337390],[53850,137762,138652,337428],[54352,138727,139918,339367],[57445,144357,205621,345937],[57648,144622,145593,346445],[62344,102150,216450,286618],[62356,153725,153843,286393],[63342,102439,155116,286936],[63790,104875,217708,362993],[64550,156878,220273,362813],[64572,156893,157783,362851],[65591,112451,292134,373268],[70062,165819,230469,372651],[70265,166084,167055,373159],[74615,173372,174175,381548],[80603,126342,183976,322697],[82162,129529,251942,398279],[82859,186834,254428,397662],[83062,187099,188070,398170],[83778,137516,327638,407562],[89487,196684,197487,407548],[102162,216674,286724,429243],[103167,156647,286950,431725],[104427,219333,220136,431711],[126450,184228,322711,461705],[126625,251002,251146,461691]
   ]
cell #805 :
  |C| = 189
  W-rep = phi[[3],[3, 1]]+phi[[2],[4, 1]]
  special rep = phi[[3],[3, 1]] , dim = 105
  orbit = [6, 6, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     21 tau_infinity subcells with 1 member(s)
     84 tau_infinity subcells with 2 member(s)
  subcells = [
     [29082],[38908],[39938],[48799],[51959],[52135],[64085],[64261],[67821],[67939],[82338],[82456],[86808],[86968],[102093],[103802],[103962],[108892],[126514],[128365],[153932],
     [7173,61045],[10277,74193],[11190,78776],[11209,46079],[14079,89065],[15053,93967],[15442,94085],[15461,57121],[16773,34219],[16922,153133],[20170,111121],[20559,111239],[20578,69738],[21594,115158],[21675,116696],[21878,73918],[22406,45794],[24054,123423],[24230,46519],[24447,182975],[24466,125792],[28270,134538],[28351,136076],[28554,88790],[30284,140997],[30441,59655],[30494,142706],[30540,93791],[31471,60685],[33273,150025],[33662,150143],[33681,99444],[33882,213280],[36136,156399],[38751,162459],[38961,164168],[39007,110945],[41451,169676],[41497,77078],[41673,77254],[41742,116814],[41745,171527],[42938,237443],[44982,177700],[45063,179238],[45266,123148],[48642,186519],[51913,192988],[52204,136194],[52207,194839],[53400,263443],[55204,97527],[55322,97645],[55325,200882],[55675,142866],[56883,203349],[59498,209409],[59708,211118],[59754,149849],[64039,218963],[67942,225730],[68292,164328],[69500,228197],[71936,121166],[72096,121326],[73761,236617],[77032,243086],[77323,179356],[77326,244937],[78519,317367],[82459,253249],[88633,262617],[91738,147796],[93745,271423],[97648,278190],[97998,211278],[99206,280657],[101401,358055],[110899,298137],[116817,307173],[122991,316541],[136197,334129],[149803,352557],[179359,388053]
   ]
cell #806 :
  |C| = 189
  W-rep = phi[[3],[3, 1]]+phi[[2],[4, 1]]
  special rep = phi[[3],[3, 1]] , dim = 105
  orbit = [6, 6, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     21 tau_infinity subcells with 1 member(s)
     84 tau_infinity subcells with 2 member(s)
  subcells = [
     [53470],[68244],[69800],[82761],[87210],[87288],[104204],[104282],[108943],[109265],[128416],[128738],[134039],[134390],[153983],[155900],[156251],[162013],[184101],[186073],[216572],
     [16831,100038],[22464,117487],[24258,123858],[24326,79032],[29140,136867],[31299,143186],[31499,143344],[31567,94341],[33952,61667],[34277,215609],[39766,164648],[39966,164806],[40034,111495],[41701,169800],[42544,171578],[42747,117119],[43008,78589],[45852,180029],[46141,79748],[46547,249586],[46615,183231],[52163,193112],[53006,194890],[53209,136499],[55534,200933],[55627,97950],[56584,202850],[56630,143108],[57183,99506],[60513,211598],[60713,211756],[60781,150399],[61073,282688],[64289,219087],[68151,225781],[69201,227698],[69247,164570],[72292,234199],[72338,121568],[72416,121646],[73549,171900],[73552,236171],[74221,308111],[77282,243210],[78125,244988],[78328,179661],[82668,253300],[87164,260199],[88421,195212],[88424,262171],[89093,335067],[91789,147847],[92111,148169],[92114,269032],[93549,203201],[93995,271547],[97857,278241],[98907,280158],[98953,211520],[104158,288819],[109268,295746],[110703,228049],[111149,298261],[114659,177201],[115010,177552],[117026,307224],[121522,314123],[122779,245310],[122782,316095],[123451,388991],[128741,324971],[136406,334180],[140551,208963],[143062,343239],[148172,350166],[149607,280509],[150053,352681],[153161,427973],[164524,369953],[171903,378895],[179568,388104],[195215,404895],[211474,422413],[245313,454993]
   ]
cell #807 :
  |C| = 553
  W-rep = phi[[3, 2, 1],[1]]+phi[[3, 1, 1],[2]]+phi[[3, 2],[1, 1]]+phi[[3, 1],[2, 1]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     91 tau_infinity subcells with 4 member(s)
  subcells = [
     [46057],[46374],[57099],[59136],[61019],[61435],[69716],[73508],[74167],[75056],[76637],[78961],[79470],[88380],[89039],[93489],[94270],[94969],[95311],[97174],[99422],[110643],[111424],[116192],[116534],[118245],[118612],[122738],[123397],[125770],[135572],[135914],[142180],[144387],[144420],[149547],[150328],[152448],[153107],[163642],[170881],[173357],[177110],[178734],[179076],[183160],[194193],[210592],[244291],
     [24422,182379],[31009,93408],[32778,208858],[34113,214314],[34181,214656],[38389,71753],[39476,110562],[42360,116397],[43340,118225],[44573,242213],[44641,242555],[46386,248422],[49937,89928],[51421,133361],[51518,91509],[52822,135777],[56356,142160],[56396,142397],[57611,144468],[57841,274019],[59148,277278],[60223,149466],[61422,283769],[63783,104868],[65263,112123],[65605,112465],[66684,108419],[67343,161198],[67468,114328],[68973,163622],[69013,163859],[73278,170929],[74759,173440],[75068,309828],[76540,176523],[76624,313074],[77941,178939],[81834,129201],[82176,129543],[83887,137625],[84254,137992],[86260,191655],[88150,194241],[91412,199835],[93192,202134],[94814,204821],[95298,345790],[96390,147323],[97049,208148],[98679,210572],[98719,210809],[103276,156756],[103643,157123],[105483,165849],[105516,165882],[110346,226982],[113544,168785],[114203,232996],[118137,380878],[120618,241753],[122508,244339],[127686,186864],[127719,186897],[130195,196669],[133948,200422],[139998,267753],[149250,279442],[153873,216704],[155101,219318],[183961,250987],
     [5424,27661,85479,133442],[8543,37937,106998,160993],[8611,38140,107340,161335],[10645,44373,119837,176604],[12694,49856,131336,189579],[13011,50906,86220,191418],[13023,50952,131850,191438],[14447,54835,139217,199916],[15893,58684,145902,207943],[15961,58887,146244,208285],[17906,63702,102762,154897],[18702,65468,106729,222133],[18714,65514,159037,222153],[19105,66725,159511,224013],[19118,66728,108189,224061],[19675,41245,161908,233706],[21010,71301,167364,232791],[21078,71504,167706,233133],[22669,74975,174498,239677],[22986,76025,120578,241516],[22998,76071,175012,241536],[25648,81565,82039,185017],[25660,82085,127245,185037],[26628,53802,83867,137605],[26655,84101,189288,256405],[26668,84104,131561,256453],[27177,85539,133145,258383],[27861,55035,192115,268213],[27929,55103,192457,268555],[29345,89847,197810,265677],[29662,90897,139958,267516],[29674,90943,198324,267536],[31805,95174,145633,274593],[31817,95220,205987,274613],[32208,96431,206461,276473],[32221,96434,147093,276521],[35609,64524,103256,156736],[35636,103490,154606,217423],[35649,102987,103493,217471],[36352,104787,220459,290561],[36699,105465,221598,291507],[36864,70228,105564,165930],[36900,105816,159247,291921],[37094,70458,221559,300733],[38401,71765,224818,303992],[40272,112328,167095,301307],[40284,112374,230835,301327],[40675,113585,231309,303187],[40688,113588,168555,303235],[43367,118459,239386,310329],[43380,118462,174723,310377],[43889,119897,176307,312307],[47994,127668,184482,251315],[48159,83025,127767,186945],[48195,127455,128019,251729],[48389,83255,252814,326113],[49048,129406,188110,326687],[49060,129452,254794,326707],[49495,130221,189046,327616],[49640,89631,130278,196752],[49949,89940,255904,336784],[51505,91496,259150,340030],[53829,137839,265386,337285],[53842,137842,198035,337333],[54351,139277,199619,339263],[57446,144369,274058,345927],[57647,144720,206197,346341],[62357,153855,216367,286383],[63341,154364,155127,286928],[63486,104571,155184,219401],[63795,104880,288369,362207],[64551,156970,290270,362708],[64564,156973,220684,362756],[65108,111968,157871,229669],[65592,112452,291370,372504],[70063,165831,300772,372641],[70264,166182,231045,373055],[74614,173383,239144,381540],[80602,183910,183987,322689],[81679,129046,185257,253628],[82163,129530,324477,397515],[82860,186846,326152,397652],[83061,187197,255004,398066],[83779,137517,326954,406878],[89486,196695,265144,407540],[101948,154042,216442,286610],[102163,216686,359288,429233],[103168,156648,360104,431041],[104426,219344,290028,431703],[126451,184229,394719,461641],[126624,251013,323044,461683]
   ]
cell #808 :
  |C| = 105
  W-rep = phi[[3, 2],[2]]
  special rep = phi[[3, 2],[2]] , dim = 105
  orbit = [6, 4, 4]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [35298],[38175],[38206],[47460],[49884],[50367],[51246],[58922],[58953],[62275],[62691],[63730],[65342],[65543],[65755],[71539],[71570],[75003],[75486],[76365],[80466],[81913],[82114],[83971],[84387],[89875],[90358],[91237],[93436],[95048],[95249],[95461],[103360],[104815],[105298],[105630],[110590],[112202],[112403],[112615],[116271],[116472],[118329],[118745],[127833],[129280],[129481],[129693],[133389],[135651],[135852],[137709],[138125],[142264],[144534],[149494],[154175],[154976],[156840],[157256],[161072],[161273],[163726],[165996],[170995],[176551],[178813],[179014],[184266],[185121],[187011],[189658],[191522],[194307],[199863],[208022],[208223],[210676],[216306],[217537],[222237],[224127],[232870],[233071],[239756],[241620],[244405],[251406],[256519],[265756],[267620],[274697],[276587],[290640],[291598],[301411],[303301],[310443],[326791],[337399],[346018],[362822],[372732],[397743],[429324]
   ]
cell #809 :
  |C| = 553
  W-rep = phi[[3, 2, 1],[1]]+phi[[3, 1, 1],[2]]+phi[[3, 2],[1, 1]]+phi[[3, 1],[2, 1]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     91 tau_infinity subcells with 4 member(s)
  subcells = [
     [61033],[61441],[61472],[74181],[76643],[76674],[78967],[79489],[89053],[93503],[94276],[95317],[95348],[97193],[99989],[110657],[111430],[116540],[117438],[118142],[118251],[118631],[123411],[135920],[136818],[142186],[142566],[144324],[144502],[149561],[150334],[153121],[163648],[164028],[170963],[173452],[179082],[179980],[182393],[183166],[194275],[202146],[208872],[210598],[210978],[215560],[226994],[244373],[279454],
     [24423,248808],[32779,277664],[34142,283851],[34183,214662],[42374,116445],[44602,313156],[44643,242561],[46388,248428],[46402,319900],[51524,91515],[51555,91546],[52836,135825],[56402,142407],[57617,144478],[57870,345872],[59150,277284],[59164,349125],[65611,112471],[65642,112502],[67357,161246],[67487,114347],[69019,163869],[73284,170939],[73333,171192],[74800,173489],[75070,309834],[75084,381421],[75131,173345],[77955,178987],[82182,129549],[82213,129580],[83784,137522],[83893,137631],[84273,138011],[85493,133456],[86266,191665],[88156,194251],[88205,194504],[93233,202183],[94869,415508],[94993,204913],[97063,208196],[98725,210819],[103173,156653],[103282,156762],[103662,157142],[105420,165786],[105598,165964],[108244,224324],[110387,227031],[114217,233044],[116216,235447],[119851,176618],[120624,241763],[122514,244349],[122563,244602],[126456,184234],[127623,186801],[127801,186979],[130290,196764],[135596,261447],[139231,199930],[140004,267763],[147148,276784],[149291,279491],[153810,216641],[155196,219413],[161922,233720],[168610,303498],[178758,315371],
     [5425,27662,132236,191824],[7652,63703,154688,217505],[8572,37938,159593,224095],[8613,38142,107346,161341],[10646,44374,175398,241922],[11809,82027,184756,251741],[12933,49857,189370,256487],[13025,50954,131856,191444],[13039,50894,189878,258395],[14448,54836,198710,267922],[15922,58685,206543,276555],[15963,58889,146250,208291],[17417,103149,217053,287003],[17565,103482,154921,287322],[18716,65516,159043,222159],[18995,65456,221872,291933],[19124,66738,108195,224071],[19155,66717,161017,293912],[19676,41246,225204,304378],[21039,71302,231391,303269],[21080,71506,167712,233139],[22908,74976,239468,310411],[23000,76073,175018,241542],[23014,76013,239976,312319],[24765,126432,183782,250656],[25067,127660,184610,323260],[25662,82087,127251,185043],[26674,84114,131567,256463],[26882,83760,256035,327691],[27030,84093,189603,328010],[27196,85550,133186,258432],[27890,55064,259232,340112],[27931,55105,192463,268561],[29584,89848,265468,337367],[29676,90945,198330,267542],[29690,90885,265976,339275],[31819,95222,205993,274619],[32098,95162,274332,346353],[32227,96444,147099,276531],[32258,96423,207967,348332],[34612,153664,153847,286308],[34943,104943,155089,219306],[35655,102993,103503,217481],[36591,104788,290352,362790],[36870,70234,105574,165940],[36919,105827,159288,291970],[37123,70487,291452,372586],[37172,105457,221726,363706],[38403,71767,224824,303998],[38417,71781,294705,375839],[40286,112376,230841,301333],[40565,112316,301046,373067],[40694,113598,168561,303245],[40725,113577,232815,375046],[43386,118472,174729,310387],[43594,118118,309959,381615],[43742,118451,239701,381934],[43908,119908,176348,312356],[46992,126689,183949,250975],[48165,83031,127777,186955],[48214,127496,128030,251778],[48418,83284,324559,397597],[49062,129454,254800,326713],[49341,129394,326426,398078],[49681,89672,130327,196801],[49951,89942,255910,336790],[49965,89956,327497,407421],[50012,90003,130183,196657],[53848,137852,198041,337343],[54056,137498,336915,407615],[54204,137831,265701,407934],[54370,139288,199660,339312],[57666,144731,206238,346390],[57919,144361,274186,416166],[63527,104612,155233,219450],[63797,104882,288375,362213],[63811,104896,360647,431584],[64570,156983,220690,362766],[64778,156629,362338,431778],[64926,156962,290585,432097],[65163,112023,363048,440356],[65287,112147,157963,229761],[70283,166193,231086,373104],[70536,165823,300900,441014],[80874,184210,394988,461758],[81734,129101,395640,463275],[81858,129225,185349,253720],[83080,187208,255045,398115],[83333,186838,326280,463933],[102003,154097,429071,491768],[102248,216678,359416,491855]
   ]
cell #810 :
  |C| = 154
  W-rep = phi[[4, 1, 1],[1]]+phi[[4, 1],[1, 1]]
  special rep = phi[[4, 1],[1, 1]] , dim = 84
  orbit = [8, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     14 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [46501],[59263],[61511],[76713],[79549],[95387],[97253],[100692],[118691],[120871],[144412],[144981],[173429],[204811],
     [13138,51494],[17604,103638],[19194,67198],[23113,76613],[24685,184008],[25262,128120],[27069,84249],[27256,86028],[29789,91485],[32297,96904],[34392,286234],[34522,216478],[35070,155148],[35189,155590],[37367,105917],[37622,107971],[38516,71880],[40764,114058],[43781,118607],[43968,120386],[46893,250776],[47537,185293],[50139,130242],[50258,130684],[51594,91585],[54243,137987],[54430,139766],[58114,144821],[58369,146875],[62793,217721],[64965,157118],[65681,112541],[65832,157907],[67547,114407],[70731,166283],[70986,168337],[75258,173404],[75377,173846],[82252,129619],[83528,187298],[84333,138071],[84489,188186],[86513,140251],[90130,196716],[90249,197158],[95538,204857],[103722,157202],[105070,219365],[105189,219807],[105508,165874],[106077,166443],[112692,229705],[118847,238284],[126816,251034],[127711,186889],[128280,187458],[129770,253664],[130267,196741],[138227,264284],[153898,216729],[154252,286646],[155173,219390],[157358,289168],[157861,229659],[184033,251059],[184368,322884],[185247,253618],[216244,358906],[216432,286600],[250571,322580]
   ]
cell #811 :
  |C| = 553
  W-rep = phi[[3, 2, 1],[1]]+phi[[3, 1, 1],[2]]+phi[[3, 2],[1, 1]]+phi[[3, 1],[2, 1]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     91 tau_infinity subcells with 4 member(s)
  subcells = [
     [61036],[61417],[61433],[74184],[76619],[76635],[78959],[79479],[89056],[93506],[94268],[95293],[95309],[97183],[99979],[110660],[111422],[116532],[117428],[118132],[118243],[118621],[123414],[135912],[136808],[142178],[142556],[144323],[144492],[149564],[150326],[153124],[163640],[164018],[170953],[173451],[179074],[179970],[182396],[183158],[194265],[202145],[208875],[210590],[210968],[215550],[226993],[244363],[279453],
     [24426,248798],[32782,277654],[34114,283841],[34192,214654],[42377,116511],[44574,313146],[44652,242553],[46358,319899],[46391,248420],[51500,91491],[51516,91507],[52839,135891],[56394,142490],[57537,144489],[57842,345862],[59120,349124],[59153,277276],[65587,112447],[65603,112463],[67360,161312],[67477,114337],[69011,163952],[73204,170950],[73323,171284],[74580,173346],[74710,173501],[75040,381420],[75073,309826],[77958,179053],[82158,129525],[82174,129541],[83774,137512],[83885,137623],[84263,138001],[85496,133459],[86258,191748],[88076,194262],[88195,194596],[93143,202195],[94861,415507],[94894,204914],[97066,208262],[98717,210902],[103163,156643],[103274,156754],[103652,157132],[105419,165785],[105588,165954],[108234,224416],[110297,227043],[114220,233110],[116117,235448],[119854,176621],[120616,241846],[122434,244360],[122553,244694],[126446,184224],[127622,186800],[127791,186969],[130289,196763],[135497,261448],[139234,199933],[139996,267846],[147138,276876],[149201,279503],[153809,216640],[155195,219412],[161925,233723],[168600,303590],[178659,315372],
     [5428,27826,132226,191814],[8544,38202,159583,224085],[8622,38361,107338,161333],[10649,44538,175388,241912],[12695,49911,189360,256477],[12995,51233,189877,258394],[13028,51285,131848,191436],[14451,55000,198700,267912],[15894,58949,206533,276545],[15972,59108,146242,208283],[17907,63757,154678,217495],[18686,65530,221871,291932],[18719,65582,159035,222151],[19100,67126,160918,293913],[19116,67146,108115,224082],[19679,41249,225194,304368],[21011,71566,231381,303259],[21089,71725,167704,233131],[22670,75030,239458,310401],[22970,76352,239975,312318],[23003,76404,175010,241534],[25632,82101,184755,251740],[25665,82153,127243,185035],[26477,83771,256034,327690],[26650,84177,189504,328011],[26666,84197,131487,256474],[27186,86030,133096,258444],[27862,55036,259222,340102],[27940,55114,192455,268553],[29346,89902,265458,337357],[29646,91224,265975,339274],[29679,91276,198322,267534],[31789,95236,274331,346352],[31822,95288,205985,274611],[32203,96832,207868,348333],[32219,96852,147019,276542],[35458,103160,217052,287002],[35631,103566,154822,287323],[35647,102913,103586,217492],[36353,104842,290342,362780],[36694,105469,221714,363707],[36790,70154,105585,165951],[36909,105919,159198,291982],[37095,70459,291442,372576],[38373,71737,294704,375838],[38406,71770,224816,303990],[40256,112390,301045,373066],[40289,112442,230833,301325],[40670,113986,232716,375047],[40686,114006,168481,303256],[43189,118129,309958,381614],[43362,118535,239602,381935],[43378,118555,174649,310398],[43898,120388,176258,312368],[47119,126443,183781,250655],[47989,127672,184598,323261],[48085,82951,127788,186966],[48204,127406,128122,251790],[48390,83256,324549,397587],[49032,129468,326425,398077],[49065,129520,254792,326705],[49461,89452,130184,196658],[49591,89582,130339,196813],[49921,89912,327496,407420],[49954,89945,255902,336782],[53651,137509,336914,407614],[53824,137915,265602,407935],[53840,137935,197961,337354],[54360,139768,199570,339324],[57441,144373,274174,416167],[57656,144823,206148,346402],[62352,153652,153859,286309],[63307,104392,155090,219307],[63437,104522,155245,219462],[63767,104852,360646,431583],[63800,104885,288367,362205],[64373,156640,362337,431777],[64546,157046,290486,432098],[64562,157066,220610,362777],[65155,112015,363047,440355],[65188,112048,157964,229762],[70058,165835,300888,441015],[70273,166285,230996,373116],[80568,126590,183950,250976],[80794,184221,394987,461757],[81726,129093,395639,463274],[81759,129126,185350,253721],[82855,186850,326268,463934],[83070,187300,254955,398127],[101995,154089,429070,491767],[102158,216690,359404,491856]
   ]
cell #812 :
  |C| = 154
  W-rep = phi[[4, 1, 1],[1]]+phi[[4, 1],[1, 1]]
  special rep = phi[[4, 1],[1, 1]] , dim = 84
  orbit = [8, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     14 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [34195],[44655],[46430],[59192],[61487],[75112],[76689],[79542],[95363],[97246],[118157],[118684],[144405],[173341],
     [8625,38364],[11837,82156],[13067,51288],[15975,59111],[17093,153869],[17580,103576],[19023,65585],[19170,67136],[21092,71728],[23042,76407],[24678,183997],[25154,127682],[25255,128109],[27045,84187],[27249,86017],[27943,55117],[29718,91279],[32126,95291],[32273,96842],[34479,216428],[35063,155137],[37259,105479],[37360,105906],[38445,71809],[40593,112445],[40740,113996],[43757,118545],[43961,120375],[46801,250567],[47494,185243],[49369,129523],[49993,89984],[50132,130231],[51570,91561],[54219,137925],[54423,139755],[58006,144383],[58107,144810],[63839,104924],[64941,157056],[65657,112517],[65789,157857],[67540,114400],[70623,165845],[70724,166272],[75251,173393],[82228,129595],[83420,186860],[83521,187287],[83799,137537],[84326,138064],[90123,196705],[95495,204807],[102335,216700],[103188,156668],[103715,157195],[105063,219354],[105501,165867],[112649,229655],[126471,184249],[126809,251023],[127704,186882],[129727,253614],[130179,196653],[153891,216722],[154209,286596],[155085,219302],[183731,322576],[183945,250971],[216199,286250]
   ]
cell #813 :
  |C| = 553
  W-rep = phi[[3, 2, 1],[1]]+phi[[3, 1, 1],[2]]+phi[[3, 2],[1, 1]]+phi[[3, 1],[2, 1]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     91 tau_infinity subcells with 4 member(s)
  subcells = [
     [46059],[46367],[57101],[59129],[61012],[61426],[69718],[73510],[74160],[75049],[76628],[78952],[79469],[88382],[89032],[93482],[94261],[94962],[95302],[97173],[99424],[110636],[111415],[116185],[116525],[118236],[118611],[122740],[123390],[125772],[135565],[135905],[142171],[144386],[144419],[149540],[150319],[152450],[153100],[163633],[170880],[173356],[177112],[178727],[179067],[183151],[194192],[210583],[244290],
     [24427,182372],[31011,93464],[32783,208851],[34115,214307],[34191,214647],[38382,71746],[39478,110618],[42353,116470],[43270,118235],[44575,242206],[44651,242546],[46390,248413],[49930,89921],[51423,133417],[51509,91500],[52815,135850],[56286,142170],[56387,142481],[57530,144480],[57843,274012],[59152,277269],[60225,149522],[61423,283768],[63776,104861],[65256,112116],[65596,112456],[66686,108421],[67336,161271],[67467,114327],[68903,163632],[69004,163943],[73197,170941],[74667,173441],[75072,309819],[76542,176579],[76625,313073],[77934,179012],[81827,129194],[82167,129534],[83878,137616],[84253,137991],[86251,191739],[88069,194253],[91414,199891],[93100,202135],[94802,204822],[95299,345789],[96392,147325],[97042,208221],[98609,210582],[98710,210893],[103267,156747],[103642,157122],[105482,165848],[105515,165881],[110254,226983],[113546,168787],[114196,233069],[118138,380877],[120609,241837],[122427,244351],[127685,186863],[127718,186896],[130194,196668],[133950,200424],[139989,267837],[149158,279443],[153872,216703],[155100,219317],[183960,250986],
     [5429,27827,85472,133435],[8545,38203,106991,160986],[8621,38360,107331,161326],[10650,44539,119830,176597],[12696,49912,131329,189572],[13004,51244,86150,191428],[13027,51284,131841,191429],[14452,55001,139210,199909],[15895,58950,145895,207936],[15971,59107,146235,208276],[17908,63758,102755,154890],[18695,65541,106659,222143],[18718,65581,159028,222144],[19106,67134,159510,224012],[19109,67137,108108,224073],[19680,41250,161901,233699],[21012,71567,167357,232784],[21088,71724,167697,233124],[22671,75031,174491,239670],[22979,76363,120508,241526],[23002,76403,175003,241527],[25641,81495,82112,185027],[25664,82152,127236,185028],[26558,53732,83877,137615],[26656,84185,189287,256404],[26659,84188,131480,256465],[27176,86019,133053,258384],[27863,55037,192108,268206],[27939,55113,192448,268546],[29347,89903,197803,265670],[29655,91235,139888,267526],[29678,91275,198315,267527],[31798,95247,145563,274603],[31821,95287,205978,274604],[32209,96840,206460,276472],[32212,96843,147012,276533],[35539,64454,103266,156746],[35637,103574,154605,217422],[35640,102906,103577,217483],[36354,104843,220452,290554],[36700,105477,221597,291506],[36783,70147,105576,165942],[36899,105908,159155,291922],[37096,70460,221552,300726],[38405,71769,224809,303983],[40265,112401,167025,301317],[40288,112441,230826,301318],[40676,113994,231308,303186],[40679,113997,168474,303247],[43368,118543,239385,310328],[43371,118546,174642,310389],[43888,120377,176215,312308],[47995,127680,184481,251314],[48078,82944,127779,186957],[48194,127363,128111,251730],[48391,83257,252807,326106],[49041,129479,188040,326697],[49064,129519,254785,326698],[49494,130233,189034,327617],[49548,89539,130279,196753],[49953,89944,255895,336775],[51506,91497,259149,340029],[53830,137923,265385,337284],[53833,137926,197954,337345],[54350,139757,199527,339264],[57447,144381,274057,345926],[57646,144812,206105,346342],[62358,153867,216366,286382],[63340,154352,155139,286929],[63394,104479,155185,219402],[63799,104884,288360,362198],[64552,157054,290269,362707],[64555,157057,220603,362768],[65096,111956,157872,229670],[65593,112453,291369,372503],[70064,165843,300771,372640],[70263,166274,230953,373056],[74613,173395,239132,381541],[80601,183898,183999,322690],[81667,129034,185258,253629],[82164,129531,324476,397514],[82861,186858,326151,397651],[83060,187289,254912,398067],[83780,137518,326953,406877],[89485,196707,265132,407541],[101936,154030,216443,286611],[102164,216698,359287,429232],[103169,156649,360103,431040],[104425,219356,290016,431704],[126452,184230,394718,461640],[126623,251025,323032,461684]
   ]
cell #814 :
  |C| = 154
  W-rep = phi[[4, 1, 1],[1]]+phi[[4, 1],[1, 1]]
  special rep = phi[[4, 1],[1, 1]] , dim = 84
  orbit = [8, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     14 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [24428],[32784],[34144],[44604],[46403],[57872],[59165],[61471],[75085],[76673],[94870],[95347],[118141],[144315],
     [5430,27828],[7654,63759],[8574,38204],[10651,44540],[11810,82102],[12935,49913],[13040,51234],[14453,55002],[15924,58951],[17418,103161],[17564,103565],[18996,65531],[19154,67125],[19681,41251],[21041,71568],[22910,75032],[23015,76353],[24766,126444],[25066,127671],[26883,83772],[27029,84176],[27892,55066],[29586,89904],[29691,91225],[32099,95237],[32257,96831],[34611,153858],[34931,155082],[36593,104844],[37125,70489],[37171,105468],[38418,71782],[40566,112391],[40724,113985],[43595,118130],[43741,118534],[46980,183942],[48420,83286],[49342,129469],[49966,89957],[50000,130176],[51554,91545],[54057,137510],[54203,137914],[57918,144372],[62035,216196],[63812,104897],[64779,156641],[64925,157045],[65164,112024],[65641,112501],[70535,165834],[75119,173338],[80875,184222],[81735,129102],[82212,129579],[83332,186849],[83783,137521],[89991,196650],[102004,154098],[102247,216689],[103172,156652],[104931,219299],[105411,165777],[126455,184233],[126677,250968],[127614,186792],[153565,286247],[153801,216632],[183693,250584]
   ]
cell #815 :
  |C| = 154
  W-rep = phi[[4, 1, 1],[1]]+phi[[4, 1],[1, 1]]
  special rep = phi[[4, 1],[1, 1]] , dim = 84
  orbit = [8, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     14 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [24429],[32785],[34116],[44576],[46359],[57844],[59121],[61416],[75041],[76618],[94862],[95292],[118131],[144314],
     [5431,13355],[8546,19514],[10652,23330],[12697,26784],[12996,27673],[14454,30006],[15896,32617],[17909,35765],[18687,37025],[19099,38150],[19682,41252],[21013,41084],[22672,43496],[22971,44385],[25633,48320],[26478,49521],[26649,49859],[27864,55038],[29348,53958],[29647,54847],[31790,57772],[32202,58897],[35459,63367],[35630,63705],[36355,64680],[36693,65138],[37097,70461],[38374,71738],[40257,70389],[40669,71514],[43190,74640],[43361,74978],[47120,80628],[47988,81709],[48392,83258],[49033,83186],[49449,83700],[49922,89913],[51499,91490],[53652,89512],[53823,89850],[57440,94844],[62351,101978],[63295,103089],[63768,104853],[64374,104452],[64545,104790],[65156,112016],[65586,112446],[70057,111998],[74568,118058],[80556,126372],[80795,126650],[81727,129094],[82157,129524],[82854,129076],[83773,137511],[89440,137438],[101638,153534],[101996,154090],[102157,154072],[103162,156642],[104380,156569],[105410,165776],[126445,184223],[126578,184150],[127613,186791],[153553,216213],[153800,216631],[183692,250583]
   ]
cell #816 :
  |C| = 105
  W-rep = phi[[3, 2],[2]]
  special rep = phi[[3, 2],[2]] , dim = 105
  orbit = [6, 4, 4]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [5433],[5441],[8296],[8304],[8639],[10654],[10662],[12078],[12086],[12543],[12605],[12706],[14456],[14464],[15646],[15654],[15989],[17755],[17817],[17918],[18502],[18605],[20763],[20771],[21106],[22061],[22518],[22580],[22681],[24838],[25448],[25551],[26210],[26218],[26527],[28737],[29194],[29256],[29357],[30920],[31021],[31605],[31708],[34668],[35508],[36201],[36263],[36364],[38323],[39387],[39488],[40072],[40175],[42263],[43239],[45449],[47272],[47848],[48848],[48951],[51332],[51433],[52725],[53701],[56255],[59070],[60134],[60235],[62498],[63172],[64423],[66143],[67246],[68872],[71687],[76451],[76552],[77844],[80418],[81464],[84868],[86119],[91323],[91424],[95849],[96952],[98578],[102537],[106628],[113003],[114106],[119226],[120477],[130081],[131111],[138606],[139857],[145532],[157737],[166994],[174273],[188009],[197585],[220234],[251244]
   ]
cell #817 :
  |C| = 105
  W-rep = phi[[4],[2, 1]]+phi[[1],[5, 1]]
  special rep = phi[[4],[2, 1]] , dim = 70
  orbit = [8, 4, 1, 1]
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 70
     35 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [19911],[20485],[25998],[28196],[28252],[28951],[36062],[36118],[38591],[38809],[38861],[39770],[48482],[48700],[48752],[51772],[51788],[52086],[62457],[63898],[63914],[64212],[67745],[67808],[80707],[80723],[82262],[82325],[86771],[102017],[102080],[103765],[126109],[126477],[153544],
     [6500,56865],[7145,61104],[9229,69482],[10137,42710],[10249,74252],[11116,46662],[13939,53172],[14051,89124],[14794,33014],[15228,56809],[15368,33588],[16579,99188],[16642,61803],[20345,69426],[21520,44908],[21576,44964],[22104,73819],[22275,45663],[23914,78291],[24026,123482],[24062,79958],[28780,88691],[30124,59338],[30342,59556],[30394,59608],[31303,60517],[33448,99132],[34340,153192],[41310,76891],[41326,76907],[41624,77205],[45492,123049],[55128,97451],[55191,97514],[71899,121129]
   ]
cell #818 :
  |C| = 98
  W-rep = phi[[4, 1],[1, 1]]+phi[[],[5, 2]]
  special rep = phi[[4, 1],[1, 1]] , dim = 84
  orbit = [8, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     70 tau_infinity subcells with 1 member(s)
     14 tau_infinity subcells with 2 member(s)
  subcells = [
     [5487],[8658],[10708],[12725],[13159],[14510],[16008],[17937],[18731],[19315],[20597],[21125],[22700],[23134],[25677],[26486],[26704],[29091],[29376],[29810],[31834],[32418],[35467],[35685],[36383],[36703],[38917],[39941],[40301],[40885],[43198],[43416],[47128],[47998],[48808],[49077],[49450],[52138],[53435],[53660],[53878],[57450],[62361],[63296],[64264],[64382],[64600],[67824],[68209],[70067],[74569],[80557],[80803],[82341],[82726],[82864],[86844],[89441],[101639],[102096],[102167],[103838],[104381],[108865],[126550],[126579],[128338],[153554],[153905],[183701],
     [11228,24485],[15480,33700],[16782,34228],[22415,45803],[24233,46522],[30450,59664],[31474,60688],[33917,61632],[41676,77257],[42973,78554],[55207,97530],[55592,97915],[71972,121202],[91711,147769]
   ]
cell #819 :
  |C| = 126
  W-rep = phi[[3, 3, 1],[]]+phi[[3],[3, 1]]
  special rep = phi[[3],[3, 1]] , dim = 105
  orbit = [6, 6, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     84 tau_infinity subcells with 1 member(s)
     21 tau_infinity subcells with 2 member(s)
  subcells = [
     [7185],[10748],[11157],[11231],[15409],[15685],[16123],[16722],[20526],[22092],[22355],[22586],[22724],[24094],[28768],[29031],[30926],[31064],[31335],[31652],[31670],[33629],[39393],[39531],[39802],[41656],[42207],[42225],[43169],[43223],[45480],[45743],[46703],[52118],[52669],[52687],[55462],[56185],[56239],[57419],[60140],[60278],[60549],[61883],[64244],[68079],[68802],[68856],[72218],[73086],[77237],[77788],[77806],[79990],[82596],[87090],[87958],[92036],[93950],[97785],[98508],[98562],[100119],[104084],[109190],[111104],[116954],[117568],[121448],[122316],[128663],[136334],[136948],[142988],[148094],[150008],[164450],[171825],[179496],[180110],[195137],[211400],[215690],[245235],
     [5527,14550],[8335,20802],[8773,21240],[12117,26249],[12611,29262],[12749,29400],[17823,36269],[17961,36407],[18549,40119],[18567,40137],[25495,48895],[25513,48913],[26457,53631],[26511,53685],[34715,62545],[35438,64353],[35492,64407],[36672,70036],[47099,80774],[47967,82833],[62330,102136]
   ]
cell #820 :
  |C| = 154
  W-rep = phi[[4, 1, 1],[1]]+phi[[4, 1],[1, 1]]
  special rep = phi[[4, 1],[1, 1]] , dim = 84
  orbit = [8, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     14 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [61621],[76823],[79582],[97286],[100699],[118724],[120878],[124921],[144988],[147452],[173436],[174035],[204894],[238288],
     [19304,38355],[25295,47855],[27289,51339],[32407,59102],[34529,62180],[35196,63145],[37400,66150],[37629,67219],[40874,71719],[44001,76458],[46789,80254],[46925,80413],[47544,81146],[47678,81459],[50265,84841],[50572,86114],[51704,91695],[54463,91330],[58147,95856],[58376,96925],[62118,101714],[62825,102532],[65839,106310],[65973,106623],[67580,114440],[70764,113010],[70993,114079],[75384,119199],[75691,120472],[81084,126962],[83561,130088],[84366,138104],[84521,131106],[86520,140258],[90256,138579],[90563,139852],[95545,145214],[95679,145527],[103755,157235],[105196,157710],[106084,166450],[106248,158754],[108548,168914],[112699,166676],[112833,166989],[118879,174268],[128287,187465],[129777,187691],[129911,188004],[130274,196748],[130873,197347],[138259,197580],[145152,205704],[154259,216911],[155180,219397],[155779,219996],[157390,220229],[157944,229742],[166614,230552],[184040,251066],[184400,251239],[185330,253701],[187629,254511],[188190,264288],[216515,286683],[216849,286807],[217725,289172],[250610,322600],[250780,322888],[286238,358910]
   ]
cell #821 :
  |C| = 413
  W-rep = phi[[3, 2, 2],[]]+phi[[3, 2, 1],[1]]+phi[[3, 1],[2, 1]]+phi[[3],[2, 2]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     140 tau_infinity subcells with 2 member(s)
     21 tau_infinity subcells with 4 member(s)
  subcells = [
     [43151],[57499],[57517],[72849],[73166],[73184],[74688],[79723],[85940],[87721],[88038],[88056],[92705],[93121],[97427],[100737],[100917],[107760],[109859],[110275],[115654],[120298],[120916],[121096],[122079],[122396],[122414],[124928],[124973],[132658],[135034],[139678],[145026],[146664],[147459],[147504],[148763],[149179],[160455],[165695],[168126],[174042],[174087],[175820],[178196],[199132],[204901],[207405],[232253],
     [7182,152106],[10745,176768],[11235,182011],[15682,205520],[16127,208490],[16726,213776],[16847,152124],[22359,237939],[22529,238366],[22728,239010],[23339,176786],[24179,181595],[26439,53613],[27430,51480],[29035,263939],[31068,270907],[31420,204514],[31607,273250],[31719,273408],[31899,205538],[33788,151789],[35234,63183],[35420,64335],[36752,70116],[36770,70134],[37667,67257],[37847,67437],[39535,297621],[39887,229362],[42274,306127],[42454,236072],[42844,173125],[43241,309165],[43286,238471],[44142,76599],[45747,317863],[46932,80420],[47081,80756],[47685,81466],[47730,81511],[48047,82913],[48065,82931],[49569,89560],[50303,84879],[50579,86121],[50624,86166],[52736,333083],[52916,262072],[53306,196437],[54604,91471],[56076,202781],[56257,342126],[56302,270368],[58414,96963],[58594,97143],[60282,352041],[60634,281822],[61887,284713],[62151,101766],[62832,102539],[62981,102875],[62999,102893],[63415,104500],[65980,106630],[66025,106675],[66342,108077],[66360,108095],[67721,114581],[68693,227629],[68874,368840],[68919,297082],[71031,114117],[71211,114297],[75422,119237],[75698,120479],[75743,120524],[77855,387007],[78035,315996],[78425,246535],[80075,249230],[81117,127014],[81296,127384],[84528,131113],[84677,131449],[84695,131467],[85111,133074],[86558,140296],[86738,140476],[90294,138617],[90570,139859],[90615,139904],[95686,145534],[95731,145579],[96048,146981],[96066,146999],[98399,280089],[98580,421300],[98625,351502],[101307,215076],[105234,157748],[106122,166488],[106281,158806],[106460,159176],[108555,168921],[108600,168966],[112840,166996],[112885,167041],[113202,168443],[113220,168461],[118886,174275],[119035,174611],[119053,174629],[119469,176236],[124747,182840],[128325,187503],[129918,188011],[129963,188056],[130880,197354],[130925,197399],[138266,197587],[138415,197923],[138433,197941],[138849,199548],[144233,212645],[145185,205756],[145364,206126],[155786,220003],[155831,220048],[157397,220236],[157546,220572],[157564,220590],[157951,229749],[166647,230604],[166826,230974],[184407,251246],[185337,253708],[187662,254563],[187841,254933],[216522,286690],[216882,286859],
     [5524,14547,133606,200080],[8332,20799,158570,230368],[8777,21244,161540,233338],[12114,26246,185956,254327],[12554,29205,188268,264366],[12753,29404,188912,265010],[13364,30015,133624,200098],[17766,36212,217803,289250],[17965,36411,218447,289894],[18504,40074,220790,299964],[18616,40186,220948,300122],[18796,40366,158588,230386],[24849,47283,250858,322966],[25450,48850,252045,325344],[25562,48962,252203,325502],[25742,49142,185974,254345],[26529,53703,255241,336121],[26574,53748,188373,264471],[34670,62500,286427,359180],[35510,64425,287706,361544],[35555,64470,217908,289355]
   ]
cell #822 :
  |C| = 189
  W-rep = phi[[3],[3, 1]]+phi[[2],[4, 1]]
  special rep = phi[[3],[3, 1]] , dim = 105
  orbit = [6, 6, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     21 tau_infinity subcells with 1 member(s)
     84 tau_infinity subcells with 2 member(s)
  subcells = [
     [28970],[38880],[39775],[48771],[52022],[52091],[64148],[64217],[67813],[68022],[82330],[82539],[86819],[87061],[102085],[103813],[104055],[108905],[126525],[128378],[153945],
     [7138,100092],[10242,117541],[11113,123867],[11153,79068],[14044,136921],[15214,93923],[15365,143353],[15405,94377],[16661,61822],[20331,111077],[20482,164815],[20522,111531],[21573,169809],[21939,116688],[22088,73890],[22294,45682],[24019,180083],[24067,79963],[28249,193121],[28615,136068],[28764,88762],[30338,140989],[30413,59627],[30841,142717],[30868,93854],[31308,60522],[33434,149981],[33585,211765],[33625,150435],[34333,215663],[36115,219096],[38805,162451],[39308,164179],[39335,111008],[41533,169687],[41560,77141],[41629,77210],[42150,116897],[42165,171540],[44961,243219],[45327,179230],[45476,123120],[46659,249595],[46699,183267],[48696,186511],[51995,192999],[52612,136277],[52627,194852],[55196,97519],[55405,97728],[55420,200895],[56156,142959],[56862,271556],[59552,209401],[60055,211129],[60082,149912],[61101,282697],[64121,218974],[68037,225743],[68773,164421],[69479,298270],[71947,121177],[72189,121419],[73815,236609],[74249,308120],[77114,243097],[77731,179439],[77746,244950],[82554,253262],[88687,262609],[89121,335076],[91751,147809],[93827,271434],[97743,278203],[98479,211371],[99185,352690],[110981,298148],[116912,307186],[123045,316533],[123479,389000],[136292,334142],[149885,352568],[153189,427982],[179454,388066]
   ]
cell #823 :
  |C| = 105
  W-rep = phi[[3, 2],[2]]
  special rep = phi[[3, 2],[2]] , dim = 105
  orbit = [6, 4, 4]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [8725],[12736],[13279],[16075],[17948],[18614],[18767],[19481],[21192],[22711],[23254],[25560],[25713],[26566],[26751],[29387],[29930],[31051],[31717],[31870],[32584],[35547],[35732],[36394],[36714],[36745],[39518],[40184],[40337],[41051],[42272],[42425],[43278],[43463],[48009],[48040],[48960],[49113],[49475],[51463],[52734],[52887],[53740],[53925],[56294],[57461],[57492],[60265],[62372],[63181],[63321],[64462],[64647],[67255],[67408],[68911],[70078],[70109],[73159],[74594],[76582],[77853],[78006],[80582],[81503],[82875],[82906],[84877],[86158],[88031],[89466],[91454],[96961],[97114],[98617],[102178],[102868],[104406],[106667],[108070],[114115],[114268],[119235],[120516],[122389],[126604],[126912],[131442],[138615],[139896],[145571],[146974],[153758],[157746],[158704],[167033],[168436],[174604],[188048],[197916],[205654],[220565],[230502],[254461],[286757]
   ]
cell #824 :
  |C| = 126
  W-rep = phi[[3, 3, 1],[]]+phi[[3],[3, 1]]
  special rep = phi[[3],[3, 1]] , dim = 105
  orbit = [6, 6, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     84 tau_infinity subcells with 1 member(s)
     21 tau_infinity subcells with 2 member(s)
  subcells = [
     [16850],[23342],[24182],[24349],[31423],[31902],[32705],[33840],[39890],[42457],[42896],[43289],[43500],[45901],[52919],[53358],[56305],[56516],[56943],[57470],[57494],[60637],[68922],[69133],[69560],[72386],[73137],[73161],[74596],[74664],[78038],[78477],[80078],[87258],[88009],[88033],[92087],[93029],[93097],[94799],[98628],[98839],[99266],[101359],[104252],[109241],[110183],[110251],[114942],[116022],[121616],[122367],[122391],[125614],[128714],[134322],[135402],[140837],[143156],[148145],[149087],[149155],[151326],[156183],[162299],[164618],[171876],[172662],[177484],[178564],[186359],[195188],[195974],[203133],[209249],[211568],[227981],[236457],[245286],[246072],[262457],[280441],[285550],[316381],
     [13367,30018],[18799,40369],[19602,41172],[25745,49145],[26577,53751],[26788,53962],[35558,64473],[35769,64684],[36723,70087],[36747,70111],[48018,82884],[48042,82908],[49477,89468],[49545,89536],[62381,102187],[63323,104408],[63391,104476],[65093,111953],[80584,126606],[81664,129031],[101933,154027]
   ]
cell #825 :
  |C| = 154
  W-rep = phi[[4, 1, 1],[1]]+phi[[4, 1],[1, 1]]
  special rep = phi[[4, 1],[1, 1]] , dim = 84
  orbit = [8, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     14 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [46510],[59272],[61514],[76716],[79550],[95390],[97254],[100691],[118692],[120870],[144413],[144980],[173428],[204810],
     [13147,27824],[17607,35340],[19197,38248],[23122,44536],[24686,46953],[25263,47823],[27072,50409],[27257,51307],[29798,54998],[32300,58995],[34521,62172],[35071,62853],[35188,63137],[37368,66118],[37621,67211],[38525,71889],[40767,71612],[43784,75528],[43969,76426],[46881,80350],[47536,81138],[50140,84549],[50257,84833],[51597,91588],[54246,90400],[54431,91298],[58115,95824],[58368,96917],[62023,101619],[62781,102469],[64968,105340],[65684,112544],[65831,106302],[67548,114408],[70732,112978],[70985,114071],[75259,118907],[75376,119191],[82255,129622],[83529,130056],[84334,138072],[84477,131043],[86512,140250],[90131,138287],[90248,138571],[95537,145206],[103723,157203],[105071,157418],[105188,157702],[105509,165875],[106076,166442],[112691,166668],[118835,174205],[126817,184428],[127712,186890],[128279,187457],[129769,187683],[130266,196740],[138215,197517],[153899,216730],[154251,216903],[155172,219389],[157346,220166],[157860,229658],[184032,251058],[184356,251176],[185246,253617],[216232,286264],[216431,286599],[250570,322579]
   ]
cell #826 :
  |C| = 413
  W-rep = phi[[3, 2, 2],[]]+phi[[3, 2, 1],[1]]+phi[[3, 1],[2, 1]]+phi[[3],[2, 2]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     140 tau_infinity subcells with 2 member(s)
     21 tau_infinity subcells with 4 member(s)
  subcells = [
     [31691],[42008],[42246],[43244],[51184],[52470],[52708],[55953],[56260],[57488],[61622],[66991],[68570],[68877],[72807],[73155],[74590],[76303],[76824],[77589],[77827],[79583],[79722],[85817],[87679],[88027],[91175],[96697],[97287],[97426],[98276],[98583],[100736],[107718],[111890],[113851],[118725],[120175],[120915],[122037],[122385],[124916],[139555],[145025],[146622],[147447],[168084],[174030],[204889],
     [7187,100709],[10750,120888],[11159,124624],[11234,124931],[15411,144110],[15687,144998],[16126,147462],[16695,100471],[16725,151747],[16841,152095],[18588,40158],[19305,38356],[20528,165572],[22094,171459],[22328,117920],[22358,173083],[22588,173541],[22727,174045],[23333,176757],[25296,47856],[25534,48934],[26532,53706],[27290,51340],[27429,51479],[28770,194771],[29004,137300],[29034,196395],[30772,142660],[30928,202235],[31067,202739],[31718,204996],[31893,205509],[32408,59103],[33631,212522],[35206,63155],[35233,63182],[35513,64428],[36741,70105],[37401,66151],[37639,67229],[37666,67256],[39239,164122],[39395,227083],[39534,227587],[40875,71720],[42273,235530],[43208,238355],[43229,238380],[44002,76459],[44141,76598],[45482,244869],[45716,180462],[45746,246493],[46705,182717],[47673,81454],[47688,81469],[48036,82902],[49471,89462],[50275,84851],[50302,84878],[50567,86109],[50582,86124],[51705,91696],[52735,261530],[54464,91331],[54603,91470],[56245,270277],[57425,273255],[58148,95857],[58386,96935],[58413,96962],[59986,211072],[60142,279543],[60281,280047],[61856,152755],[61886,215034],[62728,102431],[62970,102864],[63317,104402],[65968,106618],[65983,106633],[66331,108066],[67581,114441],[67720,114580],[68862,296991],[70765,113011],[71003,114089],[71030,114116],[75394,119209],[75421,119236],[75686,120467],[75701,120482],[77854,315454],[79427,125533],[80503,126334],[80578,126600],[81011,126908],[83562,130089],[84367,138105],[84424,131005],[84666,131438],[86557,140295],[90266,138589],[90293,138616],[90558,139847],[90573,139862],[94736,150794],[95674,145522],[95689,145537],[96037,146970],[98568,351411],[101851,153754],[103756,157236],[105206,157720],[105233,157747],[106121,166487],[106175,158700],[108543,168909],[112828,166984],[112843,166999],[113191,168432],[118782,174167],[119024,174600],[128324,187502],[129906,187999],[129921,188014],[130868,197342],[138162,197479],[138404,197912],[145079,205650],[155774,219991],[157293,220128],[157535,220561],[157939,229737],[166541,230498],[184303,251138],[185325,253696],[187556,254457],[216510,286678],[216776,286753],
     [5529,14552,86530,140268],[8337,20804,106094,166460],[8776,21243,108558,168924],[12119,26251,128297,187475],[12613,29264,130379,196853],[12752,29403,130883,197357],[13358,30009,133595,200069],[17825,36271,155285,219502],[17964,36410,155789,220006],[18615,40185,158046,229844],[18790,40360,158559,230357],[25561,48961,185432,253803],[25736,49136,185945,254316],[26496,53670,188257,264355],[26517,53691,188282,264380],[35477,64392,217792,289239],[35498,64413,217817,289264],[36678,70042,220795,299969],[47138,80813,250847,322955],[47973,82839,252050,325349],[62336,102142,286432,359185]
   ]
cell #827 :
  |C| = 126
  W-rep = phi[[3, 3, 1],[]]+phi[[3],[3, 1]]
  special rep = phi[[3],[3, 1]] , dim = 105
  orbit = [6, 6, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     84 tau_infinity subcells with 1 member(s)
     21 tau_infinity subcells with 2 member(s)
  subcells = [
     [7188],[10751],[11160],[11232],[15412],[15688],[16124],[16723],[20529],[22095],[22356],[22589],[22725],[24095],[28771],[29032],[30929],[31065],[31336],[31653],[31671],[33632],[39396],[39532],[39803],[41657],[42208],[42226],[43170],[43222],[45483],[45744],[46706],[52119],[52670],[52688],[55463],[56186],[56238],[57418],[60143],[60279],[60550],[61884],[64245],[68080],[68803],[68855],[72219],[73085],[77238],[77789],[77807],[79991],[82597],[87091],[87957],[92035],[93951],[97786],[98509],[98561],[100120],[104085],[109189],[111105],[116955],[117569],[121449],[122315],[128662],[136335],[136949],[142989],[148093],[150009],[164451],[171824],[179497],[180111],[195136],[211401],[215691],[245234],
     [5530,14553],[8338,20805],[8774,21241],[12120,26252],[12614,29265],[12750,29401],[17826,36272],[17962,36408],[18550,40120],[18568,40138],[25496,48896],[25514,48914],[26458,53632],[26510,53684],[34716,62546],[35439,64354],[35491,64406],[36671,70035],[47100,80775],[47966,82832],[62329,102135]
   ]
cell #828 :
  |C| = 455
  W-rep = phi[[3, 1, 1],[2]]+phi[[3, 1],[2, 1]]+phi[[1, 1, 1],[4]]+phi[[1, 1],[4, 1]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     35 tau_infinity subcells with 1 member(s)
     140 tau_infinity subcells with 2 member(s)
     35 tau_infinity subcells with 4 member(s)
  subcells = [
     [53499],[68273],[69867],[82790],[86964],[87355],[89239],[100864],[103958],[104349],[109060],[109493],[121043],[125032],[125121],[128533],[128966],[134078],[134092],[147563],[147652],[152227],[155939],[155953],[161989],[174805],[176889],[182095],[184140],[186049],[206327],[208574],[216548],[239794],[274112],
     [8870,109008],[12193,128481],[13425,192551],[13485,134114],[17628,154748],[17997,218526],[18057,155975],[19379,160273],[19761,162068],[24870,250881],[25229,127356],[25318,184876],[25848,186128],[27093,189430],[27522,190657],[32482,207223],[33981,61696],[34018,100404],[34534,286369],[35153,154800],[35255,217313],[37334,159148],[37423,221992],[37794,107954],[37953,223244],[40949,232071],[43037,78618],[43074,117853],[43805,239528],[44234,240755],[46208,79815],[46254,79386],[46918,250730],[47549,251301],[47599,184854],[50222,189482],[50324,256295],[50683,132532],[50772,132923],[53536,137233],[54267,265528],[54696,266755],[55656,97979],[56145,141973],[57250,99573],[57296,94695],[58081,206098],[58170,274452],[58541,146858],[58700,275704],[61219,101023],[61279,100493],[61733,152688],[62818,216975],[64989,290412],[65844,291493],[65894,221970],[66463,160325],[68762,163435],[69913,111849],[70698,230946],[70787,301166],[71158,168320],[71317,302418],[72092,121322],[72483,121713],[73043,117148],[74367,123597],[74427,117942],[75341,239580],[75443,310219],[75802,175694],[75891,176085],[78655,180395],[79688,182285],[79861,125492],[83495,254905],[83584,326546],[84514,255957],[85195,190635],[86685,140423],[87915,136528],[89299,137322],[90213,265580],[90315,337175],[90674,199006],[90763,199397],[91906,147964],[92339,148397],[92579,142862],[92970,143253],[95550,345913],[95600,274430],[96169,207275],[97392,208764],[98468,210385],[99619,150753],[101083,152777],[103069,220766],[105153,290464],[105255,362598],[108659,169025],[108748,169114],[109733,164324],[110124,164715],[112704,372627],[112754,301144],[113323,232123],[114698,177240],[114712,177254],[115524,171695],[118872,309881],[119553,240733],[122273,179690],[123657,180484],[127585,255134],[129782,397638],[129832,326524],[131643,198117],[133727,200201],[134904,195007],[138252,336837],[138933,266733],[140527,208939],[141377,202903],[148637,211274],[149028,211665],[154264,429219],[155014,290678],[157383,362260],[159377,231175],[161624,233422],[162839,227751],[178066,245105],[184393,394910],[184536,326206],[189696,265794],[209789,280211],[216421,359342],[221652,300826],
     [6141,16220,91854,147912],[9623,23400,169239,242649],[9683,23460,114734,177276],[9890,22168,115472,171643],[9927,41941,72782,170518],[13692,28844,134852,194955],[13729,52403,87654,193830],[14644,32864,140606,209018],[14914,31160,141399,202925],[14960,30731,92604,201698],[19416,66924,107693,223650],[20031,39627,162861,227773],[20077,39198,109758,226546],[21691,42560,170112,236226],[21751,42030,115541,234974],[23667,45556,178014,245053],[23704,77522,122012,243928],[27395,85385,86009,191231],[27568,51143,132557,257947],[28367,53022,193424,262226],[28427,52492,134921,260974],[32519,96630,146597,276110],[33134,60374,209811,280233],[33180,59945,148662,279006],[38013,67013,160342,293439],[40986,113784,168059,302824],[44107,119743,120367,241329],[44280,76262,175719,311871],[45079,78141,243522,316150],[45139,77611,178083,314898],[54569,139123,139747,267329],[54742,91134,199031,338827],[58760,96719,207292,347859],[67686,114546,161814,233612],[71377,113873,232140,374573]
   ]
cell #829 :
  |C| = 455
  W-rep = phi[[3, 1, 1],[2]]+phi[[3, 1],[2, 1]]+phi[[1, 1, 1],[4]]+phi[[1, 1],[4, 1]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     35 tau_infinity subcells with 1 member(s)
     140 tau_infinity subcells with 2 member(s)
     35 tau_infinity subcells with 4 member(s)
  subcells = [
     [53500],[68274],[69866],[82791],[86965],[87354],[89229],[100865],[103959],[104348],[109059],[109483],[121044],[125033],[125120],[128532],[128956],[134068],[134091],[147564],[147651],[152226],[155929],[155952],[161988],[174806],[176888],[182083],[184130],[186048],[206326],[208562],[216547],[239782],[274100],
     [8871,109020],[12194,128493],[13484,134126],[17629,154760],[18056,155987],[19380,160285],[19751,162069],[25230,127357],[25317,184888],[25838,186129],[27094,189442],[27521,190669],[27975,192552],[32483,207235],[33982,61697],[34022,100405],[35152,154799],[35245,217314],[35841,218527],[37335,159149],[37422,222004],[37795,107955],[37943,223245],[40950,232083],[43038,78619],[43078,117854],[43806,239540],[44233,240767],[46207,79814],[46255,79387],[47177,250882],[47452,251302],[47587,184853],[50221,189481],[50314,256296],[50684,132533],[50771,132922],[53540,137234],[54268,265540],[54695,266767],[55657,97980],[56149,141974],[57249,99572],[57297,94696],[58082,206099],[58169,274464],[58542,146859],[58690,275705],[61209,101013],[61278,100492],[61737,152689],[62267,286370],[62714,216974],[64990,290424],[65747,291494],[65882,221969],[66462,160324],[68766,163436],[69914,111850],[70699,230947],[70786,301178],[71159,168321],[71307,302419],[72093,121323],[72482,121712],[73044,117149],[74357,123587],[74426,117941],[75340,239579],[75433,310220],[75803,175695],[75890,176084],[78659,180396],[79692,182286],[79862,125493],[80489,250729],[83496,254906],[83583,326558],[84410,255956],[85183,190634],[86686,140424],[87916,136529],[89298,137321],[90212,265579],[90305,337176],[90675,199007],[90762,199396],[91905,147963],[92329,148387],[92580,142863],[92969,143252],[95453,345914],[95588,274429],[96168,207274],[97396,208765],[98472,210386],[99620,150754],[101082,152776],[103070,220767],[105152,290463],[105245,362599],[108660,169026],[108747,169113],[109734,164325],[110123,164714],[112607,372628],[112742,301143],[113322,232122],[114688,177230],[114711,177253],[115523,171694],[118768,309880],[119541,240732],[122274,179691],[123656,180483],[127584,255133],[129685,397639],[129820,326523],[131644,198118],[133726,200200],[134903,195006],[138148,336836],[138921,266732],[140526,208938],[141376,202902],[148638,211275],[149027,211664],[154167,429220],[155002,290666],[157279,362259],[159376,231174],[161612,233410],[162838,227750],[178065,245104],[184289,394909],[184524,326194],[189684,265782],[209788,280210],[216409,359330],[221640,300814],
     [6142,16221,91866,147924],[9682,23459,114746,177288],[9891,22169,115484,171655],[9931,41942,72858,170519],[13693,28845,134864,194967],[13733,52404,87730,193831],[14634,32854,140607,209019],[14913,31159,141411,202937],[14961,30732,92696,201710],[19420,66925,107769,223651],[20030,39626,162873,227785],[20078,39199,109850,226558],[21299,44687,169240,242650],[21681,42550,170113,236227],[21750,42029,115640,234986],[23668,45557,178026,245065],[23708,77523,122088,243929],[27399,85386,86013,191232],[27569,51144,132649,257959],[28357,53012,193425,262227],[28426,52491,135020,260986],[32523,96631,146673,276111],[33133,60373,209823,280245],[33181,59946,148754,279018],[38012,67012,160441,293451],[40990,113785,168135,302825],[44111,119744,120371,241330],[44281,76263,175811,311883],[45069,78131,243523,316151],[45138,77610,178182,314910],[54573,139124,139751,267330],[54743,91135,199123,338839],[58759,96718,207391,347871],[67690,114550,161815,233613],[71376,113872,232239,374585]
   ]
cell #830 :
  |C| = 70
  W-rep = phi[[2, 2],[3]]
  special rep = phi[[2, 2],[3]] , dim = 70
  orbit = [5, 5, 4]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     70 tau_infinity subcells with 1 member(s)
  subcells = [
     [9909],[13711],[14870],[19398],[19987],[21442],[21638],[23686],[27478],[28118],[28314],[30247],[32501],[33090],[35984],[36991],[37900],[38714],[40968],[44190],[44830],[45026],[48286],[48605],[49819],[54652],[56731],[57738],[58647],[59461],[63665],[65331],[69348],[70355],[71264],[73405],[73724],[74938],[81902],[83152],[88277],[88596],[89810],[93371],[95037],[99054],[104750],[108316],[110525],[112191],[116260],[122635],[122954],[129269],[133324],[135640],[147220],[149429],[154965],[161061],[168682],[176486],[178802],[189647],[199798],[208011],[232859],[239745],[265745],[290629]
   ]
cell #831 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[3]]+phi[[2, 1],[3, 1]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [46245],[57287],[61235],[69904],[73034],[74383],[79227],[79296],[79852],[87906],[89255],[92355],[92478],[94536],[94605],[99610],[100380],[101039],[109509],[109632],[111690],[111759],[114905],[115284],[115342],[115973],[117829],[122264],[123613],[124689],[125333],[125402],[128982],[134285],[134664],[134722],[135353],[137209],[140705],[140728],[141949],[144175],[148413],[148536],[150594],[150663],[151824],[152345],[152664],[156146],[156525],[162167],[162190],[163411],[165637],[170211],[172144],[173160],[177007],[177447],[177826],[177884],[178515],[180371],[181532],[182261],[182782],[186227],[186250],[193523],[195456],[196472],[203096],[203475],[204451],[208740],[209117],[209140],[210361],[212587],[214382],[215111],[227944],[228323],[229299],[235309],[236325],[236348],[242281],[243621],[245554],[246570],[249167],[261309],[262325],[262348],[274787],[280404],[280783],[281759],[284128],[313433],[315233],[316249],[316272],
     [6251,141273],[8980,162735],[9720,169434],[13522,192746],[14660,200567],[14951,201454],[16330,209685],[18094,218721],[19777,225415],[20068,226302],[21373,169357],[21707,234661],[23497,242844],[25864,252934],[27559,257703],[28049,192669],[28383,260661],[30572,201377],[30641,141570],[31197,271181],[32880,277875],[33171,278762],[35271,287236],[35915,218644],[37969,293126],[39039,226225],[39108,163032],[39664,297895],[41917,170234],[42576,306858],[44271,311627],[44761,242767],[45095,314585],[47765,251658],[50340,327924],[50984,257626],[51053,190828],[52379,193546],[53038,333814],[54733,338583],[56018,341656],[56662,271104],[58716,347546],[59786,278685],[59855,209982],[60411,352315],[62936,217412],[66060,291850],[66581,160774],[66900,223366],[68635,368370],[69279,297818],[71333,374260],[72884,305582],[75459,381848],[76103,311550],[76172,240926],[77498,243644],[78157,387738],[84632,256394],[85361,191207],[85882,400552],[87756,332538],[90331,407848],[90975,338506],[91044,266926],[92642,269872],[95766,346270],[96287,207724],[96606,275826],[98341,420830],[98985,352238],[105271,432011],[107066,223343],[107795,365403],[109796,296586],[112920,372984],[113441,232572],[113760,302540],[118990,310318],[119719,241305],[120240,450650],[122114,386462],[129998,397995],[132595,329547],[133845,200319],[138370,337274],[139099,267305],[139620,473962],[145970,275803],[146699,417863],[148700,351006],[157501,362697],[159870,293774],[161790,233588],[167432,302517],[168161,442711],[175757,383471],[185211,326881],[192183,268281],[199069,409471],[206820,348194],[222327,301501],[231668,374908],[259509,340389]
   ]
cell #832 :
  |C| = 189
  W-rep = phi[[3],[3, 1]]+phi[[2],[4, 1]]
  special rep = phi[[3],[3, 1]] , dim = 105
  orbit = [6, 6, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     21 tau_infinity subcells with 1 member(s)
     84 tau_infinity subcells with 2 member(s)
  subcells = [
     [20572],[28283],[29095],[36149],[38686],[38921],[48577],[48812],[51799],[51817],[63925],[63943],[67773],[67839],[80734],[82290],[82356],[86788],[102045],[103782],[126494],
     [11203,24460],[15455,33675],[16786,34232],[16813,34056],[21607,44995],[22419,45807],[22446,43112],[24293,46302],[29122,53574],[30219,59433],[30454,59668],[30806,56896],[31534,57344],[33944,61189],[34259,61771],[39273,69513],[40001,69961],[41337,76918],[41355,76936],[41889,73696],[42124,73931],[43000,74337],[45834,78693],[46582,79909],[52351,88568],[52586,88803],[53462,89209],[55156,97479],[55222,97545],[55619,92309],[55757,93631],[55775,93649],[60020,99219],[60748,99667],[61659,100993],[68236,109463],[68374,110785],[68392,110803],[71916,121146],[72178,115092],[72543,116648],[72609,116714],[77470,122926],[77705,123161],[78581,123567],[79024,124191],[82753,128936],[87050,134472],[87415,136028],[87481,136094],[91945,140949],[92403,142686],[94333,143677],[97942,148367],[98080,149689],[98098,149707],[104044,156333],[109099,162411],[109557,164148],[111487,165139],[114830,169656],[117111,172098],[121408,177634],[121773,179190],[121839,179256],[128572,186471],[134210,192968],[136491,195410],[142948,203283],[148003,209361],[148461,211098],[150391,212089],[156071,218943],[164410,228131],[171734,236569],[177372,243066],[179653,245508],[183223,249919],[195046,262569],[203021,271403],[211360,280591],[227869,298117],[245144,316493],[280329,352537]
   ]
cell #833 :
  |C| = 553
  W-rep = phi[[3, 2, 1],[1]]+phi[[3, 1, 1],[2]]+phi[[3, 2],[1, 1]]+phi[[3, 1],[2, 1]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     91 tau_infinity subcells with 4 member(s)
  subcells = [
     [100015],[100644],[100747],[117464],[120823],[120926],[124107],[124861],[136844],[142592],[143593],[144933],[145656],[147392],[151163],[164054],[165055],[171394],[172499],[173635],[173975],[174184],[180006],[194706],[195811],[202329],[202669],[205093],[205603],[211004],[212005],[215586],[227177],[227517],[235627],[238487],[244804],[245909],[248834],[249835],[261627],[270384],[277690],[279637],[279977],[285387],[297098],[315551],[351518],
     [46490,320423],[57608,205066],[59252,349648],[61546,356239],[61583,284282],[73275,235600],[73359,171263],[74791,238520],[75142,239083],[76748,384859],[76785,313587],[79515,320083],[79593,391710],[81588,188133],[86465,140203],[86568,140306],[88147,261600],[88231,194575],[93224,270417],[93310,202475],[95004,273425],[95936,416740],[97219,349308],[97297,419229],[102448,220145],[106029,166395],[106752,167118],[108270,224395],[108488,168854],[110378,297131],[110464,227323],[116227,306144],[116328,235770],[118657,382224],[119306,449549],[122505,315524],[122589,244673],[126351,251155],[126861,254410],[128232,187410],[130473,196947],[130813,197287],[131022,197496],[132262,191850],[133263,258724],[135607,333100],[135708,261770],[145127,479862],[147174,276855],[149282,351551],[149368,279783],[153707,286706],[155379,219596],[155719,219936],[158143,229941],[158653,230451],[161129,294235],[168636,303569],[175424,241948],[176425,312648],[178769,387024],[178870,315694],[185529,253900],[188389,264487],[198736,267948],[199737,339604],[208079,348655],[217924,289371],[225230,304404],[232927,375369],
     [7621,63123,154583,287502],[11764,81372,184653,323658],[12902,84819,189265,328190],[13127,51218,190401,258918],[17408,102421,217045,359525],[17511,102770,154932,359869],[18950,106536,221769,364104],[19229,66872,222645,294092],[19266,67107,160024,224526],[22877,119177,239363,382114],[23102,76337,240499,312842],[24756,126324,183774,322639],[25058,126894,184621,395106],[26873,130995,256027,399003],[26976,131344,189614,399347],[27222,85621,190061,258578],[27300,85639,256906,330059],[29553,138557,265363,408114],[29778,91209,266499,339798],[32053,145440,274229,416564],[32332,96578,275105,348512],[32369,96813,206974,276986],[34603,153675,153740,358954],[34954,104954,154303,289967],[36560,157688,290247,432277],[36861,70225,158116,229914],[36945,105898,158939,292116],[37163,158686,221737,432936],[37574,107454,108186,294065],[37677,107520,161028,365965],[38505,71869,295228,376362],[40520,166902,300943,441412],[40799,113732,301819,375226],[40836,113967,231822,303700],[43585,174157,309951,449101],[43688,174506,239712,449445],[43934,119979,240159,312502],[44012,119997,310830,383983],[47003,126700,183849,322983],[47935,130168,323834,464507],[48156,83022,185502,253873],[48240,127147,128101,251924],[49296,187917,326323,464331],[49672,89663,188422,264520],[49758,130619,131558,328163],[50023,90014,188985,265083],[50512,132356,133177,330092],[51629,91620,330935,410859],[51666,91657,259663,340543],[54047,197469,336907,472413],[54150,197818,265712,472757],[54396,139359,266159,339458],[54474,139377,337786,409983],[57692,144802,205889,346536],[57910,205636,274197,479886],[58321,146358,147090,348485],[58424,146424,207978,418425],[63252,157817,359973,494197],[63518,104603,217957,289404],[63604,102984,155525,287475],[64769,220118,362330,493749],[64872,220467,290596,494093],[65298,112158,220965,300139],[65399,158286,159279,364137],[66230,113090,364280,441588],[67513,114373,294888,376022],[67591,114451,366769,444077],[70309,166264,230737,373250],[70527,230484,300911,501348],[70938,167820,168552,375199],[71041,167886,232826,443273],[74877,173781,174720,382087],[75631,175518,176339,384016],[80865,251128,394980,519251],[81059,187604,395082,520810],[81869,129236,252220,325519],[81970,127487,185672,323691],[83106,187279,254696,398261],[83324,254443,326291,520834],[84299,138037,328300,408224],[84948,138686,399451,472861],[89749,197093,198032,408087],[90503,198830,199651,410016],[95105,205236,206229,416597],[101899,216824,429027,543637],[102239,286739,359427,543661],[103688,157168,287612,432387],[104689,219742,220681,432250],[106223,166589,432912,501324],[112259,230084,231077,441445],[129337,254043,255036,464364]
   ]
cell #834 :
  |C| = 189
  W-rep = phi[[3],[3, 1]]+phi[[2],[4, 1]]
  special rep = phi[[3],[3, 1]] , dim = 105
  orbit = [6, 6, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     21 tau_infinity subcells with 1 member(s)
     84 tau_infinity subcells with 2 member(s)
  subcells = [
     [29107],[38933],[39974],[48824],[51963],[52171],[64089],[64297],[67829],[67940],[82346],[82457],[86809],[86967],[102101],[103803],[103961],[108891],[126515],[128364],[153931],
     [11213,46314],[15465,57356],[16798,34244],[16806,61346],[20582,69973],[21882,73943],[22431,45819],[22439,74494],[24249,79181],[24266,46555],[24470,79921],[28558,88815],[29115,89366],[30466,59680],[30544,93795],[30799,94003],[31490,94490],[31507,60721],[33685,99679],[34252,101150],[39011,110949],[39266,111157],[39957,111644],[41501,77082],[41692,115238],[41709,77290],[41743,116815],[41810,116704],[45270,123173],[45827,123724],[46538,125287],[52154,134618],[52205,136195],[52272,136084],[55212,97535],[55323,97646],[55390,141005],[55674,142865],[55695,142707],[59758,149853],[60013,150061],[60704,150548],[61064,151264],[64280,156479],[68007,162467],[68291,164327],[68312,164169],[71937,121167],[72095,121325],[72116,169677],[72522,171526],[74212,172600],[77273,177780],[77324,179357],[77391,179246],[82524,186527],[86988,192989],[87394,194838],[89084,195912],[91737,147795],[91924,200881],[93986,203429],[97713,209417],[97997,211277],[98018,211119],[103982,218964],[109078,225729],[111140,228277],[116882,236625],[121346,243087],[121752,244936],[123442,246010],[128551,253248],[136262,262625],[142886,271424],[147982,278189],[150044,280737],[153152,285488],[164348,298138],[171713,307172],[179424,316549],[195025,334128],[211298,352558],[245123,388052]
   ]
cell #835 :
  |C| = 70
  W-rep = phi[[2, 2],[3]]
  special rep = phi[[2, 2],[3]] , dim = 70
  orbit = [5, 5, 4]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     70 tau_infinity subcells with 1 member(s)
  subcells = [
     [42384],[52846],[56209],[67367],[68826],[72242],[73090],[77965],[86073],[87114],[87962],[92040],[97073],[98532],[104108],[105962],[108001],[109194],[114227],[120431],[121472],[122320],[128165],[128667],[130714],[139811],[143012],[144866],[146905],[148098],[155620],[158124],[164474],[166328],[168367],[171327],[171829],[173876],[185510],[187343],[194639],[195141],[197188],[202570],[205074],[211424],[219837],[224459],[227418],[229922],[235608],[244737],[245239],[253881],[258819],[261608],[276919],[279878],[287483],[294073],[303633],[312743],[315532],[328171],[339699],[348493],[375207],[382095],[408095],[432258]
   ]
cell #836 :
  |C| = 427
  W-rep = phi[[3, 1],[2, 1]]+phi[[3],[2, 2]]+phi[[1, 1],[4, 1]]+phi[[1],[4, 2]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     91 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     49 tau_infinity subcells with 4 member(s)
  subcells = [
     [107911],[109007],[127349],[128480],[132525],[132871],[133989],[134115],[146815],[154747],[154793],[155850],[155976],[159141],[160272],[160318],[162077],[168277],[175687],[176033],[183793],[184051],[184863],[184877],[186137],[189429],[189475],[190644],[190658],[196588],[198999],[199345],[206091],[207222],[207268],[216282],[217064],[217322],[221979],[221993],[223253],[229229],[229575],[230939],[232070],[232116],[239527],[239573],[240742],[240756],[251382],[254898],[256046],[256304],[260539],[263802],[265527],[265573],[266742],[266756],[274439],[274453],[275713],[289159],[290411],[290457],[291574],[296098],[299353],[301153],[301167],[302427],[309970],[310228],[325323],[326533],[326547],[332069],[336926],[337184],[345994],[361374],[362349],[362607],[367411],[372708],[394999],[396267],[397719],[429127],[429300],
     [53456,263756],[53482,335388],[68230,296052],[68256,367938],[69815,299367],[72777,170511],[82747,325277],[82773,396794],[85976,191161],[86855,402521],[86957,331654],[87303,332083],[87649,193823],[91853,147911],[92603,201697],[103849,430420],[103951,360959],[104297,361388],[107688,223643],[108877,436206],[109053,367542],[109757,226545],[114609,177151],[114735,177277],[115471,171642],[115542,234975],[120334,241259],[122007,243921],[126561,461591],[128350,462685],[128526,396398],[132556,257946],[134101,402585],[134851,194954],[134922,260975],[139714,267259],[140615,209027],[141400,202926],[146592,276103],[148661,279005],[151940,215227],[153917,491692],[155962,430484],[160343,293440],[162862,227774],[165731,299870],[168054,302817],[170121,236235],[173276,246686],[175718,311870],[178013,245052],[178084,314899],[181462,249097],[181808,249443],[193433,262235],[199030,338826],[204381,281689],[204727,282035],[207293,347860],[209812,280234],[213639,284576],[232141,374574],[234539,314463],[237802,317726],[243531,316159],[247628,320666],[269384,350518],[272639,353773],[305113,385993],[340697,419871],
     [33824,99946,151717,283399],[33938,61653,213593,284530],[33964,61679,283009,356847],[42880,117395,173053,308822],[42994,78575,237756,317680],[43020,78601,308432,389312],[46001,79018,181493,319451],[46156,79763,247642,320680],[53342,136775,196365,335778],[55613,97936,269338,350472],[55639,97962,341224,420398],[56112,141903,202023,343579],[57043,94327,204412,344831],[57198,99521,272653,353787],[60962,100053,213664,355587],[68729,163365,226871,370293],[69660,111481,229260,371545],[71983,121213,376521,452619],[72085,121315,304698,385578],[72431,121661,305127,386007],[73000,117105,235270,379201],[74110,117502,237827,380471],[78461,179937,246463,389702],[87872,136485,261270,405201],[88982,136882,263827,406471],[91723,147781,411358,483156],[91899,147957,340828,420002],[92572,142855,269479,413419],[92918,143201,270095,413848],[98435,210315,279331,422753],[99366,150385,281720,424005],[101343,215004,215517,357237],[109726,164317,296193,438267],[110072,164663,296809,438696],[114721,177263,376585,452683],[115517,171688,305264,446496],[122230,179647,315194,455299],[123340,180044,317751,456569],[124783,182876,248145,321183],[125714,183217,249128,392750],[134897,195000,332220,469808],[141386,202912,341320,477434],[144269,212681,273156,354290],[148630,211267,350613,485217],[148976,211613,351229,485646],[153050,215624,284601,427034],[162848,227760,368034,498896],[178059,245098,386144,512970],[209798,280220,420494,537800]
   ]
cell #837 :
  |C| = 553
  W-rep = phi[[3, 2, 1],[1]]+phi[[3, 1, 1],[2]]+phi[[3, 2],[1, 1]]+phi[[3, 1],[2, 1]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     91 tau_infinity subcells with 4 member(s)
  subcells = [
     [151192],[152044],[152178],[172528],[176706],[176840],[180944],[181924],[195840],[202698],[203863],[205458],[206278],[208403],[213069],[227546],[228711],[235992],[237232],[238563],[238923],[239153],[245938],[261992],[263232],[270460],[270820],[273495],[274035],[280006],[281171],[285416],[297174],[297534],[306214],[309250],[315916],[317156],[320452],[321617],[333170],[342211],[349677],[351594],[351954],[357844],[368925],[387094],[421385],
     [79711,392146],[95020,273491],[97415,419665],[100794,426076],[100885,356604],[116243,306210],[116357,235939],[118297,309298],[118754,309848],[120973,452051],[121064,385224],[124890,391786],[124991,458501],[127536,255085],[133544,200018],[133678,200152],[135623,333166],[135737,261939],[142232,342259],[142337,270724],[144543,345309],[145703,480357],[147421,419305],[147522,482561],[154373,290037],[158508,230306],[159328,231126],[161158,294404],[161453,233251],[163694,368973],[163799,297438],[171004,377920],[171118,306472],[174004,449625],[174764,508492],[178785,387090],[178899,315863],[183919,323053],[184459,326129],[185894,254265],[188465,264563],[188825,264923],[189055,265153],[190430,258947],[191595,330399],[194316,403920],[194430,333428],[205679,533549],[208108,348824],[210644,421433],[210749,351858],[216344,359265],[218000,289447],[218360,289807],[221035,300209],[221575,300749],[224250,366293],[232956,375538],[240528,312871],[241693,384323],[244414,454018],[244528,387352],[252290,325589],[255326,336206],[266528,339827],[267693,410323],[276710,418753],[287791,361629],[295257,376391],[303424,443601],
     [17558,103017,217190,359939],[25188,127460,251444,395417],[27023,131591,256172,399417],[27418,86420,257342,330495],[34970,154369,286980,429400],[35104,154905,217546,429662],[37293,159252,291636,433247],[37724,108219,292482,366035],[37815,108427,223010,294457],[43735,174753,310096,449515],[44130,120778,311266,384419],[47019,183915,250633,394615],[47428,184507,251415,461826],[50039,189051,327668,464980],[50173,189587,256528,465242],[50541,133039,256982,330135],[50642,133150,328479,401107],[54197,198065,337052,472827],[54592,140158,338222,410419],[58040,206202,346056,480197],[58471,147123,346902,418495],[58562,147331,275470,348877],[62243,216315,216392,428976],[62700,157265,216942,362227],[64919,220714,362475,494163],[65314,112174,221031,300205],[65428,158455,221845,364180],[65723,221623,291607,494658],[66280,160843,161044,366031],[66414,161001,224136,434864],[67709,114569,367205,444513],[70657,231050,372770,501659],[71088,168585,373616,443343],[71179,168793,302184,375591],[75158,239149,381592,508142],[75292,239685,310452,508404],[75660,176201,310906,384059],[75761,176312,382403,451205],[80475,184275,250697,394877],[81635,188180,395577,521305],[81885,129252,252286,325585],[81999,184729,185841,323734],[83454,255009,397781,521145],[83939,137677,255374,336254],[84044,188729,189630,399413],[84396,138134,255924,336804],[85024,191278,191490,401155],[86615,140353,401953,475363],[86706,140444,331300,411224],[90030,265149,407592,527522],[90164,265685,337408,527784],[90532,199513,337862,410059],[90633,199624,408403,474517],[95134,205405,274305,416640],[95429,274083,346027,533562],[95986,207793,207994,418491],[96120,207951,276596,481814],[103028,220725,429750,545321],[103328,156808,287839,361677],[103433,154948,218264,359935],[104970,290033,431755,544971],[105104,290569,362831,545233],[105639,166005,290889,372023],[105753,221293,222205,433295],[106799,167165,433407,501819],[108517,168883,366845,444153],[108618,168984,435611,504023],[112288,230253,301019,441488],[112583,300797,372741,550716],[113140,232641,232842,443339],[113274,232799,303310,503276],[118402,238827,239728,449511],[119382,241376,241588,451253],[126716,323049,461735,564981],[126937,254486,461813,566012],[127842,187020,323996,397034],[127956,185089,252548,395465],[129366,254212,326399,464407],[129661,326177,397752,566025],[130842,197316,399527,472937],[131602,198076,465330,527872],[137782,264827,265728,472823],[138762,267376,267588,474565],[144657,273753,274665,480245],[153783,286782,491660,583174],[154143,359313,429333,583187],[155748,219965,360049,494273],[156913,289711,290612,494159],[158729,230527,494645,550703],[166119,300467,301379,501707],[187134,325847,326759,521193]
   ]
cell #838 :
  |C| = 553
  W-rep = phi[[3, 2, 1],[1]]+phi[[3, 1, 1],[2]]+phi[[3, 2],[1, 1]]+phi[[3, 1],[2, 1]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     91 tau_infinity subcells with 4 member(s)
  subcells = [
     [213104],[214162],[214324],[237267],[242061],[242223],[247097],[248264],[263267],[270855],[272108],[273867],[274729],[277120],[282451],[297569],[298822],[306586],[307874],[309317],[309670],[309906],[317191],[333542],[334830],[342278],[342631],[345367],[345898],[351989],[353242],[357879],[368992],[369345],[377978],[380966],[387466],[388754],[392181],[393434],[403978],[412652],[419700],[421452],[421805],[427736],[437500],[454076],[484450],
     [118753,381517],[125169,458921],[144542,415572],[144559,345362],[147700,482981],[152239,488758],[152375,426448],[171003,445802],[171020,377973],[171153,306532],[173575,380999],[176901,510619],[177037,452423],[181959,458568],[182085,516242],[185153,326823],[191963,268061],[192125,268223],[194315,469114],[194332,403973],[194465,333488],[202269,412685],[202381,342530],[206339,533918],[208438,482628],[208564,535715],[217000,362285],[221407,300581],[222269,301443],[224285,366353],[224660,303834],[227117,437533],[227229,369244],[235677,378214],[238958,508559],[239784,556234],[244413,512276],[244430,454071],[244563,387412],[250755,394935],[251286,397623],[252662,325961],[255393,336273],[255746,336626],[255982,336862],[257377,330530],[258630,401426],[261677,404214],[274102,575349],[276745,418813],[279577,484483],[279689,421704],[286354,429204],[287858,361696],[288211,362049],[290947,372081],[291478,372612],[294142,435158],[303459,443661],[311301,384454],[312554,451524],[315601,454312],[324054,397092],[327042,406966],[338257,410454],[339510,474836],[348562,482108],[360192,431129],[367240,444548],[375276,503570],
     [35165,154991,287102,429720],[47589,185061,323306,462054],[50234,189673,327790,465300],[50820,133485,328899,401527],[62699,157264,286905,431680],[62716,216995,286974,491919],[62878,217522,217545,492097],[65884,222177,363752,494886],[66475,161087,364500,434922],[66611,161375,292854,366407],[75353,239771,381714,508462],[75939,176647,382823,451625],[80474,184274,322666,461660],[80491,250627,250750,461482],[80999,251319,251414,519289],[84395,138133,327593,407517],[84412,255977,327662,521629],[84574,256504,256527,521807],[85059,191338,328546,401174],[85185,191462,399670,466709],[90225,265771,407714,527842],[90811,199959,408823,474937],[95590,274637,416212,533790],[96181,208037,416960,481872],[96317,208325,347274,418867],[101839,216314,286387,491633],[105165,290655,431877,545291],[105638,166004,363112,440420],[105655,166021,290942,372076],[105788,221353,291703,433314],[106163,291511,291606,545637],[106846,223939,224152,434917],[107008,224112,224135,496171],[108796,169162,436031,504443],[112744,301351,441060,550944],[113335,232885,441808,503334],[113471,233173,373988,443715],[118770,309901,381586,555987],[118932,310428,310451,556165],[119417,241436,382470,451272],[119543,241560,449768,509871],[127597,255146,462182,566381],[127841,187019,395704,463339],[127858,187036,324049,397087],[127991,251511,252608,395484],[129822,326731,463979,566253],[130413,196887,327075,406999],[130525,255645,256544,465295],[131692,258304,258518,466742],[133739,200213,467457,529999],[133875,200349,402325,475735],[138150,336857,407586,570859],[138312,337384,337407,571037],[138797,267436,408470,474584],[138923,267560,473080,529251],[144692,273813,346123,480264],[145067,345931,346026,575343],[145750,276399,276612,481867],[145912,276572,276595,535075],[155004,290668,492166,584254],[155319,219536,360225,431162],[155431,217562,288110,429715],[157281,362280,431749,584007],[157443,362807,362830,584185],[158193,291183,292056,494919],[159389,231187,495014,551072],[161488,233286,435678,504090],[161614,233412,496811,552869],[166154,300527,372837,501726],[166529,372645,372740,587960],[167212,303113,303326,503329],[167374,303286,303309,552229],[173687,309569,310468,508457],[174854,312228,312442,509904],[184291,394930,461729,598393],[184526,326196,519295,599008],[185579,251864,324290,462087],[187169,325907,397848,521212],[187544,397656,397751,599002],[188860,264958,465397,527939],[189686,265784,521876,571106],[196999,336525,337424,527837],[198166,339184,339398,529284],[205143,345603,346476,533823],[216411,359332,491639,610777],[216764,429237,429332,610771],[218395,289842,429817,545388],[219648,361948,362847,545286],[221642,300816,545643,587966],[229991,372317,373190,550977],[253950,397328,398201,566286]
   ]
cell #839 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[3]]+phi[[2, 1],[3, 1]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [24305],[31546],[34002],[40013],[42136],[43058],[46166],[46237],[46594],[52598],[53520],[56129],[57208],[57279],[60760],[61173],[61595],[61717],[68746],[69825],[69896],[72441],[72599],[73026],[74321],[76797],[77717],[78639],[79672],[79773],[79844],[87313],[87471],[87898],[89193],[92001],[92293],[92470],[97376],[98452],[99531],[99602],[100063],[100659],[100977],[104307],[109155],[109447],[109624],[114897],[115341],[117512],[120838],[121671],[121829],[122256],[123551],[124122],[124175],[128628],[128920],[134277],[134721],[136892],[140727],[143211],[143608],[143661],[144948],[148059],[148351],[148528],[156138],[162189],[164673],[165070],[165123],[171409],[171790],[172082],[177439],[177883],[180054],[186249],[194721],[195102],[195394],[203088],[209139],[211623],[212020],[212073],[215634],[227936],[236347],[244819],[245200],[245492],[249850],[249903],[262347],[280396],[284297],[313602],[316271],
     [6320,55921],[9049,68538],[9911,72710],[13231,85785],[13713,87582],[14872,92424],[14943,92582],[16399,98244],[19278,67119],[19400,107621],[19989,109578],[20060,109736],[21444,114851],[21645,115355],[23206,120143],[23688,121940],[27379,85993],[27480,132377],[27551,132535],[28120,134231],[28321,134735],[29882,139523],[30254,140741],[30499,141274],[32381,96825],[32503,146525],[33092,148482],[33163,148640],[35986,156092],[36993,158307],[37589,107510],[37907,160156],[38721,162203],[38966,162736],[40848,113979],[40970,167987],[41456,169435],[44091,120351],[44192,175539],[44263,175697],[44832,177393],[45033,177897],[48288,185693],[48612,186263],[49773,130675],[49826,188613],[51678,91669],[51918,192747],[54553,139731],[54654,198851],[54725,199009],[56733,203042],[57740,205257],[58336,146414],[58654,207106],[59468,209153],[59713,209686],[63619,155581],[63672,218148],[64044,218722],[67670,114530],[69350,227890],[70357,230105],[70953,167876],[71271,231954],[73407,235791],[73731,236361],[74892,173837],[74945,238711],[77037,242845],[83154,254064],[86480,140218],[88279,261791],[88603,262361],[89764,197149],[89817,264711],[93325,202531],[93378,270608],[93750,271182],[99056,280350],[104704,219798],[104757,289595],[106044,166410],[108318,294256],[110479,227379],[110532,297322],[110904,297896],[122637,315715],[122961,316285],[128247,187425],[133278,258780],[133331,330283],[147222,348676],[149383,279839],[149436,351742],[149808,352316],[160039,224541],[168684,375390],[176440,312704],[176493,384207],[199752,339660],[199805,410207],[206989,277001],[231837,303715],[259678,340558]
   ]
cell #840 :
  |C| = 70
  W-rep = phi[[2, 2],[3]]
  special rep = phi[[2, 2],[3]] , dim = 70
  orbit = [5, 5, 4]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     70 tau_infinity subcells with 1 member(s)
  subcells = [
     [9936],[13738],[14876],[19425],[19993],[21448],[21629],[23713],[27484],[28124],[28305],[30238],[32528],[33096],[35990],[36997],[37891],[38705],[40995],[44196],[44836],[45017],[48292],[48596],[49810],[54658],[56737],[57744],[58638],[59452],[63656],[65235],[69354],[70361],[71255],[73411],[73715],[74929],[81806],[83158],[88283],[88587],[89801],[93362],[94941],[99060],[104741],[108322],[110516],[112095],[116164],[122641],[122945],[129173],[133315],[135544],[147226],[149420],[154869],[160965],[168688],[176477],[178706],[189551],[199789],[207915],[232763],[239649],[265649],[290533]
   ]
cell #841 :
  |C| = 455
  W-rep = phi[[3, 1, 1],[2]]+phi[[3, 1],[2, 1]]+phi[[1, 1, 1],[4]]+phi[[1, 1],[4, 1]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     35 tau_infinity subcells with 1 member(s)
     140 tau_infinity subcells with 2 member(s)
     35 tau_infinity subcells with 4 member(s)
  subcells = [
     [89258],[100858],[109512],[111696],[121037],[124963],[125113],[128985],[134288],[134670],[137125],[147494],[147644],[152147],[156149],[156531],[162269],[162668],[174077],[176809],[182003],[186329],[186728],[192629],[192745],[205561],[208482],[218604],[218720],[225327],[239002],[250959],[252846],[273320],[286528],
     [19780,162225],[25867,186285],[27965,259779],[28055,192776],[34021,151779],[35274,218170],[35831,288399],[35921,218751],[37788,107948],[37972,160178],[38630,225492],[43077,173115],[46248,124692],[47167,322815],[47720,185750],[47771,252451],[48521,253011],[50343,188635],[50614,132434],[50764,132915],[50990,190561],[53539,196427],[56148,202771],[57290,144178],[58535,146852],[58719,207128],[61238,101042],[61271,151830],[61736,215066],[62165,359052],[63022,218214],[63067,287972],[66015,158364],[66066,221196],[66383,160222],[66816,223142],[68765,227619],[69907,165640],[71152,168314],[71336,231976],[73037,172147],[74386,123616],[74419,173166],[75462,238733],[75733,175596],[75883,176077],[76109,240659],[78658,246525],[79233,125339],[79691,248766],[79855,182785],[80394,322757],[81131,323871],[81288,252420],[84718,188679],[84763,255507],[85103,190530],[86679,140417],[87909,195459],[89291,196478],[90334,264733],[90605,198908],[90755,199389],[90981,266659],[92358,148416],[92481,203099],[92962,203481],[94542,150600],[95721,205314],[95772,273656],[96089,207172],[96522,275602],[97395,277622],[98471,280079],[99613,212590],[100296,152580],[101075,215117],[102513,287655],[105274,289617],[106295,290764],[106452,221165],[108590,168956],[108740,169106],[109635,227947],[110116,228329],[112875,230162],[112926,300370],[113243,232020],[113676,302316],[114908,177450],[115290,177832],[115421,236427],[117745,180287],[119076,238777],[119121,309431],[119461,240628],[122267,245557],[123649,246576],[129953,254121],[130004,325750],[130915,197389],[131087,255190],[133647,200121],[134801,262427],[138456,264777],[138501,336387],[138841,266628],[140807,209219],[141206,209618],[141272,271180],[145199,345184],[145356,273625],[148539,280407],[149020,280789],[155821,220038],[157587,289661],[157632,361810],[158611,230409],[161532,233330],[162734,297894],[166661,371898],[166818,300339],[169317,242727],[169433,242843],[174249,309114],[177963,316351],[185997,254368],[187676,396909],[187833,325719],[188904,265002],[197561,336070],[200479,277787],[209684,352314],[216896,429149],[218439,289886],[220210,361493],[220860,300034],[251220,394829],[252115,325414],[286497,359250],
     [9930,72839,72857,235848],[13732,87711,87729,261848],[14663,32883,140763,209175],[14954,56021,92684,270630],[19419,107750,107768,294313],[20071,68638,109838,297344],[21289,44677,233779,313703],[21379,44767,169464,242874],[21710,42579,115377,236383],[21743,72890,115628,306375],[23707,122069,122087,315772],[27398,86012,132194,259020],[27562,85885,132637,330305],[28386,53041,134757,262383],[28419,87762,135008,333331],[30163,59377,200644,277952],[30578,56668,141303,271211],[32522,146654,146672,348733],[33174,98344,148742,351764],[38005,107801,160429,366196],[39045,69285,162765,297925],[40989,168116,168134,375447],[41833,73640,170010,306935],[44110,120370,175356,312944],[44274,120243,175799,384229],[45098,78160,177919,316307],[45131,122120,178170,387255],[52295,88512,193322,333891],[54572,139750,198668,339900],[54736,139623,199111,410229],[58752,146705,207379,418656],[59792,98991,209715,352345],[67689,114549,225162,304336],[71369,168167,232227,443504],[77414,122870,243420,387815]
   ]
cell #842 :
  |C| = 70
  W-rep = phi[[2, 2],[3]]
  special rep = phi[[2, 2],[3]] , dim = 70
  orbit = [5, 5, 4]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     70 tau_infinity subcells with 1 member(s)
  subcells = [
     [73379],[88251],[93058],[108290],[110212],[114971],[116038],[122609],[133011],[134351],[135418],[140853],[147194],[149116],[156212],[158427],[160839],[162315],[168656],[176173],[177513],[178580],[185813],[186375],[188725],[199485],[203162],[205377],[207789],[209265],[218260],[221027],[228010],[230225],[232637],[235911],[236473],[238823],[252282],[254184],[261911],[262473],[264823],[270720],[273487],[280470],[289707],[294376],[297434],[300201],[306206],[315835],[316397],[325581],[330395],[333162],[348796],[351854],[359931],[366027],[375510],[384319],[387086],[399409],[410319],[418487],[443335],[449507],[472819],[494155]
   ]
cell #843 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[3]]+phi[[2, 1],[3, 1]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [24308],[31549],[34003],[40016],[42139],[43059],[46167],[46236],[46597],[52601],[53521],[56130],[57209],[57278],[60763],[61172],[61598],[61718],[68747],[69826],[69895],[72442],[72600],[73025],[74320],[76800],[77720],[78640],[79673],[79774],[79843],[87314],[87472],[87897],[89192],[92002],[92292],[92469],[97377],[98453],[99532],[99601],[100064],[100660],[100976],[104308],[109156],[109446],[109623],[114896],[115340],[117513],[120839],[121672],[121830],[122255],[123550],[124123],[124174],[128629],[128919],[134276],[134720],[136893],[140726],[143212],[143609],[143660],[144949],[148060],[148350],[148527],[156137],[162188],[164674],[165071],[165122],[171410],[171791],[172081],[177438],[177882],[180055],[186248],[194722],[195103],[195393],[203087],[209138],[211624],[212021],[212072],[215635],[227935],[236346],[244820],[245201],[245491],[249851],[249902],[262346],[280395],[284298],[313603],[316270],
     [6323,55987],[9052,68604],[9912,72794],[13234,85851],[13714,87666],[14873,92436],[14942,92674],[16402,98310],[19281,67122],[19401,107705],[19990,109590],[20059,109828],[21445,114863],[21644,115367],[23209,120209],[23689,122024],[27380,85994],[27481,132389],[27550,132627],[28121,134243],[28320,134747],[29885,139589],[30253,140753],[30488,141275],[32384,96828],[32504,146609],[33093,148494],[33162,148732],[35987,156104],[36994,158319],[37590,107511],[37906,160168],[38720,162215],[38955,162737],[40851,113982],[40971,168071],[41445,169436],[44092,120352],[44193,175551],[44262,175789],[44833,177405],[45032,177909],[48289,185705],[48611,186275],[49774,130676],[49825,188625],[51681,91672],[51907,192748],[54554,139732],[54655,198863],[54724,199101],[56734,203054],[57741,205269],[58337,146415],[58653,207118],[59467,209165],[59702,209687],[63620,155582],[63671,218160],[64033,218723],[67671,114531],[69351,227902],[70358,230117],[70954,167877],[71270,231966],[73408,235803],[73730,236373],[74893,173838],[74944,238723],[77026,242846],[83155,254076],[86481,140219],[88280,261803],[88602,262373],[89765,197150],[89816,264723],[93326,202532],[93377,270620],[93739,271183],[99057,280362],[104705,219799],[104756,289607],[106045,166411],[108319,294268],[110480,227380],[110531,297334],[110893,297897],[122638,315727],[122960,316297],[128248,187426],[133279,258781],[133330,330295],[147223,348688],[149384,279840],[149435,351754],[149797,352317],[160040,224542],[168685,375402],[176441,312705],[176492,384219],[199753,339661],[199804,410219],[206990,277002],[231838,303716],[259679,340559]
   ]
cell #844 :
  |C| = 455
  W-rep = phi[[3, 1, 1],[2]]+phi[[3, 1],[2, 1]]+phi[[1, 1, 1],[4]]+phi[[1, 1],[4, 1]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     35 tau_infinity subcells with 1 member(s)
     140 tau_infinity subcells with 2 member(s)
     35 tau_infinity subcells with 4 member(s)
  subcells = [
     [69878],[79680],[87366],[89253],[97384],[100730],[100853],[104360],[109163],[109507],[111669],[120909],[121032],[124958],[128636],[128980],[134283],[134643],[145019],[147489],[152098],[156144],[156504],[162051],[162179],[174072],[176760],[186111],[186239],[192566],[205512],[216610],[218541],[238358],[250896],
     [13496,134244],[18068,156105],[19775,162214],[24309,124645],[25329,185706],[25862,186274],[27387,86001],[27533,132390],[28028,192739],[31550,144131],[34010,100504],[35227,155589],[35269,218159],[35894,218714],[37434,158320],[37660,107518],[37783,107943],[37967,160167],[38558,225321],[40017,165593],[42140,171480],[43066,117953],[44099,120359],[44245,175552],[46219,79826],[46243,124687],[46598,182738],[47715,185745],[47744,252414],[48449,252840],[50296,130683],[50338,188624],[50609,132429],[50963,190524],[52602,194792],[53528,137333],[54561,139739],[54707,198864],[56137,143264],[57261,99584],[57285,144173],[58181,205270],[58407,146422],[58530,146847],[58714,207117],[60764,212543],[61233,101037],[61599,214622],[61725,152788],[62424,286522],[62736,287649],[62973,218124],[66010,158359],[66039,221159],[66334,160132],[67678,114538],[68754,164726],[69902,165635],[70798,230118],[71024,167884],[71147,168309],[71331,231965],[72494,121724],[72607,171798],[73032,172142],[74381,123611],[75415,173845],[75457,238722],[75728,175591],[76082,240622],[76801,242521],[77721,244890],[78647,180495],[79206,125312],[79850,182780],[80511,322751],[81014,252074],[83595,254077],[84432,255184],[84669,188589],[86551,140289],[86674,140412],[87479,195110],[87904,195454],[90287,197157],[90329,264722],[90600,198903],[90954,266622],[92009,148067],[92353,148411],[92476,203094],[94515,150573],[95716,205309],[95745,273619],[96040,207082],[98460,211676],[99608,212585],[101854,286456],[105227,219806],[105269,289606],[106115,166481],[106178,220819],[108585,168951],[109630,227942],[112870,230157],[112899,300333],[113194,231930],[114903,177445],[115263,177805],[115331,236337],[118790,309108],[119027,238687],[121837,245208],[122262,245552],[128318,187496],[129948,254116],[129977,325713],[130910,197384],[133598,200072],[134711,262337],[138170,336064],[138407,264687],[140589,209001],[140717,209129],[145082,273279],[148534,280402],[155816,220033],[157301,361487],[157538,289571],[158562,230360],[166544,299993],[169254,242664],[177873,316261],[184311,394823],[185948,254319],[187559,325373],[188260,264358],[216779,359209],[217795,289242],[250850,322958],
     [6324,55974,55988,202539],[9053,68591,68605,227387],[9694,23471,114864,177406],[9919,42041,72795,235804],[13235,85838,85852,258788],[13721,52503,87667,261804],[14658,32878,140752,209164],[14925,31171,92437,203055],[14949,56016,92673,270619],[16403,98297,98311,279847],[19282,67123,107306,224612],[19408,67024,107706,294269],[20042,39638,109591,227903],[20066,68633,109827,297333],[21352,44740,169427,242837],[21705,42574,115366,236372],[23210,120196,120210,312712],[23696,77622,122025,315728],[27557,85880,132626,330294],[28381,53036,134746,262372],[29886,139576,139590,339668],[30091,59305,200473,277781],[30551,56641,141266,271174],[32385,96829,146210,277072],[32511,96730,146610,348689],[33145,60385,148495,280363],[33169,98339,148731,351753],[39018,69258,162728,297888],[40852,113983,167672,303786],[40978,113884,168072,375403],[44269,120238,175788,384218],[45093,78155,177908,316296],[51682,91673,192423,268521],[54731,139618,199100,410218],[59765,98964,209678,352308]
   ]
cell #845 :
  |C| = 455
  W-rep = phi[[3, 1, 1],[2]]+phi[[3, 1],[2, 1]]+phi[[1, 1, 1],[4]]+phi[[1, 1],[4, 1]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     35 tau_infinity subcells with 1 member(s)
     140 tau_infinity subcells with 2 member(s)
     35 tau_infinity subcells with 4 member(s)
  subcells = [
     [69827],[79674],[87315],[89191],[97378],[100661],[100845],[104309],[109157],[109445],[111594],[120840],[121024],[124878],[128630],[128918],[134275],[134568],[144950],[147409],[152006],[156136],[156429],[162039],[162178],[173992],[176668],[186099],[186238],[192565],[205420],[216598],[218540],[238346],[250895],
     [24310,124124],[27381,85995],[27482,132401],[28122,134255],[31551,143610],[34004,100065],[35988,156116],[36995,158331],[37591,107512],[37775,107935],[37905,160179],[38719,162226],[40018,165072],[42141,171411],[43060,117514],[44093,120353],[44194,175563],[46168,79775],[46235,124173],[46599,249852],[48290,185717],[48610,186286],[49775,130677],[49824,188636],[50529,132421],[50888,190525],[51895,192740],[52603,194723],[53522,136894],[54555,139733],[54656,198875],[56131,143213],[57210,99533],[57277,143659],[57742,205281],[58338,146416],[58522,146839],[58652,207129],[60765,212022],[61171,100975],[61600,284299],[61719,215636],[63621,155583],[63670,218171],[64021,218715],[65416,158351],[65450,221160],[66242,160131],[67672,114532],[67779,225322],[68748,164675],[69894,165121],[70359,230129],[70955,167878],[71139,168301],[71269,231977],[72443,121673],[72601,171792],[73024,172080],[74319,123549],[74894,173839],[74943,238734],[75648,175583],[76007,240623],[76802,313604],[77722,244821],[78641,180056],[79131,125237],[79842,249901],[81987,185737],[82021,252415],[82296,252841],[83156,254088],[83754,255185],[84006,188588],[86482,140220],[86666,140404],[87473,195104],[87896,195392],[89766,197151],[89815,264734],[90520,198895],[90879,266623],[92003,148061],[92291,148349],[92468,203086],[94440,150498],[95122,205301],[95156,273620],[95948,207081],[98454,211625],[99600,212071],[102051,286523],[103143,287650],[103395,218123],[104706,219800],[104755,289618],[105450,220818],[106046,166412],[108505,168871],[109622,227934],[112276,230149],[112310,300334],[113102,231929],[114895,177437],[115188,177730],[115330,236336],[118112,309109],[118364,238686],[121831,245202],[122254,245490],[126426,322752],[127653,252073],[128249,187427],[129354,254108],[129388,325714],[130830,197304],[133506,199980],[134710,262336],[137492,336065],[137744,264686],[140577,208989],[140716,209128],[144354,273278],[148526,280394],[153840,286455],[155736,219953],[156623,361488],[156875,289570],[158470,230268],[165816,299992],[169253,242663],[177872,316260],[184204,394824],[185856,254227],[186831,325372],[188248,264346],[216671,359208],[217783,289230],[250838,322946],
     [6325,56043,93327,202533],[9054,68660,110481,227381],[9913,72869,73409,235815],[13236,85907,133280,258782],[13715,87741,88281,261815],[14874,56735,92448,203066],[14941,92757,93376,270631],[16404,98366,149385,279841],[19283,67124,160041,224543],[19402,107780,108320,294280],[19991,69352,109602,227914],[20058,109911,110530,297345],[21446,44834,114875,177417],[21643,73729,115378,236384],[23211,120265,176442,312706],[23690,122099,122639,315739],[27549,132710,133329,330306],[28319,88601,134758,262384],[29887,139645,199754,339662],[30252,59466,140764,209176],[30476,93727,141267,271175],[32386,96830,206991,277003],[32505,146684,147224,348700],[33094,99058,148506,280374],[33161,148815,149434,351765],[38943,110881,162729,297889],[40853,113984,231839,303717],[40972,168146,168686,375414],[41433,77014,169428,242838],[44261,175872,176491,384230],[45031,122959,177920,316308],[51683,91674,259680,340560],[54723,199184,199803,410230],[55162,97485,200474,277782],[59690,149785,209679,352309]
   ]
cell #846 :
  |C| = 105
  W-rep = phi[[3, 2],[2]]
  special rep = phi[[3, 2],[2]] , dim = 105
  orbit = [6, 4, 4]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [7677],[8737],[11690],[12958],[13286],[16087],[17171],[17388],[18774],[18876],[19490],[21204],[22933],[23261],[24736],[25720],[26636],[26760],[26853],[29609],[29937],[31877],[31979],[32593],[35617],[35741],[36616],[36803],[36841],[40344],[40446],[41060],[42432],[43348],[43472],[43565],[48098],[48136],[49120],[49222],[52894],[53810],[53934],[54027],[56364],[56488],[57550],[57588],[62607],[64532],[64656],[64749],[67415],[68981],[69105],[70167],[70205],[73217],[73255],[78013],[80845],[81573],[82964],[83002],[86228],[86352],[88089],[88127],[97121],[98687],[98811],[101783],[102926],[102964],[106737],[108128],[108166],[114275],[120586],[120710],[122447],[122485],[127031],[131500],[131538],[139966],[140090],[145641],[147032],[147070],[158823],[167103],[168494],[168532],[174662],[174700],[188118],[197974],[198012],[205773],[220623],[220661],[230621],[254580],[286876]
   ]
cell #847 :
  |C| = 70
  W-rep = phi[[2, 2],[3]]
  special rep = phi[[2, 2],[3]] , dim = 70
  orbit = [5, 5, 4]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     70 tau_infinity subcells with 1 member(s)
  subcells = [
     [6327],[9056],[9857],[13238],[13659],[14717],[14856],[16406],[19346],[19834],[19973],[21428],[23213],[23634],[25921],[26735],[27464],[28104],[29889],[32449],[32937],[33076],[35716],[35970],[36977],[40916],[42633],[43447],[44176],[44816],[48272],[49605],[53095],[53909],[54638],[56463],[56717],[57724],[63451],[64631],[69080],[69334],[70341],[73391],[74724],[78214],[83138],[86327],[88263],[89596],[93157],[98786],[99040],[104536],[108302],[110311],[120685],[122621],[127420],[133110],[140065],[147206],[149215],[159212],[168668],[176272],[199584],[206162],[231010],[254969]
   ]
cell #848 :
  |C| = 455
  W-rep = phi[[3, 1, 1],[2]]+phi[[3, 1],[2, 1]]+phi[[1, 1, 1],[4]]+phi[[1, 1],[4, 1]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     35 tau_infinity subcells with 1 member(s)
     140 tau_infinity subcells with 2 member(s)
     35 tau_infinity subcells with 4 member(s)
  subcells = [
     [69833],[79701],[87321],[89199],[97405],[100667],[100881],[104315],[109250],[109453],[111595],[120846],[121060],[124886],[128723],[128926],[134375],[134569],[144956],[147417],[152007],[156236],[156430],[162040],[162283],[174000],[176669],[186100],[186343],[192575],[205421],[216599],[218550],[238347],[250905],
     [24325,124130],[27408,86410],[27488,133007],[28128,134347],[31566,143616],[34031,100071],[35994,156208],[37001,158423],[37597,108057],[37811,108423],[37913,160845],[38727,162321],[40033,165078],[42481,171417],[43087,117520],[44120,120768],[44200,176169],[46174,79781],[46271,124181],[46614,249858],[48296,185809],[48618,186381],[49781,130770],[49832,188731],[50537,133035],[50889,191249],[51896,192844],[52943,194729],[53549,136900],[54582,140148],[54662,199481],[56546,143219],[57216,99539],[57313,143667],[57748,205373],[58344,146961],[58558,147327],[58660,207795],[60780,212028],[61179,100983],[61615,284305],[61746,215642],[63627,155676],[63678,218266],[64022,218819],[65424,158451],[65451,221264],[66243,160807],[67699,114559],[67780,225330],[69163,164681],[69930,165129],[70365,230221],[70961,168423],[71175,168789],[71277,232643],[72449,121679],[73146,171885],[73512,172088],[74327,123557],[74900,173932],[74951,238829],[75656,176197],[76008,241347],[76817,313610],[78062,244827],[78668,180062],[79132,125238],[79878,249909],[81995,185837],[82022,252519],[82297,252849],[83162,254180],[83755,255193],[84007,188693],[86488,140226],[86702,140440],[88018,195197],[88384,195400],[89772,197244],[89823,264829],[90528,199509],[90880,267347],[92096,148154],[92299,148357],[93082,203186],[94441,150499],[95130,205401],[95157,273724],[95949,207757],[98869,211631],[99636,212079],[102052,286531],[103144,287658],[103396,218228],[104712,219893],[104763,289713],[105451,220828],[106052,166418],[108513,168879],[110236,228034],[112284,230249],[112311,300438],[113103,232605],[114995,177537],[115189,177731],[116006,236441],[118113,309117],[118365,238791],[122376,245295],[122742,245498],[126427,322760],[127654,252083],[128255,187433],[129362,254208],[129389,325818],[130838,197312],[133507,199981],[135386,262441],[137493,336073],[137745,264791],[140578,208990],[140821,209233],[144355,273288],[149140,280494],[153841,286465],[155744,219961],[156624,361496],[156876,289675],[158471,230269],[165817,300002],[169263,242673],[178548,316365],[184205,394832],[185857,254228],[186832,325382],[188249,264347],[216672,359218],[217784,289231],[250839,322947],
     [6340,56431,93333,202626],[9069,69048,110487,227474],[9940,73321,73415,235907],[13251,86295,133286,258875],[13742,88193,88287,261907],[14880,56741,93054,203158],[14977,93271,93384,270726],[16419,98754,149391,279934],[19298,67464,160047,224549],[19429,108232,108326,294372],[19997,69358,110208,228006],[20094,110425,110538,297440],[21452,44840,114967,177509],[21651,73737,116044,236479],[23226,120653,176448,312799],[23717,122551,122645,315831],[27585,133224,133337,330401],[28327,88609,135424,262479],[29902,140033,199760,339755],[30260,59474,140859,209271],[30477,93728,141991,271279],[32401,97170,206997,277009],[32532,147136,147230,348792],[33100,99064,149112,280466],[33197,149329,149442,351860],[38944,110882,163453,297993],[40868,114324,231845,303723],[40999,168598,168692,375506],[41434,77015,169532,242942],[44297,176386,176499,384325],[45039,122967,178586,316403],[51698,91689,259686,340566],[54759,199698,199811,410325],[55163,97486,200482,277790],[59691,149786,210403,352413]
   ]
cell #849 :
  |C| = 427
  W-rep = phi[[3, 1],[2, 1]]+phi[[3],[2, 2]]+phi[[1, 1],[4, 1]]+phi[[1],[4, 2]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     91 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     49 tau_infinity subcells with 4 member(s)
  subcells = [
     [38114],[38655],[47795],[48546],[51014],[51167],[51842],[58861],[63092],[63108],[63968],[66090],[66841],[66857],[67842],[71478],[76133],[76286],[81369],[81397],[82359],[84788],[84804],[85636],[85664],[86791],[89400],[91005],[91158],[95796],[96547],[96563],[102418],[102773],[103785],[106533],[106561],[107523],[111720],[111873],[112950],[113701],[113717],[119146],[119162],[119994],[120022],[126321],[126497],[126897],[130028],[130992],[131347],[134694],[137166],[138526],[138542],[139374],[139402],[145437],[145465],[146427],[153743],[156555],[157657],[157673],[158689],[162709],[165391],[166899],[166927],[167889],[174154],[174509],[186769],[187914],[187942],[193245],[197466],[197821],[205639],[219220],[220115],[220470],[225377],[230487],[251125],[252896],[254446],[286578],[286742],
     [14006,137150],[19922,162693],[20465,165419],[21776,72914],[26009,186753],[27647,132840],[28079,192841],[28232,193273],[28452,87786],[28946,196200],[30188,59402],[30630,92798],[35945,218816],[36098,219248],[38038,107825],[38671,225584],[38856,226006],[39097,109952],[41380,76961],[41858,73665],[41903,115755],[44359,176002],[45164,122144],[48562,253103],[48747,253525],[51042,132751],[51783,259828],[51814,259944],[52320,88537],[52365,135135],[54821,199314],[55225,97548],[55800,93674],[58785,146729],[59844,148856],[61380,101184],[63909,288448],[63940,288564],[66886,160556],[67770,295366],[68417,110828],[69992,229544],[71402,168191],[71919,121149],[72612,116717],[74528,123758],[76161,175913],[77439,122895],[77484,178297],[79257,125363],[79410,125516],[80718,322864],[82287,324591],[87484,136097],[91033,199225],[94566,150624],[94719,150777],[96592,207506],[98123,149732],[100337,152621],[102042,359113],[113746,232354],[115314,177856],[117786,180328],[121842,179259],[124443,182536],[141247,209659],[143929,212341],[169933,243343],[200529,277837],
     [7100,34295,100321,152605],[7124,60931,61304,151854],[10204,23981,117770,180312],[10228,74079,74452,173190],[11096,46642,124471,182564],[11127,46099,79285,181688],[14030,88951,89324,196502],[14805,33025,141231,209643],[15039,92887,92995,203505],[15348,33568,143957,212369],[15379,57141,94594,204607],[16637,61798,151552,214839],[16678,61084,100366,213877],[20156,110041,110149,228353],[20496,69758,111748,229455],[21403,44791,169529,242939],[21556,44944,169961,243371],[21852,42721,115962,236851],[22270,45658,172888,246298],[22311,74232,117815,238040],[24005,123309,123682,246600],[28528,53183,135342,262851],[28987,89104,137195,264040],[30204,59418,200736,278044],[30389,59603,201158,278466],[30602,56692,141368,271276],[30755,56845,141935,271708],[33259,148945,149053,280813],[33599,99464,150652,281915],[34319,101108,153019,215141],[39069,69309,162830,297990],[39222,69462,163397,298422],[41321,76902,233828,313752],[41352,76933,233944,313868],[41874,73681,170102,307027],[45240,78302,178504,316775],[45699,123462,180357,317964],[46333,79940,181777,249412],[46673,125391,125812,249323],[52336,88553,193414,333983],[55153,97476,268652,349786],[55772,93646,201250,342984],[57375,99698,204696,282004],[59816,99015,209780,352410],[59969,99168,210347,352842],[61839,152650,153172,284814],[68389,110800,226098,369698],[77455,122911,243512,387907],[98095,149704,278558,422158]
   ]
cell #850 :
  |C| = 427
  W-rep = phi[[3, 1],[2, 1]]+phi[[3],[2, 2]]+phi[[1, 1],[4, 1]]+phi[[1],[4, 2]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     91 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     49 tau_infinity subcells with 4 member(s)
  subcells = [
     [67090],[67753],[81438],[82270],[85705],[85964],[86881],[86900],[96796],[101761],[102025],[102790],[102846],[103875],[103894],[106602],[107540],[107596],[108987],[113950],[120063],[120322],[126209],[127009],[127273],[127292],[128460],[131364],[131420],[132449],[132468],[137399],[139443],[139702],[145506],[146444],[146500],[154441],[154727],[158801],[159065],[159084],[160252],[165460],[165719],[166968],[167906],[167962],[174526],[174582],[175611],[175630],[187983],[189123],[189409],[193314],[196217],[196273],[197838],[197894],[198923],[198942],[205751],[206015],[206034],[207202],[219289],[220487],[220543],[226023],[226079],[230599],[230863],[230882],[232050],[239221],[239507],[253542],[253598],[254558],[254822],[254841],[259845],[265221],[265507],[286854],[288465],[290105],[290391],[322881],[323121],
     [20564,229153],[28275,260463],[29078,263736],[36141,289083],[38606,295415],[38904,296032],[39945,229172],[48497,324640],[48795,325257],[51736,331436],[51883,331562],[52142,260482],[55136,97459],[62472,359162],[63862,360741],[64009,360867],[64268,289102],[67859,367417],[67915,295506],[72009,121239],[72028,121258],[80671,394736],[82376,396273],[82432,324731],[91833,147891],[92496,142779],[92515,142798],[92658,141750],[100570,152854],[107865,160658],[109650,164241],[109669,164260],[109812,163212],[115451,171622],[115562,170454],[118019,180561],[124512,182605],[124771,182864],[132611,191008],[134831,194934],[134942,193766],[141496,201677],[143998,212410],[144257,212669],[146769,207608],[148554,211191],[148573,211210],[148716,210162],[151569,214856],[151625,214912],[160363,223586],[162958,226525],[168231,232456],[170002,243412],[172905,246315],[172961,246371],[175773,241106],[177993,245032],[178104,243864],[190754,257926],[196542,264142],[199085,267106],[201175,278483],[201231,278539],[207313,276046],[209908,278985],[232161,302760],[233845,313769],[240852,311850],[266852,338806],
     [11195,24452,181386,249021],[15447,33667,204305,281613],[16769,34215,213573,284510],[21599,44987,234463,314387],[22402,45790,237736,317660],[24157,46075,247738,319431],[24237,46526,181405,249040],[30139,59353,268701,349835],[30437,59651,269318,350452],[31398,57117,272749,344811],[31478,60692,204324,281632],[33812,61052,213684,283342],[39865,69734,299463,371525],[41274,76855,304480,385360],[41421,77002,304606,385486],[41680,77261,234482,314406],[42107,73914,305882,379181],[42868,74200,237847,308765],[45955,78855,181548,247992],[52569,88786,332838,405181],[53330,89072,263847,335721],[55242,97565,340703,419877],[55298,97621,268792,349926],[55841,93715,341449,413327],[56100,93974,270115,343522],[56997,94164,204467,273003],[60612,99440,353883,423985],[68458,110869,368163,438175],[68717,111128,296829,370236],[69614,111318,229315,299717],[72629,116734,377159,446371],[72685,116790,305356,378655],[72954,115857,235325,307522],[77688,123144,386762,455279],[78449,123430,317771,389645],[80053,125788,320776,392730],[87501,136114,403159,469683],[87557,136170,332312,404655],[87826,135237,261325,334478],[98164,149773,420623,485125],[98423,150032,351249,422696],[99320,150222,281775,354137],[101331,153140,284621,357180],[121859,179276,453257,512845],[121915,179332,386236,454753],[122184,178399,315249,388402],[125668,183054,249183,321030],[151894,213979,215181,284916],[173230,238142,246640,318066]
   ]
cell #851 :
  |C| = 553
  W-rep = phi[[3, 2, 1],[1]]+phi[[3, 1, 1],[2]]+phi[[3, 2],[1, 1]]+phi[[3, 1],[2, 1]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     91 tau_infinity subcells with 4 member(s)
  subcells = [
     [181628],[182028],[182092],[204547],[208507],[208571],[213793],[214261],[229395],[236105],[237956],[239027],[239791],[242160],[247855],[249263],[262105],[263956],[270924],[272866],[273512],[273966],[274109],[281855],[284224],[284730],[297638],[299580],[306231],[306685],[309324],[309857],[313529],[316029],[317880],[320893],[333187],[333641],[342285],[345318],[352058],[354000],[368999],[377929],[387111],[387565],[403929],[421459],[454027],
     [57888,345895],[74705,309296],[74769,380963],[92738,270779],[93138,342257],[93202,412649],[94916,345343],[100895,356500],[109892,297493],[110292,368971],[110356,437497],[115671,306470],[116139,377954],[121074,385120],[125035,391769],[125159,320337],[132691,330454],[135051,333426],[135519,403954],[141613,342511],[147566,419288],[147690,349562],[148796,351913],[149196,421431],[149260,484447],[152157,356233],[152195,426017],[155011,290675],[159966,294570],[160472,366291],[161557,233355],[161621,233419],[163075,369225],[174808,449608],[175853,384378],[176819,384853],[176857,451992],[178213,387350],[178681,454052],[184533,326203],[188929,265027],[189693,265791],[190871,401407],[192062,268160],[199165,410378],[205571,416734],[206295,480298],[206916,348990],[207422,418751],[210025,421685],[216418,359339],[216951,362236],[218464,289911],[221052,300226],[221506,300680],[221649,300823],[231764,375704],[232270,443599],[239170,508156],[240969,451505],[250706,394886],[252307,325606],[252761,326060],[255400,336280],[255933,336813],[259605,340485],[266969,474817],[287865,361703],[290898,372032],[324005,397043],
     [25036,83302,251283,397620],[25232,127446,184712,395491],[34517,153614,216390,428985],[34581,102217,286351,429201],[35121,154816,217131,429671],[37141,70505,291475,372609],[37337,159238,221828,433321],[37825,108437,222906,366506],[46915,126234,250731,461479],[47532,184505,184560,461835],[47596,127465,184950,462051],[49586,89577,255372,336252],[49650,89641,327039,406963],[50190,189498,256113,465251],[50686,133136,256965,401181],[50810,133475,190315,330599],[58084,206188,274288,480271],[58572,147341,275366,418966],[62815,154466,216976,491916],[63032,154577,218319,359956],[63432,104517,287837,361675],[63496,104581,360189,431126],[65210,112070,290923,372057],[65827,221621,221676,494667],[65891,159257,222066,494883],[66393,160898,222639,366052],[66431,160912,292423,434873],[70701,231036,301002,501733],[71189,168803,302080,443814],[75309,239596,310037,508413],[75805,176298,310889,451279],[75929,176637,240413,384523],[81313,127401,252546,395463],[81781,129148,324030,397068],[83498,254995,326382,521219],[84511,189148,255958,521626],[84728,188784,189259,399434],[85128,133091,191276,401153],[85192,133155,191351,466706],[86716,140454,331196,411120],[90181,265596,336993,527793],[90677,199610,337845,474591],[90801,199949,266413,410523],[95533,274081,274136,533571],[95597,206207,274526,533787],[96099,207848,275099,418512],[96137,207862,346843,481823],[102709,154844,288091,429696],[103072,220769,360032,494256],[105121,290480,362416,545242],[106477,159193,221291,433293],[106945,160940,223920,434898],[108662,169028,366828,444136],[108786,169152,295142,376276],[112687,300795,300850,550725],[112751,231055,301240,550941],[113253,232696,301813,443360],[113291,232710,373557,503285],[118869,239246,309882,555984],[119086,238882,239357,449532],[119486,176253,241374,451251],[119550,176317,241449,509868],[127553,255102,395518,521246],[129765,326175,326230,566034],[129829,255014,326620,566250],[131283,189526,255626,465276],[131646,198120,399510,472920],[133657,200131,330929,410853],[133695,200169,401894,475304],[138249,265246,336838,570856],[138466,264882,265357,472844],[138866,199565,267374,474563],[138930,199629,267449,529248],[145381,206143,273751,480243],[145849,207890,276380,481848],[154247,359311,359366,583196],[154390,290054,429414,544985],[157380,290130,362261,584004],[157597,289766,290241,494180],[158621,230419,364274,441582],[159345,231143,433348,501760],[166843,230991,300465,501705],[167311,232738,303094,503310],[174445,239624,309550,508438],[183936,323070,394629,564995],[184390,323146,394911,598390],[186007,254378,323828,464501],[187858,254950,325845,521191],[189072,265170,464994,527536],[197757,265624,336506,527818],[220406,290508,361929,545267]
   ]
cell #852 :
  |C| = 70
  W-rep = phi[[2, 2],[3]]
  special rep = phi[[2, 2],[3]] , dim = 70
  orbit = [5, 5, 4]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     70 tau_infinity subcells with 1 member(s)
  subcells = [
     [9957],[13759],[14882],[19446],[19999],[21454],[21630],[23734],[27490],[28130],[28306],[30239],[32549],[33102],[35996],[37003],[37892],[38706],[41016],[44202],[44842],[45018],[48298],[48597],[49811],[54664],[56743],[57750],[58639],[59453],[63657],[65236],[69360],[70367],[71256],[73417],[73716],[74930],[81807],[83164],[88289],[88588],[89802],[93363],[94942],[99066],[104742],[108328],[110517],[112096],[116165],[122647],[122946],[129174],[133316],[135545],[147232],[149421],[154870],[160966],[168694],[176478],[178707],[189552],[199790],[207916],[232764],[239650],[265650],[290534]
   ]
cell #853 :
  |C| = 70
  W-rep = phi[[2, 2],[3]]
  special rep = phi[[2, 2],[3]] , dim = 70
  orbit = [5, 5, 4]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     70 tau_infinity subcells with 1 member(s)
  subcells = [
     [22074],[28750],[30864],[38336],[39331],[41556],[42161],[45462],[51276],[52018],[52623],[55416],[59083],[60078],[64144],[65573],[67144],[68033],[71700],[76395],[77137],[77742],[82144],[82550],[84195],[91267],[93850],[95279],[96850],[97739],[103584],[105583],[111004],[112433],[114004],[116502],[116908],[118553],[127786],[129511],[135882],[136288],[137933],[142488],[144487],[149908],[157064],[161303],[163950],[165949],[170948],[179044],[179450],[186964],[191746],[194260],[208253],[210900],[217490],[224080],[233101],[241844],[244358],[256472],[267844],[276540],[303254],[310396],[337352],[362775]
   ]
cell #854 :
  |C| = 315
  W-rep = phi[[2, 1],[3, 1]]+phi[[2],[3, 2]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [41748],[41944],[51174],[52210],[52406],[55264],[55328],[55868],[66927],[67051],[67881],[67945],[68485],[72034],[72651],[72715],[76293],[77329],[77525],[81427],[82398],[82462],[85694],[85732],[86906],[87523],[87587],[91165],[92521],[96633],[96757],[97587],[97651],[98191],[102812],[103900],[106591],[107562],[107626],[109675],[111880],[113787],[113911],[115785],[116756],[116820],[120052],[120090],[121264],[121881],[121945],[127298],[131386],[132474],[135165],[136136],[136200],[137360],[139432],[139470],[141716],[142804],[145495],[146466],[146530],[148579],[159090],[160586],[163178],[164266],[165449],[166957],[167928],[167992],[170460],[174548],[175636],[178327],[179298],[179362],[187972],[190974],[191088],[193303],[193772],[197860],[198948],[206040],[207536],[210128],[211216],[219278],[220509],[223592],[230888],[232384],[241072],[241186],[243870],[254847],[267072],[267186],[276052],[299797],[302766],
     [7112,151655],[10216,172991],[11103,181411],[14018,196303],[15027,201961],[15355,204330],[16646,151591],[16685,100407],[20144,226809],[20472,229178],[21563,234488],[21665,234631],[22279,172927],[22318,117856],[23993,246401],[24118,124539],[28239,260488],[28341,260631],[28955,196239],[28994,137236],[30274,268878],[30398,201197],[30491,269411],[30762,141976],[31359,144025],[33247,279269],[33575,281638],[34307,214942],[36105,289108],[38741,295592],[38865,226045],[38958,296125],[39229,163438],[39826,165487],[41410,234034],[41448,304630],[42068,170715],[44951,314412],[45053,314555],[45667,246337],[45706,180398],[46649,249046],[48632,324817],[48756,253564],[51872,260034],[51910,331586],[52530,194027],[55830,201340],[56852,343528],[59488,350012],[59612,278505],[59705,350545],[59976,210388],[60573,212437],[61091,283348],[61807,214878],[61846,152691],[63998,288654],[64036,360891],[68447,226188],[69469,370242],[73751,378741],[73875,307488],[74239,308771],[76991,313958],[77029,385510],[77649,244125],[79053,247958],[79417,125523],[80014,182632],[88623,404741],[88747,334444],[89111,335727],[93704,343074],[93742,413351],[94362,272969],[94726,150784],[98153,278648],[99175,422702],[99873,213907],[100531,152815],[110858,369788],[110896,438199],[111516,299683],[117322,238070],[117980,180522],[122981,454839],[123105,388368],[123469,389651],[124501,182594],[136702,264070],[141830,271738],[143987,212399],[149762,422248],[149800,485149],[150420,354103],[153179,357186],[163292,298452],[169991,243401],[179864,317994],[183252,320996],[210242,352872],[215444,284844],[248072,321110],[273083,354217]
   ]
cell #855 :
  |C| = 553
  W-rep = phi[[3, 2, 1],[1]]+phi[[3, 1, 1],[2]]+phi[[3, 2],[1, 1]]+phi[[3, 1],[2, 1]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     91 tau_infinity subcells with 4 member(s)
  subcells = [
     [124128],[124866],[124985],[143614],[147397],[147516],[151168],[152038],[165076],[171415],[172504],[173980],[174758],[176700],[180938],[194727],[195816],[202674],[203857],[205098],[205452],[205673],[212026],[227522],[228705],[235632],[235986],[238557],[239087],[244825],[245914],[249856],[261632],[261986],[270454],[273429],[279982],[281165],[284303],[285392],[297168],[306148],[313608],[315556],[315910],[321611],[333104],[351588],[387028],
     [61610,356598],[74796,238541],[76812,385218],[79626,391780],[79699,320428],[93229,270438],[93331,202624],[95014,273470],[95419,274032],[97330,419299],[97403,349653],[100665,356244],[100752,426010],[103022,220719],[108493,168859],[108612,168978],[110383,297152],[110485,227472],[116237,306189],[116333,235883],[118287,309247],[119339,449619],[120844,384864],[120931,451985],[126931,254480],[130818,197292],[131596,198070],[133284,258873],[133538,200012],[135617,333145],[135713,261883],[142222,342208],[142331,270703],[144954,416745],[145661,480291],[149287,351572],[149389,279932],[153777,286776],[154307,289971],[155724,219941],[158148,229946],[158502,230300],[158723,230521],[160045,224547],[161134,294348],[163684,368922],[163793,297417],[174189,508121],[176446,312797],[178779,387069],[178875,315807],[183853,322987],[185534,253905],[185888,254259],[188459,264557],[188989,265087],[191589,330378],[199758,339753],[206995,277007],[208084,348768],[210634,421382],[210743,351837],[217994,289441],[220969,300143],[231843,303721],[232932,375482],[241687,384302],[252224,325523],[259684,340564],[267687,410302],
     [11797,81518,184723,323728],[17516,102871,217124,359873],[18983,106682,221839,364174],[19293,67459,223004,294451],[25063,126915,251371,395110],[25182,127359,185079,395414],[26981,131445,256106,399351],[27333,86173,256976,330129],[27406,86408,190406,258923],[32086,145586,274299,416634],[32396,97165,275464,348871],[34608,153761,216271,358958],[34964,154348,217093,429397],[37168,158707,291563,432940],[37287,159151,222195,433244],[37595,108055,222650,294097],[37682,108073,292416,365969],[40553,167048,301013,441482],[40863,114319,302178,375585],[43693,174607,310030,449449],[44045,120531,310900,384053],[44118,120766,240504,312847],[47013,183822,183894,394612],[47418,129651,184456,326126],[49329,188063,326393,464401],[49677,89668,188443,264541],[49779,130768,189270,328195],[50033,189030,256075,464977],[50517,132983,133182,330113],[50636,133049,191480,401104],[51693,91684,331294,411218],[54155,197919,336986,472761],[54507,139911,337856,410053],[54580,140146,266504,339803],[57915,205657,345983,479890],[58034,206101,274655,480194],[58342,146959,275110,348517],[58429,146977,346836,418429],[62233,154133,216341,359262],[63285,157850,360043,494267],[63523,104608,217978,289425],[63625,154588,155674,287507],[64877,220568,362409,494097],[65308,112168,221010,300184],[65404,158399,159284,364158],[65713,112573,221572,300746],[66274,160822,161038,366010],[67624,114484,366839,444147],[67697,114557,295233,376367],[70532,230505,372697,501352],[70651,230949,301369,501656],[70959,168421,301824,375231],[71046,168439,373550,443277],[74898,173930,239368,382119],[75152,239128,309999,508139],[75636,176145,176344,384037],[75755,176211,241578,451202],[81593,188138,395511,521239],[81879,129246,252265,325564],[81975,127492,185785,323712],[83329,254464,397708,520838],[83448,254908,326749,521142],[83929,137667,255323,336203],[84038,188708,189624,399392],[84981,138719,399521,472931],[86486,140224,330940,410864],[86573,140311,401887,475297],[89770,197242,265368,408119],[90024,265128,336955,527519],[90508,199457,199656,410037],[90627,199523,267578,474514],[95110,205349,206234,416618],[95980,207772,207988,418470],[102244,286760,429289,543665],[102453,220150,429379,544950],[103318,156798,287788,361626],[103427,154942,218243,359914],[104710,219891,290252,432282],[104964,290012,362378,544968],[106050,166416,364285,441593],[106757,167123,433341,501753],[112264,230197,231082,441466],[113134,232620,232836,443318],[118396,238806,239722,449490],[126356,251160,461516,564960],[126710,323028,395028,564978],[128253,187431,323839,464512],[129342,254156,255041,464385],[131027,197501,464959,527501],[137776,264806,265722,472802],[156907,289690,290606,494138]
   ]
cell #856 :
  |C| = 189
  W-rep = phi[[3],[3, 1]]+phi[[2],[4, 1]]
  special rep = phi[[3],[3, 1]] , dim = 105
  orbit = [6, 6, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     21 tau_infinity subcells with 1 member(s)
     84 tau_infinity subcells with 2 member(s)
  subcells = [
     [53510],[68284],[69855],[82801],[87214],[87343],[104208],[104337],[108953],[109266],[128426],[128739],[134040],[134389],[153993],[155901],[156250],[162012],[184102],[186072],[216571],
     [24330,79397],[31571,94706],[33992,61707],[34049,100481],[40038,111860],[42751,117159],[43048,78629],[43105,117930],[46177,124407],[46196,79803],[46619,125503],[53213,136539],[53567,137310],[55667,97990],[56634,143112],[56889,143241],[57219,143893],[57238,99561],[60785,150764],[61764,152765],[69251,164574],[69506,164703],[69836,165355],[72342,121572],[72452,169897],[72471,121701],[73550,171901],[73617,171588],[78332,179701],[78686,180472],[79784,182500],[87324,193209],[88422,195213],[88489,194900],[91799,147857],[92112,148170],[92179,200943],[93548,203200],[93569,202851],[98957,211524],[99212,211653],[99542,212305],[100074,213193],[104318,219184],[109333,225791],[110702,228048],[110723,227699],[114660,177202],[115009,177551],[115030,234200],[116627,236170],[117523,237356],[121682,243307],[122780,245311],[122847,244998],[128806,253310],[134410,260200],[136007,262170],[136903,263356],[140550,208962],[140928,269031],[143222,271644],[148237,278251],[149606,280508],[149627,280159],[156271,288820],[162390,295745],[164684,298358],[171968,307234],[177572,314124],[179169,316094],[180065,317280],[186450,324970],[195280,334190],[203221,343240],[209340,350165],[211634,352778],[215645,357968],[228069,369954],[236548,378894],[245378,388114],[262548,404894],[280529,422414],[316472,454992]
   ]
cell #857 :
  |C| = 392
  W-rep = phi[[3, 2],[1, 1]]+phi[[3, 1],[2, 1]]+phi[[1],[4, 2]]+phi[[],[4, 3]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     56 tau_infinity subcells with 1 member(s)
     140 tau_infinity subcells with 2 member(s)
     14 tau_infinity subcells with 4 member(s)
  subcells = [
     [93399],[110553],[111620],[111667],[116405],[118325],[133352],[134594],[134641],[135785],[137051],[142260],[142411],[144577],[145058],[149457],[156455],[156502],[160733],[161206],[162049],[162160],[162594],[163722],[163873],[171038],[173566],[176514],[178947],[186109],[186220],[186654],[191669],[192549],[192719],[194350],[199826],[202260],[207683],[208156],[210672],[210823],[216608],[218524],[218694],[225405],[227108],[232531],[233004],[241767],[244448],[250879],[252924],[264217],[267767],[279568],
     [19464,223770],[25339,251708],[27543,257676],[27636,191137],[32567,276230],[35249,287226],[37444,291900],[37928,223336],[37947,293116],[41034,302944],[44255,311600],[44348,241235],[47456,323256],[47742,251855],[49847,256387],[50318,327914],[50914,191518],[50961,258509],[53584,335905],[54717,338556],[54810,267235],[58191,346320],[58675,275796],[58694,347536],[62271,286304],[62734,287021],[63693,217405],[65476,222233],[65751,363702],[66037,292047],[66742,224170],[69888,371275],[69981,299846],[70808,373034],[71292,302510],[71311,374250],[74966,310311],[75437,381838],[76033,241616],[76080,312433],[78930,124196],[79157,125263],[79204,125310],[80509,250674],[80990,187535],[82047,185117],[83605,398045],[83967,137705],[84118,256562],[84430,327709],[87376,403081],[89214,335471],[89233,406147],[89838,337267],[90309,407838],[90905,267616],[90952,339389],[94239,143682],[94466,150524],[94513,150571],[95182,274693],[95457,416162],[95743,346467],[96448,276630],[99922,151240],[100222,152506],[101830,216755],[103356,156836],[103507,217580],[104370,430980],[104778,362690],[105249,432001],[105673,166039],[106154,166520],[109468,368021],[109487,436667],[111393,165144],[112336,301407],[112611,441010],[112897,373181],[113602,303344],[115214,177756],[115261,177803],[115932,172103],[117371,172576],[117671,180213],[118476,310486],[118788,381633],[124010,181018],[127876,187054],[128941,396877],[128960,463146],[129414,326787],[129689,463929],[129975,398192],[130404,196878],[134072,468004],[135312,195415],[136751,195888],[137856,337442],[138168,407633],[140587,208999],[140698,209110],[141132,209544],[141879,203405],[143496,203937],[150297,212094],[154171,491851],[155310,219527],[155933,492666],[156987,362865],[157299,431796],[163341,228253],[164958,228785],[169237,242647],[169407,242817],[170204,236318],[170638,236752],[178474,245513],[179913,245986],[183129,249924],[184134,519134],[184309,461776],[193516,262318],[193950,262752],[200557,277865],[201427,271154],[210291,280713],[211908,281245],[214054,284991],[215493,285464],[226275,297868],[234651,306848],[238217,318141],[243614,316242],[244048,316676],[249738,321691],[260651,333804],[278735,352288],[314575,387728],
     [34066,61781,283526,357364],[43122,78703,308949,389829],[46229,79836,319181,392480],[46322,79929,248121,321159],[57271,99594,344561,423735],[57364,99687,273132,354266],[61194,100998,283092,356930],[61213,101017,355263,426710],[72504,121734,377081,453179],[74342,123572,308515,389395],[74361,123591,380147,456245],[92314,148372,341307,420481],[92333,148391,411819,483617],[114692,177234,444692,511166]
   ]
cell #858 :
  |C| = 427
  W-rep = phi[[3, 1],[2, 1]]+phi[[3],[2, 2]]+phi[[1, 1],[4, 1]]+phi[[1],[4, 2]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     91 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     49 tau_infinity subcells with 4 member(s)
  subcells = [
     [85971],[86901],[102853],[103895],[107603],[107909],[108870],[108986],[120329],[127293],[127347],[128343],[128459],[131427],[132469],[132523],[134094],[139709],[146507],[146813],[153645],[153910],[154723],[154726],[155955],[159085],[159139],[160248],[160251],[165726],[167969],[168275],[174589],[175631],[175685],[183786],[184591],[184856],[189405],[189408],[190637],[196280],[196586],[197901],[198943],[198997],[206035],[206089],[207198],[207201],[217057],[220550],[221707],[221972],[226086],[229227],[230883],[230937],[232046],[232049],[239503],[239506],[240735],[253605],[254842],[254896],[256039],[260537],[263732],[265503],[265506],[266735],[274167],[274432],[289157],[290387],[290390],[296028],[300881],[301146],[309963],[325253],[326261],[326526],[331495],[336919],[359397],[360800],[362342],[394795],[394992],
     [39952,229173],[39972,299346],[52149,260483],[52169,332062],[53454,263735],[64275,289103],[64295,361367],[67827,367404],[67922,295507],[68228,296031],[72029,121259],[82344,396260],[82439,324732],[82745,325256],[86785,402486],[86955,331561],[91716,147774],[91832,147890],[92516,142799],[92665,141757],[102099,429120],[103779,430385],[103949,360866],[107917,160728],[108983,367414],[109670,164261],[109819,163219],[114714,177256],[115450,171621],[115563,170455],[124778,182871],[126491,461556],[128456,396270],[132618,191015],[134830,194933],[134943,193767],[141379,202905],[141495,201676],[144264,212676],[146821,207678],[148574,211211],[148723,210169],[151632,214919],[151938,215225],[160364,223587],[162841,227753],[162957,226524],[168283,232526],[172968,246378],[173274,246684],[175780,241113],[177992,245031],[178105,243865],[181460,249095],[190753,257925],[196594,264212],[199092,267113],[201238,278546],[204379,281687],[207314,276047],[209791,280213],[209907,278984],[213569,284506],[232162,302761],[234537,314461],[237732,317656],[240851,311849],[266851,338805],[269314,350448],[304539,385419],
     [24244,46533,181406,249041],[24264,46553,247621,320659],[31485,60699,204325,281633],[31505,60719,272632,353766],[33819,61059,213685,283343],[33936,61651,213572,284509],[41687,77268,234483,314407],[41707,77288,305106,385986],[42875,74207,237848,308766],[42992,78573,237735,317659],[45999,79016,247737,319430],[46007,78925,181555,247999],[53337,89079,263848,335722],[55210,97533,340690,419864],[55305,97628,268793,349927],[55611,97934,269317,350451],[56107,93981,270116,343523],[57041,94325,272748,344810],[57049,94234,204474,273010],[68724,111135,296830,370237],[69658,111479,299462,371524],[69666,111388,229322,299724],[71913,121143,376486,452584],[72083,121313,304605,385485],[72692,116797,305357,378656],[72998,117103,305881,379180],[73006,115927,235332,307529],[78456,123437,317772,389646],[87564,136177,332313,404656],[87870,136483,332837,405180],[87878,135307,261332,334485],[91829,147887,340700,419874],[92570,142853,341448,413326],[98430,150039,351250,422697],[99364,150383,353882,423984],[99372,150292,281782,354144],[101338,153147,284622,357181],[109724,164315,368162,438174],[115447,171618,377156,446368],[121922,179339,386237,454754],[122228,179645,386761,455278],[122236,178469,315256,388409],[125712,183215,320775,392729],[125720,183124,249190,321037],[134827,194930,403156,469680],[148628,211265,420622,485124],[151946,214049,215233,284986],[173282,238212,246692,318136],[177989,245028,453254,512842]
   ]
cell #859 :
  |C| = 392
  W-rep = phi[[3, 2],[1, 1]]+phi[[3, 1],[2, 1]]+phi[[1],[4, 2]]+phi[[],[4, 3]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     56 tau_infinity subcells with 1 member(s)
     140 tau_infinity subcells with 2 member(s)
     14 tau_infinity subcells with 4 member(s)
  subcells = [
     [142457],[163919],[165325],[165386],[171212],[173605],[191715],[193179],[193240],[194524],[196123],[202299],[202467],[205058],[205608],[210869],[219154],[219215],[223816],[224344],[225372],[225478],[225929],[227147],[227315],[235592],[238492],[241813],[244622],[252891],[252997],[253448],[258716],[259771],[259918],[261592],[267813],[270389],[276276],[276804],[279607],[279775],[286573],[288391],[288538],[295432],[297103],[302990],[303518],[312640],[315516],[322807],[324657],[335951],[339596],[351523],
     [38134,293640],[47800,323525],[51019,329226],[51191,258136],[58881,348060],[63060,359693],[66095,363971],[66788,293189],[66809,365103],[71498,374774],[76138,383150],[76310,312060],[81029,395097],[81364,323663],[84164,327987],[84756,399171],[85570,258548],[85631,330064],[89420,406671],[91010,409150],[91182,339016],[95801,416431],[96494,347609],[96515,417563],[101869,358945],[102413,359530],[103553,287299],[105847,292086],[106193,432927],[106528,364109],[107446,294057],[111725,439684],[111897,371735],[112955,441279],[113648,374323],[113669,442411],[118522,381911],[119114,449269],[119928,312472],[119989,383988],[124056,181064],[124377,182470],[124438,182531],[126316,322644],[126866,254415],[128050,251894],[130033,464198],[130443,196917],[130611,328155],[130987,399008],[134699,468436],[137097,406220],[137118,471105],[137902,407911],[138494,472581],[139308,339428],[139369,409988],[143542,203983],[143863,212275],[143924,212336],[144751,346506],[145097,479877],[145432,416569],[146350,348477],[151067,213163],[151475,214762],[153712,286711],[155349,219566],[155517,287467],[156560,493098],[157033,432074],[157625,493917],[158108,229906],[158658,230456],[162640,436740],[162661,497688],[165004,228831],[166213,373220],[166559,501339],[166894,441417],[167812,375191],[169867,243277],[169928,243338],[170684,236798],[172403,237326],[172811,246221],[173773,382079],[174149,449106],[180827,247183],[185494,253865],[186700,463219],[186721,520219],[187228,398231],[187574,520825],[187909,464336],[188394,264492],[192622,524009],[193996,262798],[195715,263326],[197085,408079],[197461,472418],[200524,277832],[200630,277938],[201081,278389],[201887,271614],[203746,272194],[211954,281291],[216794,543652],[217929,289376],[218597,544188],[219734,432242],[220110,493754],[226735,298328],[228594,298908],[233771,313695],[233918,313842],[234724,306921],[235175,307372],[244094,316722],[245813,317250],[249784,321737],[250952,564911],[251120,519256],[260724,333877],[261175,334328],[268718,349852],[269551,342958],[279195,352748],[281054,353328],[283572,357410],[285291,357938],[296265,369672],[305282,378581],[308995,389875],[314648,387801],[315099,388252],[321500,393520],[332238,404581],[350685,422132],[386162,454679],
     [61400,101204,355787,427234],[74548,123778,380671,456769],[79262,125368,390877,459248],[79434,125540,319641,392940],[94571,150629,414836,486634],[94743,150801,345021,424195],[100268,152552,355336,426783],[100289,152573,425144,489361],[115319,177861,445124,511598],[117717,180259,380220,456318],[117738,180280,447793,514267],[141178,209590,411892,483690],[141199,209611,476226,536592],[169310,242720,504629,558367]
   ]
cell #860 :
  |C| = 70
  W-rep = phi[[2, 2],[3]]
  special rep = phi[[2, 2],[3]] , dim = 70
  orbit = [5, 5, 4]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     70 tau_infinity subcells with 1 member(s)
  subcells = [
     [21816],[28492],[30524],[38078],[38991],[41481],[41763],[45204],[50936],[51943],[52225],[55343],[58825],[59738],[64069],[65498],[66746],[67960],[71442],[76055],[77062],[77344],[82069],[82477],[84122],[90927],[93775],[95204],[96452],[97666],[103511],[105677],[110929],[112358],[113606],[116427],[116835],[118480],[127880],[129436],[135807],[136215],[137860],[142415],[144581],[149833],[156991],[161228],[163877],[166043],[171042],[178969],[179377],[187058],[191673],[194354],[208178],[210827],[217584],[224174],[233026],[241771],[244452],[256566],[267771],[276634],[303348],[310490],[337446],[362869]
   ]
cell #861 :
  |C| = 70
  W-rep = phi[[2, 2],[3]]
  special rep = phi[[2, 2],[3]] , dim = 70
  orbit = [5, 5, 4]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     70 tau_infinity subcells with 1 member(s)
  subcells = [
     [42420],[52882],[56217],[67403],[68834],[72250],[73091],[78001],[86081],[87122],[87963],[92041],[97109],[98540],[104116],[105970],[108002],[109195],[114263],[120439],[121480],[122321],[128173],[128668],[130715],[139819],[143020],[144874],[146906],[148099],[155621],[158125],[164482],[166336],[168368],[171335],[171830],[173877],[185511],[187351],[194647],[195142],[197189],[202571],[205075],[211432],[219838],[224467],[227419],[229923],[235609],[244745],[245240],[253882],[258820],[261609],[276927],[279879],[287484],[294074],[303641],[312744],[315533],[328172],[339700],[348494],[375208],[382096],[408096],[432259]
   ]
cell #862 :
  |C| = 70
  W-rep = phi[[2, 2],[3]]
  special rep = phi[[2, 2],[3]] , dim = 70
  orbit = [5, 5, 4]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     70 tau_infinity subcells with 1 member(s)
  subcells = [
     [73378],[88250],[93057],[108289],[110211],[114970],[116026],[122608],[133010],[134350],[135406],[140841],[147193],[149115],[156211],[158426],[160827],[162303],[168655],[176172],[177512],[178568],[185812],[186363],[188713],[199484],[203161],[205376],[207777],[209253],[218248],[221015],[228009],[230224],[232625],[235910],[236461],[238811],[252270],[254183],[261910],[262461],[264811],[270708],[273475],[280469],[289695],[294375],[297422],[300189],[306194],[315834],[316385],[325569],[330383],[333150],[348795],[351842],[359919],[366015],[375509],[384307],[387074],[399397],[410307],[418475],[443323],[449495],[472807],[494143]
   ]
cell #863 :
  |C| = 70
  W-rep = phi[[2, 2],[3]]
  special rep = phi[[2, 2],[3]] , dim = 70
  orbit = [5, 5, 4]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     70 tau_infinity subcells with 1 member(s)
  subcells = [
     [116452],[135832],[142057],[161253],[163519],[169598],[170793],[178994],[191315],[192910],[194105],[200768],[208203],[210469],[218885],[221330],[223925],[225616],[233051],[241413],[243008],[244203],[252585],[253135],[255631],[267413],[271345],[273790],[276385],[278076],[288096],[290928],[298059],[300504],[303099],[306509],[307059],[309555],[324035],[325884],[333465],[334015],[336511],[342516],[345348],[352479],[361934],[366330],[369230],[372062],[377959],[387389],[387939],[397073],[401412],[403959],[418790],[421690],[429701],[434903],[443638],[451510],[454057],[465281],[474822],[481853],[503315],[508443],[527823],[545272]
   ]
cell #864 :
  |C| = 315
  W-rep = phi[[2, 1],[3, 1]]+phi[[2],[3, 2]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [21772],[27643],[28448],[30619],[38034],[38107],[39086],[41775],[41894],[44355],[45160],[50944],[51031],[52237],[52356],[54817],[55355],[55711],[58781],[58854],[59833],[65506],[66758],[66877],[67972],[68328],[69988],[71398],[71471],[72132],[72537],[76063],[76150],[77356],[77475],[82077],[82489],[84134],[85575],[87004],[87409],[89393],[90935],[91022],[91939],[95212],[96464],[96583],[97678],[98034],[103523],[103998],[105852],[109093],[111650],[112366],[113618],[113737],[116435],[116847],[118492],[119933],[121362],[121767],[128055],[128566],[129444],[134624],[135815],[136227],[137872],[139313],[142427],[142902],[144756],[147997],[156485],[157003],[161236],[163889],[164364],[166218],[171217],[171728],[178977],[179389],[187233],[191167],[191685],[194529],[195040],[208186],[210839],[211314],[224349],[233034],[241265],[241783],[244627],[245138],[267265],[267783],[276809],[299876],[303523],
     [7120,61300],[10224,74448],[11120,79274],[14026,89320],[15035,92991],[15372,94583],[16653,100238],[16673,100357],[20152,110145],[20489,111737],[21845,115951],[22286,117687],[22306,117806],[24001,123678],[24081,124382],[28521,135331],[28962,137067],[28982,137186],[30405,141148],[30532,141357],[30750,141926],[31322,143868],[33255,149049],[33592,150641],[34315,101104],[38872,162610],[38999,162819],[39217,163388],[39789,165330],[41489,169518],[41643,169872],[41797,170093],[45233,178493],[45674,180229],[45694,180348],[46329,79936],[46666,125380],[48763,186670],[51951,192830],[52105,193184],[52259,193405],[55377,200727],[55704,201257],[57371,99694],[59619,209560],[59746,209769],[59964,210338],[60536,212280],[61373,101177],[61814,152522],[61834,152641],[64077,218805],[64231,219159],[67994,225575],[68321,226105],[72125,233951],[73882,236768],[74521,123751],[77070,242928],[77224,243282],[77378,243503],[79060,181034],[79187,125293],[79977,182475],[82511,253094],[86997,259951],[88754,262768],[93783,271265],[93937,271619],[94369,203953],[94496,150554],[97700,278035],[98027,278565],[99952,151270],[100106,213168],[103991,288571],[110937,297979],[111091,298333],[111523,228801],[115244,177786],[116869,307018],[117401,172606],[117555,237331],[121355,313875],[123112,316692],[136249,333974],[136781,195918],[136935,263331],[141909,203435],[142895,342991],[149841,352399],[149995,352753],[150427,281261],[163371,228283],[164357,369705],[179411,387898],[179943,246016],[180097,317255],[183259,321707],[210321,280743],[211307,422165],[215523,285494],[215677,357943],[248151,321189],[273162,354296]
   ]
cell #865 :
  |C| = 427
  W-rep = phi[[3, 1],[2, 1]]+phi[[3],[2, 2]]+phi[[1, 1],[4, 1]]+phi[[1],[4, 2]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     91 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     49 tau_infinity subcells with 4 member(s)
  subcells = [
     [51171],[51850],[63112],[63976],[66861],[67049],[67755],[67875],[76290],[81405],[81425],[82272],[82392],[84808],[85672],[85692],[86883],[91162],[96567],[96755],[101759],[102027],[102788],[102806],[103877],[106569],[106589],[107538],[107556],[111877],[113721],[113909],[119166],[120030],[120050],[126211],[127007],[127275],[131362],[131380],[132451],[137170],[137358],[138546],[139410],[139430],[145473],[145493],[146442],[146460],[154443],[157677],[158799],[159067],[162713],[165447],[166935],[166955],[167904],[167922],[174524],[174542],[175613],[186773],[187950],[187970],[189125],[193301],[196215],[197836],[197854],[198925],[205749],[206017],[219276],[220485],[220503],[226021],[230597],[230865],[239223],[253540],[254556],[254824],[259843],[265223],[286852],[288463],[290107],[322879],[323123],
     [20459,229155],[20469,165427],[28226,260465],[28236,193281],[28953,196233],[30662,92818],[36092,289085],[36102,219256],[38120,160666],[38593,295417],[38675,225592],[38863,226039],[39129,109972],[41388,76969],[41911,115763],[48484,324642],[48566,253111],[48754,253558],[51074,132771],[51734,331445],[51870,260028],[52373,135143],[55138,97461],[55258,97581],[55808,93682],[55862,141710],[58867,207616],[59876,148876],[62459,359164],[63860,360750],[63996,288648],[66894,160564],[67857,295513],[68425,110836],[68479,163172],[71484,232464],[72011,121241],[72645,116750],[76193,175933],[77492,178305],[79414,125520],[80669,394745],[82374,324738],[85726,190968],[87517,136130],[89406,264150],[91065,199245],[92498,142781],[94723,150781],[96600,207514],[98131,149740],[98185,210122],[100341,152625],[100529,152813],[109652,164243],[113754,232362],[117790,180332],[117978,180520],[120084,241066],[121875,179292],[124499,182592],[139464,267066],[141251,209663],[143985,212397],[148556,211193],[151567,214854],[169989,243399],[172903,246313],[201173,278481],[233843,313767],
     [11090,46636,181388,249023],[11100,46646,124479,182572],[11133,78863,79317,181708],[15342,33562,204307,281615],[15352,33572,143965,212377],[15385,94172,94626,204627],[16644,61805,151585,214872],[16682,61088,100374,213885],[20502,111326,111780,229475],[21550,44938,234465,314389],[21560,44948,169969,243379],[21858,115865,115994,236871],[22277,45665,172921,246331],[22315,74236,117823,238048],[24116,79051,124533,247952],[28534,135245,135374,262871],[28991,89108,137203,264048],[30126,59340,268703,349837],[30208,59422,200744,278052],[30396,59610,201191,278499],[30759,56849,141943,271716],[31357,94360,144019,272963],[33605,150230,150684,281935],[39226,69466,163405,298430],[39824,111514,165481,299677],[41272,76853,304489,385369],[41408,76989,234028,313952],[41878,73685,170110,307035],[42066,73873,170709,307482],[45246,178407,178536,316795],[45703,123466,180365,317972],[46679,125423,183062,249343],[52340,88557,193422,333991],[52528,88745,194021,334438],[55240,97563,268799,349933],[55828,93702,201334,343068],[59973,99172,210355,352850],[60571,150418,212431,354097],[61386,101190,213987,284924],[61843,152658,153176,284822],[68445,110856,226182,369782],[72627,116732,234552,378662],[74534,123764,238150,318074],[77459,122915,243520,387915],[77647,123103,244119,388362],[80012,182626,183250,320990],[87499,136112,260552,404662],[98151,149760,278642,422242],[121857,179274,314476,454760]
   ]
cell #866 :
  |C| = 392
  W-rep = phi[[3, 2],[1, 1]]+phi[[3, 1],[2, 1]]+phi[[1],[4, 2]]+phi[[],[4, 3]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     56 tau_infinity subcells with 1 member(s)
     140 tau_infinity subcells with 2 member(s)
     14 tau_infinity subcells with 4 member(s)
  subcells = [
     [93404],[110558],[111621],[111666],[116406],[118326],[133357],[134595],[134640],[135786],[137050],[142261],[142410],[144576],[145047],[149462],[156456],[156501],[160738],[161207],[162048],[162161],[162593],[163723],[163872],[171037],[173555],[176519],[178948],[186108],[186221],[186653],[191668],[192548],[192718],[194349],[199831],[202249],[207688],[208157],[210673],[210822],[216607],[218523],[218693],[225404],[227097],[232536],[233005],[241766],[244447],[250878],[252923],[264222],[267766],[279557],
     [19473,223769],[25342,251707],[27546,257675],[27651,191138],[32576,276229],[35250,287225],[37447,291899],[37933,223337],[37948,293115],[41043,302943],[44258,311599],[44363,241236],[47457,323255],[47741,251844],[49852,256388],[50319,327913],[50915,191519],[50960,258498],[53593,335904],[54720,338555],[54825,267236],[58194,346319],[58680,275797],[58695,347535],[62272,286303],[62733,287010],[63698,217406],[65477,222234],[65752,363701],[66036,292036],[66741,224169],[69891,371274],[69996,299847],[70811,373033],[71297,302511],[71312,374249],[74971,310312],[75438,381837],[76034,241617],[76079,312422],[78935,124201],[79158,125264],[79203,125309],[80508,250663],[80979,187524],[82048,185118],[83608,398044],[83968,137706],[84117,256561],[84429,327698],[87379,403080],[89219,335472],[89234,406146],[89843,337268],[90310,407837],[90906,267617],[90951,339378],[94244,143687],[94467,150525],[94512,150570],[95183,274694],[95458,416161],[95742,346456],[96447,276629],[99923,151241],[100221,152505],[101819,216744],[103357,156837],[103506,217579],[104373,430979],[104783,362691],[105250,432000],[105672,166038],[106143,166509],[109473,368022],[109488,436666],[111398,165149],[112337,301408],[112612,441009],[112896,373170],[113601,303343],[115215,177757],[115260,177802],[115937,172108],[117372,172577],[117670,180212],[118475,310485],[118787,381622],[124009,181017],[127875,187053],[128946,396878],[128961,463145],[129415,326788],[129690,463928],[129974,398181],[130393,196867],[134073,468003],[135317,195420],[136752,195889],[137855,337441],[138167,407622],[140586,208998],[140699,209111],[141131,209543],[141880,203406],[143495,203936],[150302,212099],[154172,491850],[155299,219516],[155934,492665],[156986,362864],[157298,431785],[163342,228254],[164957,228784],[169236,242646],[169406,242816],[170205,236319],[170637,236751],[178479,245518],[179914,245987],[183134,249929],[184135,519133],[184308,461765],[193517,262319],[193949,262751],[200556,277864],[201426,271153],[210292,280714],[211907,281244],[214059,284996],[215494,285465],[226274,297867],[234650,306847],[238222,318146],[243615,316243],[244047,316675],[249737,321690],[260650,333803],[278734,352287],[314574,387727],
     [34075,61790,283525,357363],[43131,78712,308948,389828],[46232,79839,319180,392479],[46337,79944,248122,321160],[57274,99597,344560,423734],[57379,99702,273133,354267],[61199,101003,283093,356931],[61214,101018,355262,426709],[72507,121737,377080,453178],[74347,123577,308516,389396],[74362,123592,380146,456244],[92319,148377,341308,420482],[92334,148392,411818,483616],[114693,177235,444691,511165]
   ]
cell #867 :
  |C| = 70
  W-rep = phi[[2, 2],[3]]
  special rep = phi[[2, 2],[3]] , dim = 70
  orbit = [5, 5, 4]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     70 tau_infinity subcells with 1 member(s)
  subcells = [
     [21815],[28491],[30523],[38077],[38990],[41480],[41751],[45203],[50935],[51942],[52213],[55331],[58824],[59737],[64068],[65497],[66734],[67948],[71441],[76054],[77061],[77332],[82068],[82465],[84110],[90926],[93774],[95203],[96440],[97654],[103499],[105570],[110928],[112357],[113594],[116426],[116823],[118468],[127773],[129435],[135806],[136203],[137848],[142403],[144474],[149832],[156979],[161227],[163865],[165936],[170935],[178968],[179365],[186951],[191661],[194247],[208177],[210815],[217477],[224067],[233025],[241759],[244345],[256459],[267759],[276527],[303241],[310383],[337339],[362762]
   ]
cell #868 :
  |C| = 70
  W-rep = phi[[2, 2],[3]]
  special rep = phi[[2, 2],[3]] , dim = 70
  orbit = [5, 5, 4]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     70 tau_infinity subcells with 1 member(s)
  subcells = [
     [73432],[88304],[93066],[108343],[110220],[114979],[116015],[122662],[133019],[134359],[135395],[140830],[147247],[149124],[156220],[158435],[160816],[162292],[168709],[176181],[177521],[178557],[185821],[186352],[188702],[199493],[203170],[205385],[207766],[209242],[218237],[220917],[228018],[230233],[232614],[235919],[236450],[238800],[252172],[254192],[261919],[262450],[264800],[270697],[273377],[280478],[289684],[294384],[297411],[300091],[306096],[315843],[316374],[325471],[330372],[333052],[348804],[351831],[359821],[365917],[375518],[384296],[386976],[399299],[410296],[418377],[443225],[449397],[472709],[494045]
   ]
cell #869 :
  |C| = 70
  W-rep = phi[[2, 2],[3]]
  special rep = phi[[2, 2],[3]] , dim = 70
  orbit = [5, 5, 4]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     70 tau_infinity subcells with 1 member(s)
  subcells = [
     [73434],[88306],[93068],[108345],[110222],[114981],[116039],[122664],[133021],[134361],[135419],[140854],[147249],[149126],[156222],[158437],[160840],[162316],[168711],[176183],[177523],[178581],[185823],[186376],[188726],[199495],[203172],[205387],[207790],[209266],[218261],[221028],[228020],[230235],[232638],[235921],[236474],[238824],[252283],[254194],[261921],[262474],[264824],[270721],[273488],[280480],[289708],[294386],[297435],[300202],[306207],[315845],[316398],[325582],[330396],[333163],[348806],[351855],[359932],[366028],[375520],[384320],[387087],[399410],[410320],[418488],[443336],[449508],[472820],[494156]
   ]
cell #870 :
  |C| = 70
  W-rep = phi[[2, 2],[3]]
  special rep = phi[[2, 2],[3]] , dim = 70
  orbit = [5, 5, 4]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     70 tau_infinity subcells with 1 member(s)
  subcells = [
     [116453],[135833],[142058],[161254],[163520],[169599],[170804],[178995],[191316],[192911],[194116],[200779],[208204],[210470],[218886],[221331],[223936],[225627],[233052],[241414],[243009],[244214],[252586],[253146],[255642],[267414],[271346],[273791],[276396],[278087],[288107],[290939],[298060],[300505],[303110],[306510],[307070],[309566],[324046],[325885],[333466],[334026],[336522],[342527],[345359],[352480],[361945],[366331],[369241],[372073],[377970],[387390],[387950],[397084],[401423],[403970],[418791],[421701],[429712],[434914],[443639],[451521],[454068],[465292],[474833],[481864],[503326],[508454],[527834],[545283]
   ]
cell #871 :
  |C| = 315
  W-rep = phi[[2, 1],[3, 1]]+phi[[2],[3, 2]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [21775],[27646],[28451],[30620],[38037],[38108],[39087],[41776],[41893],[44358],[45163],[50945],[51032],[52238],[52355],[54820],[55356],[55710],[58784],[58855],[59834],[65507],[66759],[66876],[67973],[68327],[69991],[71401],[71472],[72131],[72525],[76064],[76151],[77357],[77474],[82078],[82490],[84135],[85574],[87003],[87397],[89394],[90936],[91023],[91927],[95213],[96465],[96582],[97679],[98033],[103524],[103997],[105851],[109081],[111651],[112367],[113619],[113736],[116436],[116848],[118493],[119932],[121361],[121755],[128054],[128554],[129445],[134625],[135816],[136228],[137873],[139312],[142428],[142901],[144755],[147985],[156486],[157004],[161237],[163890],[164363],[166217],[171216],[171716],[178978],[179390],[187232],[191168],[191686],[194528],[195028],[208187],[210840],[211313],[224348],[233035],[241266],[241784],[244626],[245126],[267266],[267784],[276808],[299877],[303522],
     [7123,61303],[10227,74451],[11121,79275],[14029,89323],[15038,92994],[15373,94584],[16654,100239],[16672,100356],[20155,110148],[20490,111738],[21846,115952],[22287,117688],[22305,117805],[24004,123681],[24080,124381],[28522,135332],[28963,137068],[28981,137185],[30406,141149],[30533,141358],[30749,141925],[31321,143867],[33258,149052],[33593,150642],[34318,101107],[38873,162611],[39000,162820],[39216,163387],[39788,165329],[41490,169519],[41642,169871],[41796,170092],[45234,178494],[45675,180230],[45693,180347],[46332,79939],[46667,125381],[48764,186671],[51952,192831],[52104,193183],[52258,193404],[55376,200726],[55692,201256],[57374,99697],[59620,209561],[59747,209770],[59963,210337],[60535,212279],[61374,101178],[61815,152523],[61833,152640],[64078,218806],[64230,219158],[67993,225574],[68309,226104],[72113,233950],[73883,236769],[74522,123752],[77071,242929],[77223,243281],[77377,243502],[79061,181035],[79188,125294],[79976,182474],[82510,253093],[86985,259950],[88755,262769],[93784,271266],[93936,271618],[94370,203954],[94497,150555],[97699,278034],[98015,278564],[99953,151271],[100105,213167],[103979,288570],[110938,297980],[111090,298332],[111524,228802],[115245,177787],[116868,307017],[117402,172607],[117554,237330],[121343,313874],[123113,316693],[136248,333973],[136782,195919],[136934,263330],[141910,203436],[142883,342990],[149842,352400],[149994,352752],[150428,281262],[163372,228284],[164345,369704],[179410,387897],[179944,246017],[180096,317254],[183260,321708],[210322,280744],[211295,422164],[215524,285495],[215676,357942],[248152,321190],[273163,354297]
   ]
cell #872 :
  |C| = 154
  W-rep = phi[[4, 1, 1],[1]]+phi[[4, 1],[1, 1]]
  special rep = phi[[4, 1],[1, 1]] , dim = 84
  orbit = [8, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     14 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [34199],[44659],[46431],[59193],[61479],[75113],[76681],[79532],[95355],[97236],[118149],[118674],[144395],[173340],
     [8629,19597],[11838,25380],[13068,27745],[15979,32700],[17572,35305],[19024,37485],[19162,38213],[21096,41167],[23043,44457],[25074,47467],[25245,47805],[27037,50374],[27239,51289],[27947,55121],[29719,54919],[32127,58232],[32265,58960],[34619,62282],[34973,62743],[37179,65762],[37350,66100],[38446,71810],[40594,70849],[40732,71577],[43749,75493],[43951,76408],[47022,80518],[47395,80970],[49370,83646],[49994,89985],[50042,84439],[51562,91553],[54211,90365],[54413,91280],[57926,95468],[58097,95806],[62210,101810],[63840,104925],[64933,105305],[65649,112509],[65690,106134],[67530,114390],[70543,112622],[70714,112960],[75161,118797],[80273,126089],[82220,129587],[83340,129700],[83511,130038],[83791,137529],[84316,138054],[90033,138177],[95396,145038],[102255,154182],[103180,156660],[103705,157185],[104973,157308],[105491,165857],[112550,166500],[126463,184241],[126719,184318],[127694,186872],[129628,187515],[130178,196652],[153881,216712],[154110,216735],[155084,219301],[183719,250591],[183944,250970],[216198,286249]
   ]
cell #873 :
  |C| = 189
  W-rep = phi[[3],[3, 1]]+phi[[2],[4, 1]]
  special rep = phi[[3],[3, 1]] , dim = 105
  orbit = [6, 6, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     21 tau_infinity subcells with 1 member(s)
     84 tau_infinity subcells with 2 member(s)
  subcells = [
     [109318],[111243],[128791],[134395],[134542],[136552],[156256],[156403],[162018],[162382],[162483],[186078],[186442],[186543],[192582],[192596],[216577],[218557],[218571],[250912],[250926],
     [42716,236641],[46094,247263],[53178,262641],[56624,271031],[56838,203353],[57136,272274],[60863,282172],[61077,213284],[69241,297745],[69455,228201],[69753,298988],[72332,304850],[73593,236176],[73602,171953],[74011,307595],[74225,237447],[78297,316565],[78780,182979],[87204,331806],[88465,262176],[88474,195265],[88883,334551],[89097,263447],[92155,269037],[92164,148222],[92248,341073],[93554,203206],[93594,271017],[94089,150147],[98947,352165],[99161,280661],[99459,353408],[99723,215294],[104198,361111],[109309,295751],[109402,367787],[110708,228054],[110748,297731],[115015,177557],[115055,304836],[115162,177704],[116619,236540],[117172,179714],[121562,385730],[122823,316100],[122832,245363],[123241,388475],[123455,317371],[125807,393600],[128782,324976],[128875,396643],[134435,331792],[135999,262540],[140556,208968],[140920,209332],[141021,209433],[143102,413571],[148213,350171],[148306,420247],[149612,280514],[149652,352151],[152951,427457],[153165,358059],[156296,361097],[164564,438419],[169270,242680],[169284,242694],[171944,378900],[172037,446741],[177597,385716],[179161,316464],[181138,457363],[195256,404900],[195349,470053],[203246,413557],[204057,478378],[211514,485369],[228094,438405],[228905,499840],[245354,454998],[245447,513215],[280554,485355],[281365,538744],[321811,563908]
   ]
cell #874 :
  |C| = 427
  W-rep = phi[[3, 1],[2, 1]]+phi[[3],[2, 2]]+phi[[1, 1],[4, 1]]+phi[[1],[4, 2]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     91 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     49 tau_infinity subcells with 4 member(s)
  subcells = [
     [38109],[50946],[51160],[58856],[65508],[66769],[66778],[67983],[71473],[76065],[76279],[82079],[82500],[84145],[84154],[85544],[85584],[87013],[89395],[90937],[91151],[95214],[96475],[96484],[103534],[103543],[104007],[105821],[105861],[107425],[109070],[111652],[111866],[112368],[113629],[113638],[118503],[118512],[119902],[119942],[128024],[128064],[128543],[129446],[130226],[130590],[134011],[134626],[137087],[137883],[137892],[139282],[139322],[144725],[144765],[146329],[155132],[155496],[155872],[156487],[157014],[157023],[157900],[162630],[165299],[166187],[166227],[167791],[173388],[173752],[183992],[184073],[185286],[186690],[187202],[187242],[193153],[196700],[197064],[204850],[216471],[219128],[219349],[219713],[225365],[229698],[251018],[252884],[253657],[286566],[286639],
     [21813,116437],[27648,191169],[28489,135817],[28964,137078],[30675,142438],[38075,161238],[38874,162621],[39142,163900],[39787,165339],[41786,116858],[41957,171226],[44360,241267],[45201,178979],[48765,186681],[51087,191696],[51953,192937],[52103,193193],[52248,136238],[52419,194538],[53222,196102],[54822,267267],[55366,97689],[55720,142911],[58822,208188],[59889,210850],[61375,101179],[64079,218912],[64229,219168],[66940,224358],[67992,225679],[68157,225908],[68337,164373],[69993,299878],[71439,233036],[72141,121371],[72514,171705],[74523,123753],[76206,241794],[77367,179400],[77538,244636],[79189,125295],[79403,125509],[82509,253198],[82674,253427],[86837,259817],[86973,260042],[87386,195017],[91078,267794],[91916,147974],[94498,150556],[94712,150770],[96646,276818],[98043,211323],[100258,152542],[103831,288437],[103967,288662],[108897,295372],[113800,303532],[114631,177173],[115246,177788],[117707,180249],[121744,245115],[124351,182444],[126543,322853],[128370,324597],[141168,209580],[143837,212249],[153937,359119],[169841,243251],[200517,277825],
     [7125,61341,99954,151272],[10229,74489,117403,172608],[11122,79062,79330,181045],[14031,89361,136783,195920],[15040,93546,141911,203437],[15374,94371,94639,203964],[16655,61816,100249,152533],[16671,100104,100420,213177],[20157,110700,163373,228285],[20491,111525,111793,228812],[21847,73884,116578,236779],[22288,45676,117698,180240],[22304,117553,117869,237340],[24006,123719,179945,246018],[24079,79975,124391,182484],[28523,88756,135958,262779],[28980,136933,137249,263340],[30407,59621,141159,209571],[30534,93785,142084,271372],[30748,93935,142609,271628],[31320,60534,143877,212289],[33260,149604,210323,280745],[33594,150429,150697,281272],[33704,101223,151454,214741],[34320,101145,215525,285496],[39001,110939,163546,298086],[39215,111089,164071,298342],[41491,77072,169625,243035],[41641,77222,169881,243291],[41795,116867,170856,307122],[42760,78341,172790,246200],[45235,123114,179120,316703],[45692,180095,180411,317264],[46334,79941,248153,321191],[46668,125436,183261,321718],[52257,136247,194168,334078],[55375,97698,200831,278139],[55540,97863,201060,278368],[55680,142871,202034,343082],[57376,99699,273164,354298],[59748,149843,210496,352506],[59962,149993,211021,352762],[61832,152704,215675,357952],[68297,164333,226882,369796],[71965,121195,233817,313741],[72101,121331,234042,313966],[77376,179409,244266,388002],[91743,147801,268658,349792],[98003,211283,279342,422256]
   ]
cell #875 :
  |C| = 70
  W-rep = phi[[2, 2],[3]]
  special rep = phi[[2, 2],[3]] , dim = 70
  orbit = [5, 5, 4]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     70 tau_infinity subcells with 1 member(s)
  subcells = [
     [10091],[13893],[15093],[19580],[20210],[21504],[21904],[23868],[27701],[28180],[28580],[30303],[32683],[33313],[36046],[37053],[38166],[38770],[41150],[44413],[44892],[45292],[48348],[48661],[49875],[54875],[56793],[57800],[58913],[59517],[63721],[65246],[69410],[70417],[71530],[73467],[73780],[74994],[81817],[83214],[88339],[88652],[89866],[93427],[94952],[99116],[104806],[108378],[110581],[112106],[116175],[122697],[123010],[129184],[133380],[135555],[147282],[149485],[154880],[160976],[168744],[176542],[178717],[189562],[199854],[207926],[232774],[239660],[265660],[290544]
   ]
cell #876 :
  |C| = 315
  W-rep = phi[[2, 1],[3, 1]]+phi[[2],[3, 2]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [41747],[41949],[51179],[52209],[52411],[55265],[55327],[55869],[66932],[67052],[67882],[67944],[68486],[72033],[72652],[72714],[76298],[77328],[77530],[81428],[82399],[82461],[85695],[85733],[86905],[87524],[87586],[91170],[92520],[96638],[96758],[97588],[97650],[98192],[102813],[103899],[106592],[107563],[107625],[109674],[111885],[113792],[113912],[115786],[116757],[116819],[120053],[120091],[121263],[121882],[121944],[127297],[131387],[132473],[135166],[136137],[136199],[137361],[139433],[139471],[141717],[142803],[145496],[146467],[146529],[148578],[159089],[160587],[163179],[164265],[165450],[166958],[167929],[167991],[170459],[174549],[175635],[178328],[179299],[179361],[187973],[190975],[191089],[193304],[193771],[197861],[198947],[206039],[207537],[210129],[211215],[219279],[220510],[223591],[230887],[232385],[241073],[241187],[243869],[254846],[267073],[267187],[276051],[299798],[302765],
     [7127,151654],[10231,172990],[11108,181410],[14033,196302],[15042,201960],[15360,204329],[16647,151592],[16690,100412],[20159,226808],[20477,229177],[21568,234487],[21670,234630],[22280,172928],[22323,117861],[24008,246400],[24119,124540],[28244,260487],[28346,260630],[28956,196240],[28999,137241],[30279,268877],[30399,201198],[30492,269405],[30767,141981],[31360,144026],[33262,279268],[33580,281637],[34322,214941],[36110,289107],[38746,295591],[38866,226046],[38959,296119],[39234,163443],[39827,165488],[41411,234035],[41449,304624],[42069,170716],[44956,314411],[45058,314554],[45668,246338],[45711,180403],[46654,249045],[48637,324816],[48757,253565],[51873,260035],[51911,331580],[52531,194028],[55831,201341],[56857,343527],[59493,350011],[59613,278506],[59706,350539],[59981,210393],[60574,212438],[61096,283347],[61808,214879],[61851,152696],[63999,288655],[64037,360885],[68448,226189],[69474,370241],[73756,378740],[73876,307489],[74244,308770],[76992,313959],[77030,385504],[77650,244126],[79054,247959],[79422,125528],[80015,182633],[88628,404740],[88748,334445],[89116,335726],[93705,343075],[93743,413345],[94363,272970],[94731,150789],[98154,278649],[99180,422701],[99874,213908],[100532,152816],[110859,369789],[110897,438193],[111517,299684],[117323,238071],[117981,180523],[122986,454838],[123106,388369],[123474,389650],[124502,182595],[136703,264071],[141831,271739],[143988,212400],[149763,422249],[149801,485143],[150421,354104],[153184,357185],[163293,298453],[169992,243402],[179865,317995],[183253,320997],[210243,352873],[215445,284845],[248073,321111],[273084,354218]
   ]
cell #877 :
  |C| = 154
  W-rep = phi[[4, 1, 1],[1]]+phi[[4, 1],[1, 1]]
  special rep = phi[[4, 1],[1, 1]] , dim = 84
  orbit = [8, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     14 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [61625],[76827],[79631],[97335],[100754],[119344],[120933],[124983],[145663],[147514],[174191],[174756],[205671],[239079],
     [11802,47904],[17518,63200],[18988,66199],[19308,38359],[25065,81052],[25180,81521],[26983,84896],[27338,51388],[32091,95905],[32411,59106],[34610,101892],[34962,102435],[37170,106216],[37285,106685],[37684,67274],[40558,113059],[40878,71723],[43695,119254],[44050,76507],[47011,126338],[47394,126851],[49334,130137],[50031,131009],[50634,86176],[51708,91699],[54157,138634],[54512,91379],[57917,145120],[58032,145589],[58431,96980],[62209,153697],[63290,157855],[64879,157765],[65689,158643],[67629,114489],[70534,166582],[70649,167051],[71048,114134],[75150,174171],[75753,120534],[80272,183684],[81595,188140],[83331,187597],[83446,188066],[84986,138724],[86575,140313],[90022,197483],[90625,139914],[95395,205593],[102246,216817],[102455,220152],[103020,220717],[104962,220132],[106759,167125],[108610,168976],[112549,230441],[126358,251162],[126708,251142],[126929,254478],[129627,254400],[131029,197503],[131594,198068],[153775,286774],[154109,286696],[154299,289963],[158721,230519],[183718,322584],[183845,322979],[188981,265079],[216191,358914]
   ]
cell #878 :
  |C| = 427
  W-rep = phi[[3, 1],[2, 1]]+phi[[3],[2, 2]]+phi[[1, 1],[4, 1]]+phi[[1],[4, 2]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     91 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     49 tau_infinity subcells with 4 member(s)
  subcells = [
     [38129],[50951],[51188],[58876],[65513],[66760],[66785],[67974],[71493],[76070],[76307],[82084],[82491],[84136],[84161],[85545],[85573],[87002],[89415],[90942],[91179],[95219],[96466],[96491],[103525],[103550],[103996],[105822],[105850],[107424],[109069],[111657],[111894],[112373],[113620],[113645],[118494],[118519],[119903],[119931],[128025],[128053],[128542],[129451],[130227],[130589],[134010],[134631],[137094],[137874],[137899],[139283],[139311],[144726],[144754],[146328],[155133],[155495],[155871],[156492],[157005],[157030],[157899],[162637],[165300],[166188],[166216],[167790],[173389],[173751],[183993],[184072],[185285],[186697],[187203],[187231],[193154],[196701],[197063],[204849],[216470],[219129],[219350],[219712],[225366],[229697],[251019],[252885],[253656],[286567],[286638],
     [21777,116442],[27658,191174],[28453,135822],[28969,137069],[30621,142429],[38039,161243],[38879,162612],[39088,163891],[39794,165328],[41777,116849],[41892,171215],[44370,241272],[45165,178984],[48770,186672],[51033,191687],[51958,192832],[52110,193182],[52239,136229],[52354,194527],[53223,196101],[54832,267272],[55357,97680],[55709,142900],[58786,208193],[59835,210841],[61395,101199],[64084,218807],[64236,219157],[66875,224347],[67999,225573],[68158,225907],[68326,164362],[70003,299883],[71403,233041],[72130,121360],[72513,171704],[74543,123773],[76152,241785],[77358,179391],[77473,244625],[79194,125300],[79431,125537],[82516,253092],[82675,253426],[86838,259816],[86974,259943],[87385,195016],[91024,267785],[91915,147973],[94503,150561],[94740,150798],[96581,276807],[98032,211312],[100265,152549],[103832,288436],[103968,288563],[108898,295365],[113735,303521],[114630,177172],[115251,177793],[117714,180256],[121743,245114],[124352,182445],[126544,322852],[128371,324590],[141175,209587],[143838,212250],[153938,359112],[169842,243252],[200518,277826],
     [7135,61305,99959,151277],[10239,74453,117408,172613],[11142,79067,79276,181036],[14041,89325,136788,195925],[15050,92996,141916,203442],[15394,94376,94585,203955],[16660,61821,100240,152524],[16699,100111,100355,213166],[20167,110150,163378,228290],[20511,111530,111739,228803],[21867,73889,115953,236770],[22293,45681,117689,180231],[22332,117560,117804,237329],[24016,123683,179950,246023],[24086,79982,124380,182473],[28543,88761,135333,262770],[29008,136940,137184,263329],[30412,59626,141150,209562],[30539,93790,141359,271267],[30776,93942,141924,271617],[31327,60541,143866,212278],[33270,149054,210328,280750],[33614,150434,150643,281263],[33705,101224,151453,214740],[34330,101109,215530,285501],[39006,110944,162821,297981],[39243,111096,163386,298331],[41496,77077,169520,242930],[41648,77229,169870,243280],[41802,116874,170091,307016],[42761,78342,172789,246199],[45255,123119,178495,316694],[45720,180102,180346,317253],[46344,79951,248158,321196],[46688,125382,183266,321709],[52264,136254,193403,333972],[55382,97705,200725,278033],[55541,97864,201059,278367],[55681,142872,201249,342983],[57386,99709,273169,354303],[59753,149848,209771,352401],[59990,150000,210336,352751],[61860,152639,215682,357941],[68298,164334,226097,369697],[71966,121196,233816,313740],[72102,121332,233943,313867],[77383,179416,243501,387896],[91744,147802,268651,349785],[98004,211284,278557,422157]
   ]
cell #879 :
  |C| = 189
  W-rep = phi[[3],[3, 1]]+phi[[2],[4, 1]]
  special rep = phi[[3],[3, 1]] , dim = 105
  orbit = [6, 6, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     21 tau_infinity subcells with 1 member(s)
     84 tau_infinity subcells with 2 member(s)
  subcells = [
     [20483],[28250],[28950],[36116],[38851],[38860],[48742],[48751],[51787],[52039],[63913],[64165],[67806],[68090],[80722],[82323],[82607],[86824],[102078],[103818],[126530],
     [7142,61102],[10246,74250],[11114,46660],[11164,79048],[14048,89122],[15337,56863],[15366,33586],[15416,94357],[16641,61802],[16666,99788],[20454,69480],[20533,111511],[21574,44962],[22146,73861],[22260,73870],[22274,45662],[22299,117237],[24023,123480],[28822,88733],[28936,88742],[28975,136617],[30384,59598],[30393,59607],[30418,141086],[31095,93871],[31137,93619],[33557,99186],[33636,150415],[34337,153190],[38885,162548],[39562,111025],[39604,110773],[41325,76906],[41577,77158],[41619,115080],[42483,116965],[42501,116681],[45534,123091],[45648,123100],[45687,179779],[46710,183247],[48776,186608],[52081,134460],[52945,136345],[52963,136061],[55189,97512],[55473,97796],[55491,140982],[56575,142722],[59632,209498],[60309,149929],[60351,149677],[61827,215359],[64207,156321],[68108,162444],[69192,164184],[71952,121182],[72283,169692],[73895,236706],[77200,177622],[78064,179507],[78082,179223],[79073,247328],[82625,186504],[87155,193004],[88767,262706],[93913,203271],[94382,272339],[97814,209394],[98898,211134],[104149,218979],[111067,228119],[111536,299053],[116983,236602],[121513,243102],[123125,316630],[136363,262602],[143053,271439],[149971,280579],[150440,353473],[164515,298153],[179525,316526],[183272,393665],[211465,352573]
   ]
cell #880 :
  |C| = 189
  W-rep = phi[[3],[3, 1]]+phi[[2],[4, 1]]
  special rep = phi[[3],[3, 1]] , dim = 105
  orbit = [6, 6, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     21 tau_infinity subcells with 1 member(s)
     84 tau_infinity subcells with 2 member(s)
  subcells = [
     [28974],[38884],[39776],[48775],[52080],[52092],[64206],[64218],[67814],[68097],[82331],[82614],[86831],[87144],[102086],[103825],[104138],[108916],[126537],[128389],[153956],
     [7143,100093],[10247,117542],[11115,123868],[11163,79072],[14049,136922],[15338,93924],[15367,143354],[15415,94381],[16665,61826],[20455,111078],[20484,164816],[20532,111535],[21575,169810],[22147,116689],[22259,73894],[22298,45686],[24024,180084],[24068,79964],[28251,193122],[28823,136069],[28935,88766],[30385,140990],[30417,59631],[31105,142729],[31136,93912],[31309,60523],[33558,149982],[33587,211766],[33635,150439],[34338,215664],[36117,219097],[38852,162452],[39572,164191],[39603,111066],[41587,169699],[41618,77199],[41630,77211],[42490,116972],[42493,171551],[44963,243220],[45535,179231],[45647,123124],[46661,249596],[46709,183271],[48743,186512],[52049,193011],[52952,136352],[52955,194863],[55197,97520],[55480,97803],[55483,200906],[56564,143042],[56864,271557],[59599,209402],[60319,211141],[60350,149970],[61103,282698],[64175,218986],[68100,225754],[69181,164504],[69481,298271],[71959,121189],[72272,121502],[73862,236610],[74251,308121],[77168,243109],[78071,179514],[78074,244961],[82617,253273],[88734,262610],[89123,335077],[91762,147820],[93881,271446],[97806,278214],[98887,211454],[99187,352691],[111035,298160],[116975,307197],[123092,316534],[123481,389001],[136355,334153],[149939,352580],[153191,427983],[179517,388077]
   ]
cell #881 :
  |C| = 427
  W-rep = phi[[3, 1],[2, 1]]+phi[[3],[2, 2]]+phi[[1, 1],[4, 1]]+phi[[1],[4, 2]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     91 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     49 tau_infinity subcells with 4 member(s)
  subcells = [
     [38132],[38645],[47798],[48536],[51017],[51195],[51730],[51832],[58879],[63082],[63115],[63856],[63958],[66093],[66831],[66864],[67853],[71496],[76136],[76314],[80408],[80665],[81382],[81387],[82370],[84778],[84811],[85649],[85654],[89418],[91008],[91186],[95799],[96537],[96570],[101755],[102527],[102784],[106546],[106551],[107534],[111723],[111901],[112953],[113691],[113724],[119136],[119169],[120007],[120012],[127003],[130031],[131101],[131358],[134697],[137173],[138516],[138549],[139387],[139392],[145450],[145455],[146438],[156558],[157647],[157680],[158795],[162716],[165404],[166912],[166917],[167900],[174263],[174520],[186776],[187927],[187932],[193258],[197575],[197832],[205745],[219233],[220224],[220481],[225390],[230593],[251234],[252909],[254552],[286591],[286848],
     [14053,196211],[14059,137140],[19934,226017],[19940,162683],[20549,165409],[26021,253536],[26027,186743],[28013,259839],[28082,192736],[28260,193263],[30178,59392],[35879,288459],[35948,218711],[36126,219238],[38550,295361],[38678,225482],[41268,76849],[41370,76951],[41848,73655],[41950,72917],[47215,322875],[48441,324586],[48569,253001],[51180,85945],[51827,259852],[52310,88527],[52412,87789],[55236,97559],[55790,93664],[55880,92788],[61398,101202],[62416,359108],[63953,288472],[66933,107828],[68407,110818],[68497,109942],[72623,116728],[72725,115745],[74546,123776],[76299,120303],[77429,122885],[77531,122147],[79260,125366],[79438,125544],[85744,132741],[87495,136108],[87597,135125],[91171,139683],[94569,150627],[94747,150805],[96639,146732],[98113,149722],[98203,148846],[100344,152628],[107636,160546],[111886,165700],[113793,168194],[115317,177859],[117793,180335],[120102,175903],[121853,179270],[121955,178287],[124456,182549],[139482,199215],[141254,209666],[143942,212354],[146540,207496],[168002,232344],[169946,243356],[200542,277850],
     [7147,16896,151563,214850],[7153,16902,100311,152595],[10251,24028,172899,246309],[10257,24034,117760,180302],[11145,24199,124551,181678],[11180,24437,124461,182554],[14817,33037,201169,278477],[14823,33043,141221,209633],[15397,31440,144037,204597],[15432,33652,143947,212359],[16691,33793,100413,151857],[16706,33872,151665,213867],[20514,39907,165499,229445],[21337,44725,233839,313763],[21406,44794,169424,242834],[21584,44972,169951,243361],[21870,42739,170727,236841],[22324,42849,117862,173193],[22339,42928,173001,238030],[28546,53201,194039,262841],[29000,53311,137242,196505],[29015,53390,196313,264030],[30083,59297,268647,349781],[30211,59425,200634,277942],[30605,56695,201444,271171],[30768,56081,141982,203508],[30783,56873,201971,271698],[33617,60654,212449,281905],[39072,69312,226292,297885],[39235,68698,163444,228356],[39250,69490,226819,298412],[41365,76946,233852,313776],[41881,73688,234728,306925],[45258,78320,244137,316765],[45712,78430,180404,246603],[45727,78509,246411,317954],[46691,80095,182644,249313],[52343,88560,260728,333881],[55785,93659,269485,342892],[59819,99018,278752,352305],[59982,98404,210394,280816],[59997,99196,279279,352832],[61852,101312,152697,215144],[61867,101391,214952,284804],[68402,110813,296199,369606],[77462,122918,314652,387805],[79423,124752,125529,182845],[94732,144238,150790,212650],[98108,149717,350619,422066]
   ]
cell #882 :
  |C| = 189
  W-rep = phi[[3],[3, 1]]+phi[[2],[4, 1]]
  special rep = phi[[3],[3, 1]] , dim = 105
  orbit = [6, 6, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     21 tau_infinity subcells with 1 member(s)
     84 tau_infinity subcells with 2 member(s)
  subcells = [
     [53259],[68194],[69525],[82711],[87205],[87223],[104199],[104217],[108932],[109264],[128405],[128737],[134038],[134391],[153972],[155899],[156252],[162014],[184100],[186074],[216573],
     [16738,151291],[22371,172627],[24100,180668],[24192,124248],[29047,195939],[31290,143121],[31341,203587],[31433,143734],[33741,101260],[39757,164583],[39808,228435],[39900,165196],[41662,234316],[42541,171567],[42732,117069],[42797,78378],[45759,246037],[45866,125579],[52124,260316],[53003,194879],[53194,136449],[55531,200922],[55577,97900],[56594,202849],[56625,143103],[56908,99231],[60504,211533],[60555,280895],[60647,212146],[61899,285515],[64250,288936],[68148,225770],[69211,227697],[69242,164565],[72302,234198],[72333,121563],[72351,121581],[73548,171899],[73564,236172],[77243,314240],[78122,244977],[78313,179611],[79996,321341],[80088,249976],[82665,253289],[87174,260198],[88420,195211],[88436,262172],[91778,147836],[92110,148168],[92126,269033],[93550,203202],[93956,343356],[97854,278230],[98917,280157],[98948,211515],[100125,354928],[104168,288818],[109280,295747],[110704,228050],[111110,370070],[114658,177200],[115011,177553],[117023,307213],[117574,379812],[121532,314122],[122778,245309],[122794,316096],[128753,324972],[136403,334169],[136954,405812],[140552,208964],[143072,343238],[148184,350167],[149608,280510],[150014,422530],[164534,369952],[171915,378896],[179565,388093],[180116,455910],[195227,404896],[211484,422412],[215696,490592],[245325,454994]
   ]
cell #883 :
  |C| = 427
  W-rep = phi[[3, 1],[2, 1]]+phi[[3],[2, 2]]+phi[[1, 1],[4, 1]]+phi[[1],[4, 2]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     91 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     49 tau_infinity subcells with 4 member(s)
  subcells = [
     [38133],[38646],[47799],[48537],[51018],[51194],[51831],[58880],[63083],[63114],[63957],[66094],[66832],[66863],[67841],[71497],[76137],[76313],[81370],[81386],[82358],[84779],[84810],[85637],[85653],[86790],[89419],[91009],[91185],[95800],[96538],[96569],[102419],[102772],[103784],[106534],[106550],[107522],[111724],[111900],[112954],[113692],[113723],[119137],[119168],[119995],[120011],[126322],[126496],[126896],[130032],[130993],[131346],[134698],[137172],[138517],[138548],[139375],[139391],[145438],[145454],[146426],[153742],[156559],[157648],[157679],[158688],[162715],[165392],[166900],[166916],[167888],[174155],[174508],[186775],[187915],[187931],[193246],[197467],[197820],[205638],[219221],[220116],[220469],[225378],[230486],[251126],[252897],[254445],[286579],[286741],
     [14060,137141],[19941,162684],[20548,165408],[26028,186744],[28083,192737],[28259,193262],[29066,196199],[30179,59393],[35949,218712],[36125,219237],[38677,225481],[38892,226005],[41369,76950],[41849,73656],[41951,72918],[48568,253000],[48783,253524],[51181,85946],[51791,259827],[51815,259851],[52311,88528],[52413,87790],[55224,97547],[55789,93663],[55881,92789],[61399,101203],[63917,288447],[63941,288471],[66934,107829],[67771,295360],[68406,110817],[68498,109943],[71918,121148],[72611,116716],[72724,115744],[74547,123777],[76300,120304],[77430,122886],[77532,122148],[79261,125367],[79437,125543],[80726,322863],[82288,324585],[85745,132742],[87483,136096],[87596,135124],[91172,139684],[94570,150628],[94746,150804],[96640,146733],[98112,149721],[98204,148847],[100343,152627],[102043,359107],[107635,160545],[111887,165701],[113794,168195],[115318,177860],[117792,180334],[120103,175904],[121841,179258],[121954,178286],[124444,182537],[139483,199216],[141253,209665],[143930,212342],[146539,207495],[168001,232343],[169934,243344],[200530,277838],
     [7154,16903,100312,152596],[10258,24035,117761,180303],[11146,24200,124552,181679],[11179,24436,124460,182553],[14824,33044,141222,209634],[15398,31441,144038,204598],[15431,33651,143946,212358],[16692,33794,100414,151858],[16705,33871,151664,213866],[16757,34203,151551,214838],[20515,39908,165500,229446],[21407,44795,169425,242835],[21583,44971,169950,243360],[21871,42740,170728,236842],[22325,42850,117863,173194],[22338,42927,173000,238029],[22390,45778,172887,246297],[28547,53202,194040,262842],[29001,53312,137243,196506],[29014,53389,196312,264029],[30210,59424,200633,277941],[30425,59639,201157,278465],[30606,56696,201445,271172],[30769,56082,141983,203509],[30782,56872,201970,271697],[33618,60655,212450,281906],[39073,69313,226293,297886],[39236,68699,163445,228357],[39249,69489,226818,298411],[41329,76910,233827,313751],[41353,76934,233851,313775],[41880,73687,234727,306924],[45259,78321,244138,316766],[45713,78431,180405,246604],[45726,78508,246410,317953],[46692,80096,182645,249314],[52342,88559,260727,333880],[55154,97477,268646,349780],[55773,93647,269484,342891],[59820,99019,278753,352306],[59983,98405,210395,280817],[59996,99195,279278,352831],[61853,101313,152698,215145],[61866,101390,214951,284803],[68390,110801,296198,369605],[77461,122917,314651,387804],[79424,124753,125530,182846],[94733,144239,150791,212651],[98096,149705,350618,422065]
   ]
cell #884 :
  |C| = 98
  W-rep = phi[[4, 1],[1, 1]]+phi[[],[5, 2]]
  special rep = phi[[4, 1],[1, 1]] , dim = 84
  orbit = [8, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     70 tau_infinity subcells with 1 member(s)
     14 tau_infinity subcells with 2 member(s)
  subcells = [
     [8714],[13187],[16064],[18759],[19323],[21181],[23162],[25705],[26712],[27449],[29147],[29838],[31862],[32426],[35693],[36711],[36962],[39969],[40329],[40893],[43424],[44161],[48006],[48257],[49105],[49503],[52166],[53443],[53886],[54623],[57458],[57709],[62369],[63349],[64292],[64608],[65074],[68217],[69794],[70075],[70326],[74622],[80610],[81645],[82734],[82872],[83123],[86852],[87282],[89494],[94780],[101914],[102175],[103846],[104276],[104434],[108937],[111934],[126098],[126558],[126632],[128410],[129012],[133984],[153977],[154008],[155845],[183709],[184046],[216205],
     [16838,34284],[22471,45859],[24261,46550],[31502,60716],[33925,61640],[41704,77285],[42981,78562],[46135,79742],[55600,97923],[57177,99500],[71980,121210],[72410,121640],[91783,147841],[114604,177146]
   ]
cell #885 :
  |C| = 50
  W-rep = phi[[4],[1, 1, 1]]+phi[[],[5, 1, 1]]
  special rep = phi[[4],[1, 1, 1]] , dim = 35
  orbit = [8, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 1
  number of tau_infinity subcells = 35
     20 tau_infinity subcells with 1 member(s)
     15 tau_infinity subcells with 2 member(s)
  subcells = [
     [20541],[28979],[38889],[39778],[48780],[52094],[53219],[64220],[67816],[68154],[82333],[82671],[86834],[102088],[103828],[108864],[126540],[128337],[153904],[183700],
     [7215,61999],[11172,46718],[15424,33644],[16670,61831],[22303,45691],[24070,79966],[30422,59636],[31311,60525],[33701,101220],[41632,77213],[42757,78338],[55199,97522],[55537,97860],[71962,121192],[91710,147768]
   ]
cell #886 :
  |C| = 553
  W-rep = phi[[3, 2, 1],[1]]+phi[[3, 1, 1],[2]]+phi[[3, 2],[1, 1]]+phi[[3, 1],[2, 1]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     91 tau_infinity subcells with 4 member(s)
  subcells = [
     [61519],[76721],[79500],[95909],[97204],[100000],[100642],[117449],[118642],[118819],[120821],[124105],[136829],[142577],[143591],[144608],[144931],[145062],[151175],[164039],[165053],[171069],[171392],[172511],[173570],[173633],[179991],[194381],[194704],[195823],[202264],[202327],[202681],[210989],[212003],[215571],[227112],[227175],[227529],[244479],[244802],[245921],[249833],[279572],[279635],[279989],[285399],[320435],[349660],
     [22769,174115],[31749,205024],[42304,235558],[43329,238499],[47908,130141],[51602,91593],[52766,261558],[56345,270396],[57606,205042],[61537,283957],[62765,157330],[66203,113063],[67498,114358],[68962,297110],[73273,235576],[73344,306260],[76739,313262],[77885,315482],[79591,320018],[79653,248819],[80540,184340],[80994,187539],[84284,138022],[84461,138199],[86463,140201],[88145,261576],[88216,333216],[93308,270509],[95927,346637],[97295,349243],[97357,277675],[98668,351530],[100804,284280],[101834,216759],[103673,157153],[105704,166070],[106027,166393],[106158,166524],[108255,366081],[110462,297223],[116340,235735],[119304,382159],[120983,313585],[122503,315500],[122574,387140],[124873,320081],[127907,187085],[128230,187408],[130408,196882],[130471,196945],[133261,330184],[135720,261735],[145125,416200],[147159,418541],[147404,349306],[149366,351643],[155314,219531],[155377,219594],[161141,294200],[168621,443389],[173987,382222],[176423,384108],[178882,315659],[190413,258930],[199735,410108],[208091,348620],[232939,375334],[240511,312854],[266511,339810],[295240,376374],
     [7513,36452,102379,220076],[7594,63213,102570,287433],[7612,62962,102659,217611],[11460,47313,126282,251086],[11671,81160,126873,323276],[11762,81181,127082,251859],[12794,29445,130953,197427],[12875,84909,131144,328121],[12893,84658,131233,256593],[17152,62194,153719,286324],[17406,102397,102493,287025],[18646,40216,158074,229872],[18857,106324,158665,363722],[18948,106345,158874,292051],[19202,67287,159610,294023],[19220,107092,159699,224201],[22850,119267,174306,382045],[22868,119016,174395,310517],[24754,80374,126300,250678],[25592,48992,185460,253831],[26617,53791,188401,264499],[26871,130971,131067,327713],[27207,86209,189787,330071],[27298,131874,189996,258513],[27360,85522,132247,191835],[29526,138647,197618,408045],[29544,138396,197707,337473],[31960,145228,205615,416182],[32051,145249,205824,346471],[32305,96993,206560,348443],[32323,145996,206649,276661],[35598,64513,217936,289383],[36533,157778,220267,432208],[36551,157527,220356,362896],[36859,70223,158092,229890],[36930,106718,221081,364116],[37572,108184,159437,294041],[37734,107380,160022,224524],[40427,166690,230463,441030],[40518,166711,230672,373185],[40772,114147,231408,375157],[40790,167458,231497,303375],[43583,174133,174229,381637],[43919,120567,239885,383995],[44010,175036,240094,312437],[44072,119880,175409,241933],[47926,130159,252025,398362],[48154,83020,185478,253849],[48225,81554,252336,323670],[49203,187705,254422,463949],[49294,187726,254631,398196],[49756,131556,188514,328139],[50524,131750,190059,258576],[51620,91611,259338,340218],[54045,197445,197541,407637],[54381,139947,265885,409995],[54472,198348,266094,339393],[54534,139260,198721,267933],[57677,145622,273541,416576],[58319,147088,206387,348461],[58481,146284,206972,276984],[62588,216925,286718,491871],[63250,157815,287547,432322],[63602,102982,218049,287451],[64767,220094,220190,431800],[65411,158251,158937,292114],[66221,113081,292217,373351],[67589,114449,294823,375957],[67651,114511,225215,304389],[70294,167084,300255,441424],[70936,168550,231235,375175],[71098,167746,231820,303698],[74875,174718,238612,382063],[75643,174912,240157,312500],[80863,251104,251200,461780],[81057,187602,323294,463967],[81982,127145,185637,251922],[83091,188099,325635,464343],[84946,138684,328235,408159],[86625,140363,259661,340541],[89747,198030,264612,408063],[90515,198224,266157,339456],[95117,205201,205887,346534],[101897,216822,286342,491889],[104687,220679,289496,432226],[106221,166587,363740,441048],[108500,168866,294886,376020],[112271,230049,230735,373248],[129349,254008,254694,398259],[130825,197299,328298,408222],[155731,219948,287610,432385]
   ]
cell #887 :
  |C| = 413
  W-rep = phi[[3, 2, 2],[]]+phi[[3, 2, 1],[1]]+phi[[3, 1],[2, 1]]+phi[[3],[2, 2]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     140 tau_infinity subcells with 2 member(s)
     21 tau_infinity subcells with 4 member(s)
  subcells = [
     [145044],[173474],[173552],[201641],[202168],[202246],[204929],[214666],[223793],[226489],[227016],[227094],[234876],[235463],[242565],[248524],[248811],[257890],[260876],[261463],[269696],[276253],[277380],[277667],[278949],[279476],[279554],[283854],[283886],[293341],[296410],[302967],[310616],[311814],[313159],[313191],[314800],[315387],[329371],[335928],[338770],[345875],[346566],[347761],[350830],[374475],[381574],[383295],[409295],
     [46434,320000],[59196,349225],[61445,356075],[75568,382141],[76647,384695],[78971,391022],[79492,319922],[80976,187521],[81259,185139],[94280,414981],[95321,416005],[95479,416128],[97196,349147],[99992,355488],[101738,216309],[101816,216741],[102588,217540],[106140,166506],[106423,222255],[107350,161345],[111434,439829],[116544,446235],[117441,380372],[118347,448599],[118634,381443],[118748,449024],[124033,319395],[126187,250660],[126986,251409],[127064,251841],[130312,196786],[130390,196864],[131162,256522],[131952,191540],[132239,191827],[135924,469547],[136821,406372],[142282,476910],[142569,413129],[143519,344775],[144505,415629],[144537,479414],[145327,274715],[146254,208295],[150338,486779],[154419,287007],[154691,217508],[155218,219435],[155296,219513],[157979,229777],[158778,291601],[158856,292033],[159596,224098],[159628,224130],[163744,498372],[164031,437977],[164981,371489],[166789,301429],[167716,233143],[170661,378486],[170966,445859],[170998,505431],[174324,310446],[175114,241638],[175401,241925],[179086,512709],[179983,456470],[183170,459393],[184778,251763],[185365,253736],[187804,326809],[189101,327695],[189373,256490],[189900,258417],[189978,258495],[192467,268565],[193973,404486],[194278,469171],[194310,524811],[197636,337402],[198426,267638],[198713,267925],[205728,346021],[205806,346453],[206546,276558],[206578,276590],[210694,537276],[210981,484927],[211931,423949],[215563,426935],[217236,287338],[217710,362995],[220285,362825],[221894,291955],[222481,293928],[224920,304094],[225207,304381],[230576,372735],[230654,373167],[231394,303272],[231426,303304],[239199,381619],[239471,310414],[239998,312341],[240076,312419],[244071,454584],[244376,512333],[244408,559169],[249761,392694],[251954,398291],[254535,397746],[254613,398178],[256218,328026],[256692,337572],[259235,340115],[259267,340147],[265199,407619],[265471,337370],[265998,339297],[266076,339375],[274354,346375],[274941,348348],[283549,357387],[286831,429327],[286962,431737],[290083,431782],[290355,362793],[291455,372589],[292146,373280],[301068,373089],[301655,375062],[308972,389852],[310142,381950],[322723,461717],[323099,461762],[324562,397600],[326448,398100],[327650,407574],[337098,407950],[362521,432113],
     [35380,105380,287529,432304],[38449,71813,294805,375939],[47478,129711,323222,463895],[50449,90440,328217,408141],[51528,91519,330771,410695],[62293,154193,359023,491817],[62694,157259,359448,493672],[65615,112475,363545,440853],[65773,112633,363668,440976],[67490,114350,294727,375861],[80469,184269,394634,519174],[82186,129553,396137,463772],[83989,137727,398501,471911],[84276,138014,327519,407443],[84390,138128,398926,472336],[103378,156858,429960,493247],[103665,157145,360669,431606],[105601,165967,363169,440477],[105633,165999,432464,500876],[127804,186982,395761,463396],[127836,187014,462269,520362]
   ]
cell #888 :
  |C| = 126
  W-rep = phi[[3, 1, 1],[1, 1]]
  special rep = phi[[3, 1, 1],[1, 1]] , dim = 126
  orbit = [6, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [7303],[11725],[17531],[18911],[25213],[26996],[32014],[35139],[37318],[37697],[40481],[43708],[49257],[50208],[50667],[54170],[58065],[58444],[62642],[64892],[66449],[66520],[70682],[71061],[75327],[75786],[80445],[81608],[83479],[85298],[86588],[90199],[90658],[96155],[96226],[100767],[101728],[102564],[103053],[105139],[106772],[107146],[108643],[113309],[113380],[119656],[120946],[125016],[126976],[127153],[127571],[131138],[131627],[133713],[133784],[139036],[140326],[145676],[146050],[147547],[152213],[152284],[154522],[154595],[158768],[158945],[159363],[160093],[161727],[167138],[167512],[169009],[174300],[174789],[176875],[176946],[182198],[188153],[189204],[189277],[190067],[190485],[192263],[197612],[198101],[200187],[200258],[205718],[205895],[206313],[207043],[208677],[214462],[220261],[220750],[222584],[222657],[223107],[230566],[230743],[231161],[231891],[233525],[239302],[239375],[240165],[240583],[242361],[251271],[254525],[254702],[255120],[265302],[265375],[266165],[266583],[268361],[275044],[275117],[275567],[286821],[290186],[290259],[301758],[301831],[302281]
   ]
cell #889 :
  |C| = 553
  W-rep = phi[[3, 2, 1],[1]]+phi[[3, 1, 1],[2]]+phi[[3, 2],[1, 1]]+phi[[3, 1],[2, 1]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     91 tau_infinity subcells with 4 member(s)
  subcells = [
     [100714],[100758],[120893],[120937],[124629],[124944],[144115],[145003],[145667],[147475],[151760],[151770],[165577],[171464],[173096],[173106],[173642],[174058],[174195],[182722],[194776],[196408],[196418],[202336],[202752],[202762],[205104],[205613],[212527],[215047],[215057],[227184],[227600],[227610],[235638],[238497],[244874],[246506],[246516],[248757],[261638],[270394],[277613],[279644],[280060],[280070],[297108],[315562],[351528],
     [22760,239089],[31696,205043],[31740,273431],[42251,235577],[42295,306150],[43257,238498],[52713,261577],[52757,333106],[55958,270510],[56273,270395],[61538,283948],[68575,297224],[68890,297109],[72820,306259],[72830,235744],[76740,313253],[77832,315501],[77876,387030],[79600,320017],[79654,248747],[81599,188144],[85822,330185],[86535,140273],[86579,140317],[87692,333215],[87702,261744],[95928,346628],[97304,349242],[97358,277603],[98281,351644],[98596,351529],[100813,214606],[102459,220156],[106099,166465],[106763,167129],[107731,366080],[107741,294209],[108571,168937],[119313,382158],[120180,384109],[120992,242505],[122050,387139],[122060,315668],[124954,248518],[126362,251166],[126871,254420],[128302,187480],[130480,196954],[130896,197370],[131033,197507],[132185,259011],[139560,410109],[145134,416199],[146635,418540],[146645,348629],[147485,277374],[153717,286716],[155386,219603],[155802,220019],[158154,229952],[158663,230461],[168097,443388],[168107,375343],[174068,310610],[175347,312935],[185540,253911],[188399,264497],[198659,339891],[217934,289381],[225153,304327],
     [7504,36443,154309,289973],[7613,62963,102650,287513],[11407,80373,126301,322649],[11451,47304,183855,322989],[11771,81182,127081,323668],[12785,29436,188991,265089],[12894,84659,131224,328201],[17080,62185,153718,358960],[17478,102398,102492,359535],[17522,63204,102569,359875],[18593,40163,158093,229891],[18637,40207,220971,300145],[18957,106346,158873,364114],[19221,107093,159690,294103],[22869,119017,174386,382125],[25141,81151,126872,395112],[25539,48939,185479,253850],[25583,48983,252226,325525],[26545,53719,188400,264498],[26943,130972,131066,399013],[26987,84900,131143,399353],[27307,131875,189995,330069],[27361,85523,132175,259001],[29545,138397,197698,408125],[32060,145250,205823,416574],[32324,145997,206640,348523],[35211,63160,218050,287452],[35526,64441,217935,289382],[36552,157528,220347,432288],[37246,106315,158664,432942],[37644,67234,159438,294042],[37688,67278,159609,365971],[37743,107290,107389,224596],[40527,166712,230671,441422],[40791,167459,231488,375237],[43655,174134,174228,449111],[43699,119258,174305,449451],[44019,175037,240093,383993],[44073,119881,175337,312925],[47701,81482,252335,323669],[47711,81253,185646,251931],[47927,130160,252016,398353],[49303,187727,254630,464341],[50280,84856,188515,328140],[50595,86137,189786,330070],[50605,131759,131946,258585],[51621,91612,259329,340209],[54117,197446,197540,472423],[54161,138638,197617,472763],[54481,198349,266093,409993],[54535,139261,198649,339881],[57993,145219,205614,479892],[58391,96940,206388,348462],[58435,96984,206559,418431],[58490,146194,146293,277056],[63259,157824,287546,432321],[64839,220095,220189,493759],[64883,157769,220266,494099],[65996,106646,221080,364115],[66006,106417,158260,292123],[66222,113082,292208,373342],[67598,114458,294822,375956],[67652,114512,225143,304317],[70610,166681,230462,501354],[71008,114094,231236,375176],[71052,114138,231407,443279],[71107,167656,167755,303770],[75399,119214,238613,382064],[75714,120495,239884,383994],[75724,174921,175108,312509],[80935,251105,251199,519261],[81066,187611,323293,463966],[83407,187696,254421,520840],[84955,138693,328234,408158],[86634,140372,192407,268505],[90271,138594,264613,408064],[90586,139875,265884,409994],[90596,198233,198420,339465],[95702,145550,273540,416575],[95712,145321,205210,346543],[101906,216831,286341,491888],[102322,216916,286717,543667],[105211,157725,289497,432227],[106230,166596,363739,441047],[108581,168947,224914,304088],[112856,167012,300254,441423],[112866,166783,230058,373257],[129934,188027,325634,464342],[129944,187798,254017,398268],[130906,197380,256686,337566],[155812,217704,220029,362989]
   ]
cell #890 :
  |C| = 553
  W-rep = phi[[3, 2, 1],[1]]+phi[[3, 1, 1],[2]]+phi[[3, 2],[1, 1]]+phi[[3, 1],[2, 1]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     91 tau_infinity subcells with 4 member(s)
  subcells = [
     [34106],[44566],[46050],[46375],[57092],[57834],[59137],[61020],[61030],[61420],[69709],[73501],[74168],[74178],[74833],[75057],[76622],[88373],[89040],[89050],[93266],[93490],[93500],[95057],[95296],[99415],[110420],[110644],[110654],[116280],[118135],[118268],[122731],[123398],[123408],[125763],[135660],[142203],[144345],[149324],[149548],[149558],[153108],[153118],[163665],[178822],[182390],[208869],[210615],
     [15606,95022],[22013,116245],[22616,118295],[27854,55028],[28689,135625],[30956,142230],[31002,142339],[31731,144520],[34170,152441],[37087,70451],[38390,71754],[39423,163692],[39469,163801],[42286,170981],[42361,171116],[42371,116370],[43176,173362],[44630,177103],[45401,178787],[46385,182156],[46460,182380],[48382,83248],[49714,89705],[49938,89929],[51414,191597],[51503,91494],[52748,194293],[52823,194428],[52833,135750],[59147,208635],[59222,208859],[60170,210642],[60216,210751],[61450,214402],[63560,104645],[63784,104869],[65351,112211],[65590,112450],[67344,224248],[67354,161171],[75067,239855],[76533,241695],[76652,242301],[77867,244391],[77942,244526],[77952,178912],[79472,248445],[81922,129289],[82161,129528],[83777,137515],[83910,137648],[85490,133453],[91405,267695],[95326,274807],[97050,276708],[97060,208121],[97176,277301],[103166,156646],[103299,156779],[105441,165807],[114204,303422],[114214,232969],[118614,310537],[119848,176615],[126449,184227],[127644,186822],[139228,199927],[144389,345948],[153831,216662],[161919,233717],
     [8256,20723,65316,112176],[8536,38275,66282,161046],[8600,37864,66677,108412],[12038,26170,81887,129254],[12641,29292,83937,137675],[12687,50436,84046,189632],[13012,51368,85022,191488],[13022,50554,85256,133219],[13097,50863,85480,133443],[15886,59022,95988,207996],[15950,58611,96383,147316],[17853,36299,103326,156806],[17899,35367,103435,154950],[18628,40198,105616,165982],[18703,66179,105751,222203],[18713,65441,65955,159321],[19103,67269,106807,224113],[19133,66317,107086,161081],[21003,71639,113142,232844],[21067,71228,113537,168778],[22662,75555,118404,239730],[22987,76487,119380,241586],[22997,75673,119614,176381],[23072,75982,119838,176605],[25574,48974,127819,186997],[25649,47884,127954,185087],[25659,47660,82012,127529],[26464,53638,130200,196674],[26653,84891,130486,256505],[26683,84081,84652,189667],[27179,84995,131873,191461],[27918,55092,133941,200415],[29338,90427,137784,265730],[29663,91359,138760,267586],[29673,90545,138994,199693],[29748,90854,139218,199917],[31806,95885,144655,274663],[31816,95147,95661,206271],[32206,96975,145711,276573],[32236,96023,145990,208031],[35445,64360,155106,219323],[35634,63195,155392,217523],[35664,62956,103470,154985],[36345,105367,156915,290614],[36697,106211,157888,291512],[36902,105724,106344,222176],[38400,71764,161685,233483],[38475,71839,161909,233707],[40273,113039,166117,301377],[40283,112301,112815,231119],[40673,114129,167173,303287],[40703,113177,167452,232879],[43365,119249,173648,310429],[43395,118439,119010,239765],[43891,119353,175035,241559],[47106,80781,183966,250992],[47992,81047,185274,251320],[48197,81180,127927,185060],[49049,130117,187132,326757],[49059,129379,129893,255078],[49497,130216,130970,255976],[49948,89939,189757,265855],[51533,91524,192203,268301],[53827,138629,196960,337385],[53857,137819,138390,265765],[54353,138733,198347,267559],[57444,145115,204838,345932],[57649,144628,145248,274636],[62355,101887,216459,286388],[63343,102396,155122,216994],[63794,104879,155075,290739],[64549,157760,219609,362808],[64579,156950,157521,290649],[65620,112480,222347,301521],[67470,114330,224841,304015],[70061,166577,229686,372646],[70266,166090,166710,301350],[74616,173378,174132,309900],[80604,126299,183982,250749],[82191,129558,185231,326901],[82858,187592,253645,397657],[83063,187105,187725,326730],[84256,137994,256613,337493],[89488,196690,197444,336856],[102161,216812,286627,429238],[103645,157125,217631,362916],[104428,219339,220093,362279],[105485,165851,291528,372662],[126626,251008,251103,394929],[127688,186866,251336,397673],[153875,216706,286404,429254]
   ]
cell #891 :
  |C| = 553
  W-rep = phi[[3, 2, 1],[1]]+phi[[3, 1, 1],[2]]+phi[[3, 2],[1, 1]]+phi[[3, 1],[2, 1]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     91 tau_infinity subcells with 4 member(s)
  subcells = [
     [213113],[214163],[214323],[237276],[242062],[242222],[247098],[248263],[263276],[270864],[272109],[273868],[274728],[277119],[282450],[297578],[298823],[306587],[307873],[309318],[309669],[309905],[317200],[333543],[334829],[342279],[342630],[345366],[345893],[351998],[353243],[357888],[368993],[369344],[377977],[380961],[387467],[388753],[392190],[393435],[403977],[412647],[419709],[421453],[421804],[427735],[437495],[454075],[484445],
     [125202,458920],[144560,273490],[147733,482980],[152244,488757],[152420,426449],[171021,306209],[171162,235931],[173574,309299],[174116,309854],[176906,510618],[177082,452424],[181968,458569],[182086,516237],[185152,326822],[191964,268062],[192124,268222],[194333,333165],[194474,261931],[202268,342260],[202382,270723],[205025,345315],[206344,533917],[208447,482629],[208565,535710],[216999,362284],[221408,300582],[222268,301442],[224294,294396],[224659,303833],[227116,368974],[227230,297437],[235559,377926],[235676,306473],[238967,508560],[239785,556229],[244431,387089],[244572,315855],[250754,394934],[251281,397618],[252663,325962],[255394,336274],[255745,336625],[255981,336861],[257386,330539],[258631,330398],[261559,403926],[261676,333429],[274103,575334],[276754,348816],[279576,421434],[279690,351857],[286349,429199],[287859,361697],[288210,362048],[290946,372080],[291473,372607],[294141,366294],[303468,375530],[311310,384463],[312555,384322],[315483,454024],[315600,387353],[324053,397091],[327037,406961],[338266,410463],[339511,410322],[348561,418754],[360187,431124],[367249,444557],[375275,443602],
     [35170,103013,287101,429719],[47590,127459,323301,462049],[50239,131587,327789,465299],[50853,86395,328898,401526],[62717,154368,359499,491914],[62877,154906,287434,429668],[65885,159251,363747,494881],[66480,108215,364499,434921],[66656,108391,292855,366408],[75358,174749,381713,508461],[75972,120753,382822,451624],[80492,183914,322613,461477],[80998,184508,323277,461832],[84413,189050,398977,521624],[84573,189588,328122,465248],[85068,133031,328547,401175],[85186,133149,399665,466704],[90230,198061,407713,527841],[90844,140133,408822,474936],[95591,206201,416207,533785],[96186,147119,416959,481871],[96362,147295,347275,418868],[101838,216393,286325,428982],[102380,216948,220077,362233],[105170,220710,431876,545290],[105656,166022,221030,300204],[105797,158447,291704,433315],[106162,221624,363723,494664],[106847,160842,224153,366030],[107007,161002,294024,434870],[108829,169195,436030,504442],[112745,231049,441055,550939],[113340,168581,441807,503333],[113516,168757,373989,443716],[118771,239148,449075,555982],[118931,239686,382046,508410],[119426,176193,382471,451273],[119544,176311,449763,509866],[126283,250703,251087,394883],[127602,255151,462181,566380],[127859,187037,252285,325584],[128000,185833,251512,395485],[129823,255008,463974,566248],[130412,196886,255375,336255],[130526,188728,256545,399412],[130954,197428,255930,336810],[131691,191279,258517,401156],[133744,200218,467456,529998],[133920,200394,402326,475736],[138151,265148,472387,570854],[138311,265686,408046,527790],[138806,199505,408471,474585],[138924,199623,473075,529246],[144701,205397,346124,480265],[145066,274084,416183,533568],[145751,207792,276613,418490],[145911,207952,348444,481820],[155005,290669,492161,584249],[155318,219535,287840,361678],[155432,217563,218263,359934],[157282,290032,493723,584002],[157442,290570,432209,545239],[158075,229873,290895,372029],[158192,221294,292055,433296],[159394,231192,495013,551071],[161497,233295,435679,504091],[161615,233413,496806,552864],[166163,230245,372838,501727],[166528,300798,441031,550722],[167213,232640,303327,443338],[167373,232800,375158,503282],[173688,238826,310469,449510],[174853,241377,312441,451254],[184292,323048,519225,598388],[184527,326197,519280,598993],[185461,253832,324002,397040],[185578,251863,252549,395466],[187178,254204,397849,521213],[187543,326178,463950,566031],[188869,264967,465398,527940],[189687,265785,521871,571101],[197000,264826,337425,472822],[198165,267377,339397,474566],[205142,273754,346475,480246],[216412,359333,543537,610762],[216763,359314,491872,583193],[218404,289851,429818,545389],[219649,289710,362848,494158],[221643,300817,545628,587951],[229990,300468,373189,501708],[253949,325848,398200,521194]
   ]
cell #892 :
  |C| = 413
  W-rep = phi[[3, 2, 2],[]]+phi[[3, 2, 1],[1]]+phi[[3, 1],[2, 1]]+phi[[3],[2, 2]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     140 tau_infinity subcells with 2 member(s)
     21 tau_infinity subcells with 4 member(s)
  subcells = [
     [74708],[92752],[93141],[94913],[107924],[109906],[110295],[115674],[116136],[118160],[125201],[132705],[135054],[135516],[141610],[142095],[144329],[146828],[147732],[148810],[149199],[152171],[152431],[160475],[163072],[163557],[168290],[175867],[176833],[177093],[178216],[178678],[182066],[190868],[196601],[199179],[205585],[207425],[208545],[210022],[210507],[214231],[232273],[239065],[240966],[242130],[266966],[273936],[309142],
     [24363,182031],[32719,208510],[33854,213796],[34096,214258],[42910,237959],[43514,239030],[44556,242157],[46014,181642],[46040,247852],[46354,248337],[49589,89580],[50852,86394],[53372,263959],[56530,270927],[57056,204561],[57082,272863],[57564,273515],[57824,273963],[59116,277193],[63046,102940],[63435,104520],[65207,112067],[66407,108142],[66667,108402],[69147,297641],[69673,229409],[69699,299577],[73013,236119],[73231,306234],[73491,306682],[74743,309321],[75036,309743],[75971,120752],[78491,317883],[81316,127404],[81351,127439],[81778,129145],[83802,137540],[84742,131514],[85131,133094],[85166,133129],[87885,262119],[88103,333190],[88363,333638],[90843,140132],[93176,342282],[94857,345210],[94886,345306],[96113,147046],[96373,147306],[98853,352061],[99379,281869],[99405,353997],[101373,284733],[102679,154814],[102706,154841],[103191,156671],[105425,165791],[106480,159196],[106515,159231],[106915,160910],[106942,160937],[108828,169194],[110330,368996],[113267,168508],[113527,168768],[116109,377917],[118081,380844],[119100,174676],[119489,176256],[119524,176291],[122243,316043],[122461,387114],[122721,387562],[125727,249277],[125753,320890],[126890,184503],[127160,184952],[127628,186806],[131253,189496],[131280,189523],[131765,191353],[133671,200145],[133931,200405],[135489,403917],[138480,197988],[138869,199568],[138904,199603],[145384,206146],[145419,206181],[145819,207860],[145846,207887],[149234,421456],[151953,215240],[153736,216388],[153815,216646],[154328,216978],[157611,220637],[158635,230433],[158682,221619],[158952,222068],[161595,233393],[166846,230994],[166881,231029],[167281,232708],[167308,232735],[173289,246699],[174415,239594],[174442,239621],[174927,241451],[178651,454015],[183874,250733],[186021,254392],[187861,254953],[187896,254988],[188967,265065],[189010,255960],[192032,268130],[197727,265594],[197754,265621],[198239,267451],[205632,274079],[205902,274528],[218502,289949],[220376,290478],[220403,290505],[221476,300650],[230480,300793],[230750,301242],[239108,309884],[252731,326030],[254439,326173],[254709,326622],[255218,336098],[265108,336840],[286735,359309],[287683,361521],[289992,362263],[322785,394857],[323008,394913],
     [19616,41186,161560,233358],[26802,53976,188932,265030],[27844,55018,192059,268157],[35783,64698,218467,289914],[36817,70181,221055,300229],[37077,70441,221503,300677],[38369,71733,224733,303907],[48112,82978,252310,325609],[48372,83238,252758,326057],[49624,89615,255397,336277],[49917,89908,255819,336699],[63470,104555,287862,361700],[63763,104848,288284,362122],[65151,112011,290790,371924],[65180,112040,290886,372020],[81722,129089,323897,396935],[81751,129118,323993,397031],[83723,137461,326920,406844],[101991,154085,359078,429175],[103112,156592,360070,431007],[126395,184173,394685,461607]
   ]
cell #893 :
  |C| = 126
  W-rep = phi[[3, 1, 1],[1, 1]]
  special rep = phi[[3, 1, 1],[1, 1]] , dim = 126
  orbit = [6, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [7616],[11782],[12897],[17513],[18968],[19224],[22872],[25060],[26978],[27318],[27364],[29548],[32071],[32327],[34605],[36555],[37165],[37679],[37754],[37764],[40538],[40794],[43690],[44030],[44076],[47930],[49314],[51624],[54152],[54492],[54538],[57912],[58426],[58501],[58511],[61541],[62966],[63270],[64874],[66225],[67609],[67655],[70529],[71043],[71118],[71128],[76743],[79611],[79657],[81264],[81590],[83326],[84662],[84966],[85526],[86570],[86645],[86655],[91615],[95931],[97315],[97361],[100749],[100824],[100834],[102241],[102450],[102577],[106428],[106754],[107096],[107400],[107410],[113085],[114469],[114515],[119020],[119324],[119884],[120928],[121003],[121013],[126353],[126880],[130163],[131024],[131151],[131957],[138400],[138704],[139264],[140308],[140383],[140393],[145332],[145658],[146000],[146304],[146314],[153726],[157531],[157835],[158672],[159617],[166794],[167120],[167462],[167766],[167776],[174186],[174313],[175119],[187809],[188135],[197498],[197625],[198431],[205622],[206567],[220147],[220274],[230470],[231415],[251157],[254429],[286725]
   ]
cell #894 :
  |C| = 553
  W-rep = phi[[3, 2, 1],[1]]+phi[[3, 1, 1],[2]]+phi[[3, 2],[1, 1]]+phi[[3, 1],[2, 1]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     91 tau_infinity subcells with 4 member(s)
  subcells = [
     [100008],[100643],[100748],[117457],[120822],[120927],[124106],[124862],[136837],[142585],[143592],[144932],[145657],[147393],[151164],[164047],[165054],[171393],[172500],[173634],[173976],[174185],[179999],[194705],[195812],[202328],[202670],[205094],[205612],[210997],[212004],[215579],[227176],[227518],[235628],[238496],[244803],[245910],[248827],[249834],[261628],[270393],[277683],[279636],[279978],[285388],[297107],[315552],[351527],
     [43572,239090],[46471,320424],[57595,273432],[57607,205054],[59233,349649],[61542,356240],[61555,284281],[73262,306151],[73274,235588],[73352,171169],[74792,238509],[76744,384860],[76757,313586],[79508,320082],[79592,391719],[81589,188134],[86464,140202],[86569,140307],[88134,333107],[88146,261588],[88224,194481],[93225,270406],[93309,202371],[95932,416741],[97212,349307],[97296,419238],[102449,220146],[106028,166394],[106753,167119],[108263,224301],[108489,168855],[110379,297120],[110463,227219],[116329,235664],[118650,382223],[119305,449558],[122492,387031],[122504,315512],[122582,244579],[126352,251156],[126870,254419],[128231,187409],[130472,196946],[130814,197288],[131023,197497],[132255,191843],[133262,258620],[135709,261664],[145126,479907],[147167,276761],[149283,351540],[149367,279679],[153716,286715],[155378,219595],[155720,219937],[158144,229942],[158662,230460],[161130,294129],[168629,303475],[175417,241941],[176424,312544],[178871,315588],[185530,253901],[188398,264496],[198729,267941],[199736,339500],[208080,348549],[217933,289380],[225223,304397],[232928,375263],
     [7617,63047,154584,287503],[11763,81280,184662,323667],[12898,84743,189266,328191],[13108,50874,190402,258919],[17395,64756,154310,289974],[17407,102409,154416,359534],[17512,102672,102971,359876],[18949,106444,221778,364113],[19225,66408,222646,294093],[19238,66691,160023,224525],[22873,119101,239364,382115],[23083,75993,240500,312843],[24743,80852,183856,322990],[24755,126184,126312,322648],[25059,126883,127038,395113],[26860,54034,188992,265090],[26872,130983,189098,399012],[26977,131246,131545,399354],[27215,85075,190060,258577],[27299,85095,256915,330068],[29549,138481,265364,408115],[29759,90865,266500,339799],[32052,145348,274238,416573],[32328,96114,275106,348513],[32341,96397,206973,276985],[34604,101790,153729,358961],[36556,157612,290248,432278],[36848,70212,220972,300146],[36860,70224,158104,229902],[36938,105804,158938,292115],[37164,158675,158830,432943],[37573,106836,108185,294053],[37678,106908,108173,365972],[38486,71850,295229,376363],[40519,166810,300952,441421],[40795,113268,301820,375227],[40808,113551,231821,303699],[43584,174145,239196,449110],[43689,174408,174707,449452],[43927,119433,240158,312501],[44011,119453,310839,383992],[47931,130164,323835,464508],[48143,83009,252227,325526],[48155,83021,185490,253861],[48233,127146,128007,251923],[49295,187825,326332,464340],[49673,89664,188411,264509],[49757,130515,131557,328151],[50513,131679,133178,330081],[51625,91616,330936,410860],[51638,91629,259662,340542],[54046,197457,265196,472422],[54151,197720,198019,472764],[54389,138813,266158,339457],[54473,138833,337795,409992],[57685,144708,205888,346535],[57911,205625,205780,479893],[58320,145740,147089,348473],[58425,145812,147077,418432],[63251,157816,359982,494206],[63519,104604,217946,289393],[63603,102983,155421,287463],[64768,220106,290080,493758],[64873,220369,220668,494100],[65400,158180,159280,364126],[66226,113086,364281,441589],[67506,114366,294887,376021],[67590,114450,366778,444086],[70302,166170,230736,373249],[70528,230473,230628,501355],[70937,167202,168551,375187],[71042,167274,168539,443280],[74876,173677,174719,382075],[75632,174841,176340,384005],[80864,251116,323096,519260],[81058,187603,395127,520855],[81971,127488,185566,323680],[83099,187185,254695,398260],[83325,254432,254587,520841],[84292,138030,328299,408223],[84947,138685,399460,472870],[89748,196989,198031,408075],[90504,198153,199652,410005],[95106,205130,206230,416586],[101898,216823,358975,543682],[102240,286728,286883,543668],[103681,157161,287611,432386],[104688,219638,220680,432238],[106222,166588,432957,501369],[112260,229978,231078,441434],[129338,253937,255037,464353]
   ]
cell #895 :
  |C| = 553
  W-rep = phi[[3, 2, 1],[1]]+phi[[3, 1, 1],[2]]+phi[[3, 2],[1, 1]]+phi[[3, 1],[2, 1]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     91 tau_infinity subcells with 4 member(s)
  subcells = [
     [61338],[61494],[74486],[76696],[79345],[79551],[89358],[93543],[94654],[95370],[97255],[100439],[100683],[101142],[110697],[111808],[116593],[117888],[118259],[118693],[120862],[123716],[125180],[125451],[135973],[137268],[142194],[142628],[144510],[144972],[147711],[149601],[150712],[152723],[163656],[164090],[170971],[173420],[173444],[179135],[180430],[194283],[202138],[204825],[210606],[211040],[226986],[244381],[279446],
     [15559,144479],[21810,116449],[21966,170940],[22556,173488],[28486,135829],[28642,194252],[30690,142408],[30896,202182],[31665,204905],[34187,152394],[38072,161250],[39157,163870],[39363,227030],[41976,171191],[42220,235439],[43164,238296],[44647,177056],[45198,178991],[45354,244350],[46428,182145],[46486,182320],[50831,133496],[51102,191666],[51577,91568],[52438,194503],[52682,261439],[58819,208200],[59190,208624],[59248,208799],[59904,210820],[60110,279490],[61506,214387],[65664,112524],[66959,224323],[67549,114409],[71436,233048],[75110,239844],[75950,176658],[76221,241764],[76708,242286],[77557,244601],[77801,315363],[79538,248443],[82235,129602],[83901,137639],[84335,138073],[86504,140242],[90822,199970],[91093,267764],[95382,274792],[96665,276783],[97242,277299],[103290,156770],[103724,157204],[105606,165972],[106068,166434],[108807,169173],[113819,303497],[118680,310535],[127809,186987],[128271,187449],[130258,196732],[130282,196756],[144401,345946],[155164,219381],[155188,219405],[157875,229673],[184024,251050],[185261,253632],[216446,286614],
     [8209,20676,105575,165941],[8617,38146,66630,161394],[11835,47649,82091,185051],[11991,26123,127778,186956],[12581,29232,130326,196800],[13065,50958,85245,191452],[13123,51214,85420,191886],[15967,58893,96336,208344],[17587,35320,103504,217482],[17599,62941,103561,217513],[17793,36239,155232,219449],[18562,40132,157955,229753],[19021,65520,65944,222167],[19177,38228,66739,224072],[19189,66796,107071,224103],[21084,71510,113490,233192],[23040,76077,119603,241550],[23098,76333,119778,241984],[25251,81178,128027,251733],[25264,47824,128029,251777],[25508,48908,185341,253712],[26452,53626,188198,264296],[27052,50389,84115,256464],[27064,84172,84637,256495],[27245,85547,131871,258387],[27258,51308,85549,258431],[27935,55109,133894,200368],[29716,90949,138983,267550],[29774,91205,139158,267984],[32124,95226,95650,274627],[32280,58975,96445,276532],[32292,96502,145975,276563],[34979,102394,155135,286932],[35180,63129,155493,287314],[35433,64348,217733,289180],[37356,105824,106342,291925],[37369,66119,105826,291969],[37613,67203,107422,293904],[38443,71807,161674,233472],[38501,71865,161849,233647],[40591,112380,112804,301341],[40747,71592,113599,303246],[40759,113656,167437,303277],[43764,75508,118473,310388],[43776,118530,118995,310419],[43957,119905,175033,312311],[43970,76427,119907,312355],[47028,126297,183995,322693],[47094,80769,250788,322896],[47441,81035,185283,323198],[49367,129458,129882,326721],[49991,89982,189746,265844],[50048,130229,130968,327620],[50249,84825,130587,328002],[51589,91580,192188,268286],[54226,90380,137853,337344],[54238,137910,138375,337375],[54419,139285,198345,339267],[54432,91299,139287,339311],[58103,144728,145246,346345],[58116,95825,144730,346389],[58360,96909,146326,348324],[62256,101875,216468,358999],[63837,104922,155064,290728],[64948,105320,156984,362767],[64960,157041,157506,362798],[65676,112536,222332,301506],[65736,106199,157897,363644],[67536,114396,224839,304013],[70720,166190,166708,373059],[70733,112979,166192,373103],[70977,114063,167788,375038],[75167,173391,174130,381544],[75368,119183,173749,381926],[82247,129614,185216,326886],[83517,187205,187723,398070],[83530,130057,187207,398114],[84322,138060,256611,337491],[90039,196703,197442,407544],[90240,138563,197061,407926],[95442,145103,204847,416104],[103711,157191,217629,362914],[104979,219352,220091,431707],[105180,157694,219710,432089],[105497,165863,291526,372660],[112596,166565,229695,440952],[126725,251021,251101,461687],[127700,186878,251334,397671],[129674,187580,253654,463871],[153887,216718,286402,429252],[154156,216800,286636,491793]
   ]
cell #896 :
  |C| = 553
  W-rep = phi[[3, 2, 1],[1]]+phi[[3, 1, 1],[2]]+phi[[3, 2],[1, 1]]+phi[[3, 1],[2, 1]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     91 tau_infinity subcells with 4 member(s)
  subcells = [
     [61499],[76701],[79350],[79560],[94659],[95375],[97264],[100448],[100458],[100695],[111813],[116598],[117897],[117907],[118356],[118702],[120874],[125456],[135978],[137277],[137287],[142291],[142637],[142647],[144614],[144984],[150717],[152732],[152742],[163753],[164099],[164109],[171075],[173432],[173550],[179140],[180439],[180449],[182339],[194387],[202244],[204835],[208818],[210703],[211049],[211059],[227092],[244485],[279552],
     [15564,144562],[21971,171023],[22487,238302],[22565,173572],[28647,194335],[30695,202384],[30905,202266],[31677,205006],[39162,227232],[39372,227114],[41985,235674],[41995,171177],[42232,235540],[45359,244433],[51107,258633],[51582,91573],[52447,261674],[52457,194489],[52694,261540],[59909,279692],[60119,279574],[61563,152399],[65669,112529],[66968,294139],[66978,224309],[67558,114418],[76226,312557],[76765,177061],[77566,315598],[77576,244587],[77813,315464],[79570,182150],[79641,182329],[82240,129607],[83998,137736],[84344,138082],[85439,191905],[86516,140254],[91098,339513],[96674,348559],[96684,276769],[97274,208629],[97345,208808],[100719,214396],[103387,156867],[103733,157213],[105710,166076],[106080,166446],[113828,375273],[113838,303483],[118712,239849],[119797,242003],[120898,242295],[124925,248456],[127913,187091],[128283,187461],[130270,196744],[130388,196862],[139177,268003],[145008,274801],[147456,277312],[155176,219393],[155294,219511],[157885,229683],[161868,233666],[174039,310548],[184036,251062],[185271,253642],[204898,345959],[216456,286624],
     [8214,20681,105658,166024],[11996,26128,127861,187039],[12512,29163,188204,264302],[12590,29241,130410,196884],[17592,35325,155434,217565],[17724,36170,217739,289186],[17802,36248,155316,219533],[18574,40144,158056,229854],[19182,38233,106849,224155],[19246,66635,66699,161399],[24807,47241,250794,322902],[25273,47833,185576,251861],[25283,47654,128015,185148],[25520,48920,185442,253813],[27057,50394,130528,256547],[27267,51317,131689,258515],[27277,85083,85250,191549],[27348,85429,85510,191895],[32285,58980,145753,276615],[32349,96341,96405,208349],[34525,62176,286441,359005],[35192,63141,218013,287415],[35216,62950,155486,217617],[37378,66128,158190,292053],[37388,65949,105812,222264],[37625,67215,159401,294005],[37649,106901,107080,224207],[40752,71597,167215,303329],[40816,113495,113559,233197],[43769,75513,173690,310471],[43979,76436,174851,312439],[43989,119441,119608,241647],[44060,119787,119868,241993],[46929,80384,250810,322703],[47540,81142,252059,323204],[47682,81191,185554,251839],[50261,84837,188478,328103],[50285,84646,130580,256599],[50576,131667,131884,258493],[51646,91637,133899,200373],[54231,90385,197002,337427],[54441,91308,198163,339395],[54451,138821,138988,267647],[54522,139167,139248,267993],[58125,95834,205140,346473],[58135,95655,144716,274724],[58372,96921,206351,348425],[58396,145805,145984,276667],[62829,102503,217755,286942],[64953,105325,219651,362850],[65835,106306,220804,363650],[65977,106355,158168,292031],[67568,114428,161679,233477],[67639,114499,161858,233656],[70742,112988,229988,373187],[70752,112809,166178,301438],[70989,114075,231199,375139],[71013,167267,167446,303381],[75380,119195,238576,382027],[75404,119004,173742,310523],[75695,174829,175046,312417],[83539,130066,253947,398198],[83549,129887,187193,326818],[84354,138092,189751,265849],[84525,131077,188220,327630],[86540,140278,192197,268295],[90252,138575,264576,408027],[90276,138384,197054,337479],[90567,198141,198358,339373],[95541,145210,273264,416110],[95683,145259,205118,346451],[103743,155069,157223,290733],[105192,157706,289460,432190],[105216,157515,219703,362902],[106104,166470,222341,301515],[108552,168918,224852,304026],[112695,166672,299978,440958],[112837,166721,229966,373165],[118883,174239,238318,381554],[128307,185225,187485,326895],[129773,187687,325358,463877],[129915,187736,253925,398176],[130877,197351,256624,337504],[138263,197551,264318,407554],[154255,216907,359194,491799],[155783,217642,220000,362927],[157394,220200,289202,431717],[157948,229746,291539,372673],[184404,251210,322918,461697],[185334,251347,253705,397684],[216519,286415,286687,429265]
   ]
cell #897 :
  |C| = 553
  W-rep = phi[[3, 2, 1],[1]]+phi[[3, 1, 1],[2]]+phi[[3, 2],[1, 1]]+phi[[3, 1],[2, 1]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     91 tau_infinity subcells with 4 member(s)
  subcells = [
     [61335],[61500],[74483],[76702],[79351],[79559],[89355],[93540],[94660],[95376],[97263],[100447],[100684],[101139],[110694],[111814],[116599],[117896],[118357],[118701],[120863],[123713],[125177],[125457],[135979],[137276],[142292],[142636],[144613],[144973],[147708],[149598],[150718],[152731],[163754],[164098],[171074],[173421],[173549],[179141],[180438],[194386],[202243],[204834],[210704],[211048],[227091],[244484],[279551],
     [15565,144574],[21807,116374],[21972,171035],[22564,173584],[28483,135754],[28648,194347],[30696,142328],[30904,202278],[31666,205007],[34174,152400],[38069,161175],[39163,163790],[39371,227126],[41984,171104],[42221,235541],[43165,238303],[44634,177062],[45195,178916],[45360,244445],[46425,182151],[46466,182328],[50828,133493],[51108,191586],[51583,91574],[52446,194416],[52683,261541],[58816,208125],[59187,208630],[59228,208807],[59910,210740],[60118,279586],[61501,214395],[65670,112530],[66967,224236],[67557,114417],[71433,232973],[75107,239850],[75947,176655],[76227,241684],[76703,242294],[77565,244514],[77802,315465],[79537,248444],[82241,129608],[83999,137737],[84343,138081],[86505,140243],[90819,199967],[91099,267684],[95377,274800],[96673,276696],[97241,277300],[103388,156868],[103732,157212],[105709,166075],[106069,166435],[108804,169170],[113827,303410],[118679,310536],[127912,187090],[128272,187450],[130259,196733],[130387,196861],[144400,345947],[155165,219382],[155293,219510],[157884,229682],[184025,251051],[185270,253641],[216455,286623],
     [8215,20682,105670,166036],[8604,37868,66636,161400],[11832,47655,82016,185149],[11997,26129,127873,187051],[12589,29240,130422,196896],[13062,50558,85251,191550],[13103,50869,85428,191894],[15954,58615,96342,208350],[17593,35326,103424,217577],[17594,62949,103476,217616],[17801,36247,155328,219545],[18563,40133,158057,229855],[19018,65445,65950,222265],[19183,38234,66271,224167],[19184,66323,107079,224206],[21071,71232,113496,233198],[23037,75677,119609,241648],[23078,75988,119786,241992],[25250,81179,127928,251838],[25272,47832,127942,251873],[25509,48909,185443,253814],[26453,53627,188205,264303],[27058,50395,84035,256559],[27059,84087,84645,256598],[27244,84996,131872,258492],[27266,51316,85010,258527],[27922,55096,133900,200374],[29713,90549,138989,267648],[29754,90860,139166,267992],[32121,95151,95656,274725],[32286,58981,95977,276627],[32287,96029,145983,276666],[34978,102395,155123,286941],[35181,63130,155391,287416],[35434,64349,217740,289187],[37355,105725,106343,292030],[37377,66127,105739,292065],[37614,67204,106806,294006],[38440,71804,161680,233478],[38481,71845,161857,233655],[40588,112305,112810,301439],[40753,71598,113131,303341],[40754,113183,167445,303380],[43770,75514,118393,310483],[43771,118445,119003,310522],[43956,119354,175034,312416],[43978,76435,119368,312451],[47027,126298,183983,322702],[47095,80770,250795,322903],[47442,81036,185273,323205],[49364,129383,129888,326819],[49988,89979,189752,265850],[50047,130217,130969,327629],[50250,84826,130485,328104],[51584,91575,192196,268294],[54232,90386,137773,337439],[54233,137825,138383,337478],[54418,138734,198346,339372],[54440,91307,138748,339407],[58102,144629,145247,346450],[58124,95833,144643,346485],[58361,96910,145710,348426],[62257,101876,216458,359006],[63834,104919,155070,290734],[64954,105326,156904,362862],[64955,156956,157514,362901],[65671,112531,222340,301514],[65737,106200,157887,363651],[67535,114395,224840,304014],[70719,166091,166709,373164],[70741,112987,166105,373199],[70978,114064,167172,375140],[75166,173379,174131,381553],[75369,119184,173647,382028],[82242,129609,185224,326894],[83516,187106,187724,398175],[83538,130065,187120,398210],[84321,138059,256612,337492],[90038,196691,197443,407553],[90241,138564,196959,408028],[95443,145104,204837,416111],[103710,157190,217630,362915],[104978,219340,220092,431716],[105181,157695,219608,432191],[105496,165862,291527,372661],[112597,166566,229685,440959],[126724,251009,251102,461696],[127699,186877,251335,397672],[129675,187581,253644,463878],[153886,216717,286403,429253],[154157,216801,286626,491800]
   ]
cell #898 :
  |C| = 70
  W-rep = phi[[2, 2],[3]]
  special rep = phi[[2, 2],[3]] , dim = 70
  orbit = [5, 5, 4]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     70 tau_infinity subcells with 1 member(s)
  subcells = [
     [14979],[20096],[21653],[27587],[28329],[30262],[30500],[33199],[37915],[38729],[38967],[41457],[44299],[45041],[48620],[49834],[50912],[51919],[54761],[58662],[59476],[59714],[63680],[64045],[65474],[71279],[73739],[74953],[76031],[77038],[82045],[83965],[88611],[89825],[90903],[93386],[93751],[95180],[103354],[104765],[110540],[110905],[112334],[116403],[118323],[122969],[129412],[133339],[135783],[137703],[142258],[149444],[149809],[156834],[161204],[163720],[176501],[178945],[185115],[191516],[199813],[208154],[210670],[222231],[233002],[241614],[267614],[274691],[301405],[326785]
   ]
cell #899 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[3]]+phi[[2, 1],[3, 1]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [61316],[74464],[79242],[89336],[93521],[94551],[100308],[100395],[101120],[110675],[111705],[115299],[116096],[117757],[117844],[123694],[124548],[125348],[134679],[135476],[137137],[137224],[140911],[141218],[141964],[142007],[144034],[149579],[150609],[151839],[152592],[152679],[156540],[162373],[162680],[163426],[163469],[165496],[169421],[169548],[170724],[173175],[177841],[178638],[180299],[180386],[181675],[182276],[182641],[186433],[186740],[192733],[192860],[194036],[196487],[201441],[203490],[204594],[208755],[209323],[209630],[210376],[210419],[212446],[213715],[214525],[215126],[218708],[218835],[226289],[228338],[229442],[236531],[236838],[237878],[242424],[242831],[242958],[244134],[246585],[248500],[249310],[262531],[262838],[263878],[270146],[271168],[271295],[277356],[278749],[280798],[281902],[284652],[296860],[297882],[298009],[310592],[316455],[316762],[317802],[320259],[349484],[351280],[352302],[352429],
     [10000,170779],[13802,194091],[14741,200754],[19858,225602],[21388,233874],[21788,234848],[23777,244189],[25945,253121],[28064,259874],[28464,260848],[30175,200585],[30587,269507],[32961,278062],[35930,288494],[38050,293313],[38642,225433],[39054,296221],[41845,234679],[41932,170417],[42657,307045],[44776,313798],[45176,314772],[47780,323481],[48533,252952],[50999,329182],[52307,260679],[52394,193729],[53119,334001],[55877,201568],[56677,342914],[58797,347733],[59389,277893],[59801,350641],[63079,287254],[66075,363927],[66828,293144],[66915,223549],[68494,226416],[69294,369628],[71414,374447],[72899,377405],[73652,306876],[76118,383106],[77426,314603],[77513,243827],[78238,387925],[81235,251722],[84775,327942],[85376,191222],[85741,257817],[87771,403405],[88524,333832],[90990,409106],[92785,341674],[95781,416387],[96534,347564],[96621,276009],[98200,278876],[99000,422088],[106399,291914],[107209,223856],[107810,434349],[109939,368388],[112935,441235],[113688,374278],[113775,302723],[115593,305646],[119133,381866],[119734,241320],[120099,311741],[122129,453503],[122882,387756],[130013,464154],[131928,257690],[132738,400570],[134973,332602],[138513,407866],[139114,267320],[139479,338697],[145303,346334],[146113,276316],[146714,481299],[148843,420848],[157644,432029],[160394,365467],[161805,233603],[166765,373048],[167575,303030],[168176,502761],[175090,311614],[175900,450668],[178135,386526],[187780,398059],[190237,329821],[192326,268424],[198402,338570],[199212,473980],[207344,417927],[217686,362971],[224896,304070],[232192,442775],[240335,383745],[256668,337548],[266335,409745],[295064,376198]
   ]
cell #900 :
  |C| = 70
  W-rep = phi[[2, 2],[3]]
  special rep = phi[[2, 2],[3]] , dim = 70
  orbit = [5, 5, 4]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     70 tau_infinity subcells with 1 member(s)
  subcells = [
     [22026],[28702],[30852],[38288],[39319],[41544],[42170],[45414],[51264],[52006],[52632],[55425],[59035],[60066],[64132],[65561],[67153],[68042],[71652],[76383],[77125],[77751],[82132],[82559],[84204],[91255],[93838],[95267],[96859],[97748],[103593],[105687],[110992],[112421],[114013],[116490],[116917],[118562],[127890],[129499],[135870],[136297],[137942],[142497],[144591],[149896],[157073],[161291],[163959],[166053],[171052],[179032],[179459],[187068],[191755],[194364],[208241],[210909],[217594],[224184],[233089],[241853],[244462],[256576],[267853],[276644],[303358],[310500],[337456],[362879]
   ]
cell #901 :
  |C| = 245
  W-rep = phi[[2, 2, 1],[2]]+phi[[2, 2],[2, 1]]
  special rep = phi[[2, 2],[2, 1]] , dim = 140
  orbit = [4, 4, 4, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [79642],[97346],[100720],[120899],[124635],[124936],[144121],[145009],[147467],[151752],[165583],[171470],[173088],[174050],[182728],[194782],[196400],[202744],[205001],[212533],[214612],[215039],[227592],[235535],[242511],[244880],[246498],[248739],[261535],[277595],[280052],[283940],[313245],[315459],[346620],
     [8521,159409],[12672,188486],[15871,206359],[17884,218021],[18599,220892],[20988,231207],[22647,238584],[25545,252147],[26537,188317],[27349,85511],[29323,264584],[30987,270481],[31702,273352],[35217,155487],[35518,217852],[36330,289468],[37650,106902],[39454,297195],[40169,300066],[42257,306071],[43249,238415],[44061,119869],[47693,185564],[48945,325446],[50286,130581],[50587,131677],[51399,330156],[52719,333027],[53711,264415],[54523,139249],[55964,202437],[56265,270312],[58397,145806],[60201,351615],[63166,359796],[64433,289299],[65988,158178],[67240,365892],[67640,114500],[68581,227285],[68882,297026],[71014,167268],[72812,235662],[75405,173743],[75706,174839],[76518,384080],[77838,386951],[81474,323586],[84862,399274],[85828,258686],[86129,329987],[86541,140279],[87684,261662],[90277,197055],[90578,198151],[91390,410080],[95694,205128],[96946,418352],[98287,279745],[98588,351446],[102642,287410],[105217,219704],[106105,166471],[106638,364032],[107296,224602],[107723,294127],[108563,168929],[112848,229976],[114100,443200],[119220,449372],[120186,312610],[120487,383911],[122042,315586],[128308,187486],[129926,253935],[130888,197362],[131216,328098],[132167,258993],[138600,472684],[139566,339566],[139867,409911],[145542,416492],[146200,277062],[146627,348547],[155794,220011],[157731,494020],[158051,229849],[159682,294000],[167004,441340],[167662,303776],[168089,375261],[174378,382022],[175329,312917],[185437,253808],[188019,464259],[192413,268511],[197690,408022],[198641,339873],[206632,348420],[220339,432185],[225135,304309],[231480,375134],[252008,398345],[259321,340201],[292200,373334]
   ]
cell #902 :
  |C| = 413
  W-rep = phi[[3, 2, 2],[]]+phi[[3, 2, 1],[1]]+phi[[3, 1],[2, 1]]+phi[[3],[2, 2]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     140 tau_infinity subcells with 2 member(s)
     21 tau_infinity subcells with 4 member(s)
  subcells = [
     [95405],[118200],[118273],[141656],[142135],[142208],[144446],[152438],[160651],[163118],[163597],[163670],[170362],[170907],[177100],[182153],[182369],[190914],[193674],[194219],[201582],[207601],[208632],[208848],[210068],[210547],[210620],[214304],[214342],[223494],[226430],[232449],[239852],[241012],[242203],[242241],[243772],[244317],[257831],[264135],[267012],[274009],[274747],[275954],[278890],[302668],[309924],[311755],[338711],
     [24396,248450],[32752,277306],[34103,283795],[43872,310542],[44563,313100],[46047,319336],[46364,248377],[47404,129637],[47657,127526],[57089,344716],[57831,345816],[57949,345953],[59126,277233],[61009,283250],[62146,153668],[62219,154119],[62896,154925],[65699,112559],[65952,159318],[66674,108409],[69706,371430],[73498,378427],[74157,308673],[74830,381021],[75046,309783],[75135,381515],[78848,247898],[80378,183808],[81112,184614],[81185,185065],[83842,137580],[83915,137653],[84592,189607],[85253,133216],[85469,133432],[88370,404427],[89029,335629],[93263,412707],[93479,342744],[94157,272909],[94959,345385],[94997,415570],[95658,206268],[96380,147313],[99412,423890],[102497,217079],[102752,154887],[103231,156711],[103304,156784],[105542,165908],[106276,221730],[106349,222181],[106988,160983],[107026,161021],[110417,437555],[110633,369458],[111311,299623],[112812,231116],[113534,168775],[115850,306728],[116182,377996],[116220,445800],[118950,239705],[119611,176378],[119827,176594],[122728,454525],[123387,389553],[125760,392635],[127200,184992],[127745,186923],[129890,255075],[131071,256061],[131326,189569],[131805,191393],[131878,191466],[133938,200412],[135230,333684],[135562,403996],[135600,469112],[138330,265705],[138991,199690],[139207,199906],[145180,274190],[145253,274641],[145892,207933],[145930,207971],[149321,484505],[149537,421918],[150215,354043],[153097,357088],[154632,217449],[155072,290736],[157461,290589],[158992,222108],[159537,224039],[161682,233480],[161898,233696],[166642,300904],[166715,301355],[167354,232781],[167392,232819],[174233,309985],[174488,239667],[174967,241491],[175040,241564],[178392,387608],[178724,454094],[178762,512274],[183047,320936],[185171,326841],[187657,326284],[187730,326735],[189314,256431],[189754,265852],[192105,268203],[192143,268241],[197545,336941],[197800,265667],[198279,267491],[198352,267564],[205942,274568],[206487,276499],[213972,284909],[216877,359420],[217018,362303],[220194,362364],[220449,290551],[221549,300723],[222287,301461],[230790,301282],[231335,303213],[238135,318059],[239412,310355],[250773,394953],[251204,395014],[252804,326103],[254749,326662],[256000,336880],[265412,337311],[290296,362734],
     [17695,65056,217636,362921],[19649,41219,224846,304020],[25097,83363,251341,397678],[27160,54334,256618,337498],[27851,55025,259176,340056],[34642,102278,286409,429259],[34947,104947,286903,431678],[37084,70448,291396,372530],[37202,70566,291533,372667],[38379,71743,224773,303947],[46996,126693,322664,461658],[48379,83245,324503,397541],[49711,89702,327097,407021],[49927,89918,255859,336739],[50016,90007,327591,407515],[63557,104642,360247,431184],[63773,104858,288324,362162],[65253,112113,290965,372099],[65291,112151,363110,440418],[81824,129191,324072,397110],[81862,129229,395702,463337]
   ]
cell #903 :
  |C| = 413
  W-rep = phi[[3, 2, 2],[]]+phi[[3, 2, 1],[1]]+phi[[3, 1],[2, 1]]+phi[[3],[2, 2]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     140 tau_infinity subcells with 2 member(s)
     21 tau_infinity subcells with 4 member(s)
  subcells = [
     [74577],[94891],[94910],[115705],[116114],[116133],[118181],[125198],[132826],[135085],[135494],[135513],[141607],[142116],[147729],[152168],[152427],[160506],[163069],[163578],[170343],[175988],[176830],[177089],[178247],[178656],[178675],[182006],[182062],[190865],[193655],[199300],[205582],[207456],[208485],[208541],[210019],[210528],[223475],[229530],[232304],[239005],[239061],[240963],[243753],[266963],[273323],[275935],[302649],
     [16861,214236],[23353,242135],[24360,248358],[31913,273941],[32716,277214],[33851,283231],[34092,214255],[42907,308654],[43213,309147],[43511,309764],[44552,242154],[46036,247849],[49458,89449],[50849,86391],[53369,335610],[56527,342725],[57078,272860],[57414,345168],[57561,345294],[57820,273960],[60917,213827],[63043,102937],[63304,104389],[65185,112045],[65204,112064],[66404,108139],[66663,108398],[69144,369439],[69695,299574],[73228,377905],[73487,306679],[74065,237990],[74683,380895],[74739,309238],[75968,120749],[78488,389534],[80397,126228],[80565,126587],[81291,127379],[81347,127435],[81756,129123],[81775,129142],[83823,137561],[84739,131511],[85106,133069],[85162,133125],[88100,403905],[88359,333635],[88937,263990],[90840,140129],[92873,270958],[93116,412581],[93172,342199],[96110,147043],[96369,147302],[98850,421899],[99401,353994],[101370,357069],[101742,153649],[102516,154460],[102684,154819],[102703,154838],[103212,156692],[106455,159171],[106511,159227],[106920,160915],[106939,160934],[108825,169191],[110027,297672],[110270,437429],[110326,368913],[113264,168505],[113523,168764],[119097,174673],[119464,176231],[119520,176287],[122458,454003],[122717,387559],[123295,317914],[125749,320887],[126990,184595],[127181,184973],[131090,189142],[131258,189501],[131277,189520],[131786,191374],[133668,200142],[133927,200401],[138477,197985],[138844,199543],[138900,199599],[145359,206121],[145415,206177],[145824,207865],[145843,207884],[148931,352092],[149174,484379],[149230,421373],[153005,284764],[157608,220634],[158632,230430],[158782,221711],[158973,222089],[161535,233333],[161591,233389],[166821,230969],[166877,231025],[167286,232713],[167305,232732],[174252,239240],[174420,239599],[174439,239618],[174948,241472],[181763,249398],[186018,254389],[187836,254928],[187892,254984],[188907,265005],[188963,265061],[197564,265240],[197732,265599],[197751,265618],[198260,267472],[204682,281990],[205732,274171],[205923,274549],[218442,289889],[218498,289945],[220213,290124],[220381,290483],[220400,290502],[220863,300037],[230580,300885],[230771,301263],[251223,323140],[252118,325417],[254539,326265],[254730,326643],[286500,359253],[286835,359401],
     [13378,30029,192037,268135],[18810,40380,221481,300655],[19613,41183,224754,303928],[25756,49156,252736,326035],[26501,53675,255223,336103],[26799,53973,255840,336720],[27840,55014,192056,268154],[35482,64397,287688,361526],[35780,64695,288305,362143],[36667,70031,290748,371882],[36814,70178,290874,372008],[37073,70437,221500,300674],[47143,80818,322790,394862],[47962,82828,323855,396893],[48109,82975,323981,397019],[48368,83234,252755,326054],[49564,89555,326971,406895],[49620,89611,255314,336194],[62325,102131,359036,429133],[63410,104495,360121,431058],[63466,104551,287779,361617]
   ]
cell #904 :
  |C| = 553
  W-rep = phi[[3, 2, 1],[1]]+phi[[3, 1, 1],[2]]+phi[[3, 2],[1, 1]]+phi[[3, 1],[2, 1]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     91 tau_infinity subcells with 4 member(s)
  subcells = [
     [180977],[181919],[181987],[203896],[208398],[208466],[213064],[214144],[228744],[236025],[237227],[238918],[238986],[242043],[247079],[262025],[263227],[270815],[272090],[273304],[273403],[273849],[281204],[297529],[298804],[306122],[306568],[309087],[309219],[315949],[317151],[321650],[333078],[333524],[342180],[345234],[351949],[353224],[356637],[357839],[368894],[377845],[385257],[387002],[387448],[393416],[403845],[421354],[453943],
     [100920,426430],[121099,452405],[124976,458470],[125187,392141],[142370,202617],[147507,482530],[147718,419660],[152077,425984],[152101,488625],[161448,233246],[161516,233314],[163832,227465],[171113,235882],[173593,238540],[174090,508073],[176739,451959],[176763,510486],[188820,264918],[188888,264986],[191628,258866],[191945,268043],[194425,261882],[202287,270437],[202363,270704],[205046,273471],[205491,479813],[205515,533460],[205607,274039],[210782,279925],[218355,289802],[218423,289870],[220844,300018],[220943,300117],[221389,300563],[223043,294490],[224245,294347],[227135,297151],[227211,297418],[235580,306190],[238361,555692],[238491,309254],[241726,312790],[244523,315806],[252099,325398],[252198,325497],[252644,325943],[255163,336043],[255295,336175],[258612,330379],[261580,333146],[267726,339746],[270388,342215],[275503,348910],[276705,348767],[279595,351571],[279671,351838],[286481,359234],[287628,361466],[287760,361598],[290814,371948],[297102,368929],[302217,375624],[303419,375481],[312536,384303],[315504,387070],[322730,394802],[323921,396959],[331333,411257],[339492,410303],[351522,421389],
     [37850,67440,292836,366389],[47733,81514,323433,395386],[50627,86169,328448,401076],[50838,86380,257337,330490],[58597,97146,347256,418849],[62976,102870,359616,429587],[66028,106678,363879,433216],[66313,108048,292390,365943],[66337,108072,364367,434789],[71214,114300,373970,443697],[75746,120527,382372,451174],[75957,120738,311261,384414],[81017,126914,395092,461823],[81272,127360,323662,395421],[84077,130761,327888,399325],[84672,131444,399094,465167],[85019,132982,258536,330112],[85087,133050,330063,401111],[86741,140479,402307,475717],[90618,139907,408372,474486],[90829,140118,338217,410414],[95734,145582,416339,480166],[96019,146952,346810,418403],[96043,146976,416827,481739],[101857,153760,358940,428973],[102401,154349,359529,429404],[103466,155667,287200,359847],[105748,158398,292074,364157],[106181,158706,432922,494655],[106436,159152,364108,433251],[106828,160823,294045,366011],[108603,168969,435580,503992],[108814,169180,367200,444508],[112888,167044,441187,501628],[113173,168414,373524,443251],[113197,168438,441675,503201],[118435,173923,381812,449423],[119030,174606,449192,508329],[119377,176144,312460,384036],[119445,176212,383987,451209],[126304,183895,322643,394619],[126865,184463,254414,326133],[127951,185784,251882,323711],[129966,188059,464106,521114],[130431,188442,196905,264540],[130507,188709,328143,399393],[130928,197402,464911,527453],[130975,189031,399007,464984],[133577,200051,401861,475271],[133601,200075,467324,529866],[137815,197235,407812,472735],[138410,197918,472504,527709],[138757,199456,339416,410036],[138825,199524,409987,474521],[144652,205348,346494,416617],[145085,205656,479872,533559],[145340,206102,416568,480201],[145732,207773,348465,418471],[153711,216348,286710,359269],[155337,217977,219554,289424],[155413,218244,287455,359915],[155834,220051,492618,544902],[156946,219884,431975,494071],[157541,220567,493840,545158],[158096,221011,229894,300185],[158541,230339,432863,501275],[158565,230363,494556,550614],[158657,221579,230455,300753],[166114,230196,373208,441465],[166547,230504,501334,550713],[166802,230950,441416,501663],[167194,232621,375179,443319],[173669,238807,382067,449491],[174137,239129,449105,508146],[185482,252266,253853,325565],[185927,254298,462668,520761],[185951,254322,519817,565923],[187129,254155,398219,464384],[187562,254463,520820,566022],[187817,254909,464335,521149],[188263,264361,521334,570564],[188393,255330,264491,336210],[196981,264807,408067,472803],[197449,265129,472417,527526],[216782,286759,543647,583184],[217798,289245,543908,583712],[217928,287795,289375,361633],[219630,289691,432230,494139],[220098,290013,493753,544975],[250853,322961,564896,598363],[251108,323029,519255,564985]
   ]
cell #905 :
  |C| = 413
  W-rep = phi[[3, 2, 2],[]]+phi[[3, 2, 1],[1]]+phi[[3, 1],[2, 1]]+phi[[3],[2, 2]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     140 tau_infinity subcells with 2 member(s)
     21 tau_infinity subcells with 4 member(s)
  subcells = [
     [94923],[115713],[116146],[118065],[118192],[132888],[135093],[135526],[141620],[142127],[144425],[152435],[160514],[163082],[163589],[170354],[170886],[176050],[177097],[178255],[178688],[182070],[182374],[190878],[193666],[194198],[199362],[207464],[208549],[208853],[210032],[210539],[214309],[223486],[229592],[232312],[239069],[240976],[242208],[243764],[244296],[248353],[266976],[274014],[275946],[277209],[302660],[309759],[345226],
     [34100,214268],[34118,283774],[44560,242167],[44578,313079],[46044,247862],[46369,248369],[57086,272873],[57828,273973],[57846,345795],[59131,277225],[60979,213835],[61014,283242],[65217,112077],[66671,108406],[69703,299587],[73495,306692],[74127,237998],[74162,308665],[74650,380883],[74747,309331],[75051,309775],[81355,127443],[81788,129155],[83707,137445],[83834,137572],[85170,133133],[85474,133437],[88367,333648],[88999,263998],[89034,335621],[92935,270966],[93180,342292],[93484,342736],[94794,415471],[94964,345377],[96377,147310],[99409,354007],[102716,154851],[102757,154892],[103096,156576],[103223,156703],[105521,165887],[106519,159235],[106952,160947],[106993,160988],[110089,297680],[110334,369006],[110638,369450],[113531,168772],[116187,377988],[118176,380958],[119528,176295],[119832,176599],[122725,387572],[123357,317922],[123392,389545],[125757,320900],[126204,183803],[126379,184157],[127176,184968],[127192,184984],[127724,186902],[131290,189533],[131331,189574],[131781,191369],[131797,191385],[133935,200409],[135567,403988],[138908,199607],[139212,199911],[142111,412644],[145423,206185],[145856,207897],[145897,207938],[148993,352100],[149238,421466],[149542,421910],[153067,284772],[153102,357080],[153628,216292],[154436,217074],[154611,217428],[158968,222084],[158984,222100],[159516,224018],[161599,233397],[161903,233701],[163573,437492],[166885,231033],[167318,232745],[167359,232786],[174452,239631],[174493,239672],[174943,241467],[174959,241483],[178729,454086],[181825,249460],[184574,251392],[187900,254992],[188971,265069],[189118,256056],[189293,256410],[192110,268208],[197764,265631],[197805,265672],[198255,267467],[198271,267483],[204744,282052],[205918,274544],[205934,274560],[206466,276478],[210523,484442],[218506,289953],[220413,290515],[220454,290556],[221554,300728],[221690,291584],[224749,303923],[230766,301258],[230782,301274],[231314,303192],[239216,309980],[239391,310334],[252809,326108],[254725,326638],[254741,326654],[255835,336715],[265216,336936],[265391,337290],[274150,346004],[288300,362138],[290100,362359],[290275,362713],[290806,371940],[300864,372718],[323116,395009],[323913,396951],[326244,397729],[359094,429191],[359380,429310],
     [27848,55022,192069,268167],[27866,55040,259155,340035],[37081,70445,221513,300687],[37099,70463,291375,372509],[38384,71748,224765,303939],[48376,83242,252768,326067],[48394,83260,324482,397520],[49531,89522,326959,406883],[49628,89619,255407,336287],[49932,89923,255851,336731],[63377,104462,360109,431046],[63474,104559,287872,361710],[63778,104863,288316,362154],[65088,111948,363011,440319],[65258,112118,290957,372091],[80638,126660,394724,461646],[81659,129026,395603,463238],[81829,129196,324064,397102],[83818,137556,327034,406958],[101928,154022,429034,491731],[103207,156687,360184,431121]
   ]
cell #906 :
  |C| = 315
  W-rep = phi[[2, 1],[3, 1]]+phi[[2],[3, 2]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [92749],[93010],[107921],[109903],[110164],[114755],[114923],[115649],[132702],[132865],[134135],[134303],[135029],[140646],[141420],[141588],[146825],[148807],[149068],[154787],[155996],[156164],[160312],[160450],[162108],[162882],[163050],[168287],[170152],[175864],[176027],[177297],[177465],[178191],[184897],[186168],[189469],[190678],[190846],[193464],[196598],[199176],[199339],[201737],[202946],[203114],[207262],[207400],[209058],[209832],[210000],[217353],[222013],[223284],[223714],[226585],[227794],[227962],[229569],[232110],[232248],[234995],[236266],[239567],[240776],[240944],[243562],[256335],[257986],[260995],[262266],[263796],[265567],[266776],[266944],[269813],[274473],[275744],[276174],[279045],[280254],[280422],[290451],[293460],[296092],[296527],[301187],[302458],[302888],[310259],[311910],[314919],[316190],[325317],[326567],[329488],[335849],[337215],[338866],[347880],[350947],[362638],[374594],[383412],[409412],
     [24312,247830],[31553,272841],[33948,283040],[40020,299555],[42468,306660],[43004,308463],[46011,181639],[46150,247662],[46601,320868],[52930,333616],[53466,335419],[55623,341255],[56229,342108],[57053,204558],[57192,272673],[60767,353975],[60956,213771],[61663,356878],[68240,367969],[68846,368822],[69670,229406],[69809,299387],[72262,376714],[72425,305147],[73010,236116],[73081,377779],[74104,237934],[78049,387540],[78585,389343],[79028,391139],[79757,320700],[82757,396825],[87134,402714],[87297,332103],[87882,262116],[87953,403779],[88976,263934],[91893,340920],[92031,411496],[92912,270902],[94337,415098],[97946,420429],[98552,421282],[99376,281866],[99515,353807],[100047,355607],[104128,430613],[104291,361408],[109047,367634],[109185,436344],[110066,297616],[111491,439946],[115511,306042],[117115,446923],[117496,380491],[121492,452812],[121655,386027],[122240,316040],[122311,453877],[123334,317858],[123954,319491],[125724,249274],[128520,396490],[128658,462823],[134891,332998],[136495,470235],[136876,406491],[143032,477563],[143195,413868],[143440,344871],[147951,420094],[148089,483294],[148970,352036],[150395,486896],[151950,215237],[153044,284708],[164494,499025],[164657,438716],[164902,371585],[170582,379241],[171682,446588],[171820,505985],[173286,246696],[178053,386922],[179657,513397],[180038,456589],[181802,249437],[183227,459510],[193894,405241],[194994,469900],[195132,525365],[204721,282029],[211444,537929],[211607,485666],[211852,424045],[213633,284570],[215618,427054],[237796,317720],[243992,455339],[245092,513062],[245230,559723],[249682,392790],[269378,350512],[283470,357308],[308893,389773]
   ]
cell #907 :
  |C| = 70
  W-rep = phi[[2, 2],[3]]
  special rep = phi[[2, 2],[3]] , dim = 70
  orbit = [5, 5, 4]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     70 tau_infinity subcells with 1 member(s)
  subcells = [
     [42340],[52802],[56201],[67323],[68818],[72234],[73101],[77921],[86065],[87106],[87973],[92051],[97029],[98524],[104100],[105954],[108012],[109205],[114183],[120423],[121464],[122331],[128157],[128678],[130725],[139803],[143004],[144858],[146916],[148109],[155631],[158135],[164466],[166320],[168378],[171319],[171840],[173887],[185521],[187335],[194631],[195152],[197199],[202581],[205085],[211416],[219848],[224451],[227429],[229933],[235619],[244729],[245250],[253892],[258830],[261619],[276911],[279889],[287494],[294084],[303625],[312754],[315543],[328182],[339710],[348504],[375218],[382106],[408106],[432269]
   ]
cell #908 :
  |C| = 70
  W-rep = phi[[2, 2],[3]]
  special rep = phi[[2, 2],[3]] , dim = 70
  orbit = [5, 5, 4]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     70 tau_infinity subcells with 1 member(s)
  subcells = [
     [93414],[110568],[116070],[133367],[135450],[140885],[142026],[149472],[160871],[162347],[163488],[169567],[176529],[178612],[186407],[188757],[191284],[192879],[199841],[207821],[209297],[210438],[218292],[218854],[221299],[232669],[236505],[238855],[241382],[242977],[252554],[255380],[262505],[264855],[267382],[270752],[271314],[273759],[287845],[289739],[297466],[298028],[300473],[306478],[309304],[316429],[325853],[330427],[333434],[336260],[342265],[351886],[352448],[361683],[366299],[368979],[384351],[387358],[395471],[401161],[410351],[418759],[421439],[433301],[443607],[451259],[474571],[480251],[501713],[521199]
   ]
cell #909 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[3]]+phi[[2, 1],[3, 1]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [46051],[57093],[61001],[69710],[73502],[74149],[78768],[78945],[88374],[89021],[93471],[94077],[94254],[99416],[99766],[110625],[111231],[111408],[115150],[116082],[116518],[117215],[122732],[123379],[125764],[134530],[135462],[135898],[136595],[140897],[141064],[142069],[149529],[150135],[150312],[152442],[153089],[156391],[162359],[162526],[163531],[169610],[170795],[177104],[177692],[178624],[179060],[179757],[182361],[182967],[183144],[186419],[186586],[192922],[194107],[200770],[203341],[208840],[209309],[209476],[210481],[213272],[214204],[215337],[218897],[225618],[228189],[236517],[236684],[237435],[242103],[243020],[244205],[247139],[247306],[253137],[262517],[262684],[263435],[271357],[272150],[272317],[273909],[278078],[280649],[298071],[298864],[299031],[306628],[307061],[316441],[316608],[317359],[333584],[334017],[352491],[353284],[353451],[358047],[387508],[387941],[393476],[393643],[426490],[452465],
     [31003,93339],[39470,110493],[42342,116300],[51415,133292],[52804,135680],[56203,142040],[56380,142295],[60217,149397],[66678,108413],[67325,161101],[68820,163502],[68997,163757],[72236,169581],[73110,170811],[76534,176454],[77923,178842],[85461,133424],[86067,191298],[86244,191553],[87108,192893],[87982,194123],[91406,199766],[92060,200786],[93037,202047],[96384,147317],[97031,208051],[98526,210452],[98703,210707],[104102,218868],[105956,221313],[106888,160883],[108021,223943],[109214,225634],[110191,226895],[113538,168779],[114185,232899],[114950,234055],[119819,176586],[120425,241396],[120602,241651],[121466,242991],[122340,244221],[128159,252568],[128687,253153],[130567,188769],[130734,255649],[133942,200416],[134330,260055],[139199,199898],[139805,267396],[139982,267651],[143006,271328],[144860,273773],[145792,207833],[146925,276403],[148118,278094],[149095,279355],[155473,218304],[155640,288114],[156191,288675],[161890,233688],[164468,298042],[166322,300487],[167254,232681],[168387,303117],[171321,306492],[171849,307077],[173729,238867],[173896,309573],[177492,313979],[187337,325867],[192005,268103],[194633,333448],[195161,334033],[197041,264867],[197208,336529],[202423,270764],[202590,342534],[203141,343095],[211418,352462],[219690,289751],[219857,361952],[221449,300623],[224453,366313],[227271,297478],[227438,369248],[227989,369809],[244731,387372],[245259,387957],[252704,326003],[258672,330439],[258839,401430],[276913,418773],[279731,351898],[279898,421708],[280449,422269],[292896,366449],[303627,443621],[312596,384363],[312763,451528],[339552,410363],[339719,474840],[347316,418909],[374030,443757],[402367,475777]
   ]
cell #910 :
  |C| = 315
  W-rep = phi[[2, 1],[3, 1]]+phi[[2],[3, 2]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [141661],[142000],[160719],[163123],[163462],[169366],[169541],[170338],[190919],[191124],[192678],[192853],[193650],[200578],[201386],[201561],[207669],[210073],[210412],[217392],[218653],[218828],[223323],[223470],[225426],[226234],[226409],[232517],[234672],[241017],[241222],[242776],[242951],[243748],[251667],[252945],[256374],[257635],[257810],[260672],[264203],[267017],[267222],[269852],[271113],[271288],[275783],[275930],[277886],[278694],[278869],[287247],[291859],[293137],[293575],[296566],[297827],[298002],[299833],[302497],[302644],[305591],[306869],[310298],[311559],[311734],[314596],[327935],[329527],[332547],[333825],[335458],[337254],[338515],[338690],[341667],[346279],[347557],[347995],[350986],[352247],[352422],[362677],[365412],[368008],[368381],[372993],[374271],[374709],[381859],[383451],[386471],[387749],[396864],[398004],[400563],[406606],[407859],[409451],[417872],[420841],[432022],[442720],[450661],[473973],
     [46272,319315],[57314,344695],[61180,355284],[69931,371409],[73513,378406],[74328,380168],[78916,247903],[79144,319140],[79879,392614],[88385,404406],[89200,406168],[92300,411840],[93083,412569],[94225,272914],[94453,344520],[99637,423869],[99909,283226],[100984,426731],[109454,436688],[110237,437417],[111379,299628],[111607,371234],[114996,444822],[115201,377040],[115918,306733],[116017,445701],[117358,308649],[122743,454504],[123558,456266],[124182,457957],[125250,392439],[128927,463167],[134376,468134],[134581,403040],[135298,333689],[135397,469013],[136738,335605],[140685,411554],[140832,475984],[141866,342720],[143668,478972],[148358,483638],[149141,484367],[150283,354048],[150511,423694],[151227,425453],[156237,492796],[156442,430939],[162147,436402],[162294,497446],[163328,369434],[165130,500434],[170191,377837],[172089,506329],[172563,448102],[177538,511296],[177743,453138],[178460,387613],[178559,512175],[179900,389529],[180762,391178],[183115,320941],[186207,462881],[186354,519977],[193503,403837],[195401,525709],[195875,471414],[203187,531700],[203392,477889],[203681,415137],[209097,483352],[209244,536350],[210278,421894],[212080,539338],[214040,284977],[215480,357064],[228035,548854],[228240,499351],[228529,439985],[235110,446962],[236305,506043],[236452,554335],[238203,318127],[243601,453935],[245499,560067],[245973,514576],[248108,321146],[249910,517135],[261110,470274],[262305,525423],[262452,569207],[273119,354253],[280495,578560],[280700,538255],[280989,486935],[283079,356917],[285451,489670],[308502,389382],[315034,513436],[316229,559781],[316376,594326],[321435,459549],[341294,420468],[355722,427169],[380606,456704]
   ]
cell #911 :
  |C| = 315
  W-rep = phi[[2, 1],[3, 1]]+phi[[2],[3, 2]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [201742],[202801],[223799],[226590],[227649],[233890],[234150],[234960],[257991],[258121],[259890],[260150],[260960],[268743],[269523],[269783],[276259],[279050],[280109],[287284],[288510],[288770],[293174],[293425],[295457],[296237],[296497],[302973],[305307],[311915],[312045],[313814],[314074],[314884],[323497],[324682],[327972],[329198],[329458],[332263],[335934],[338871],[339001],[341704],[342930],[343190],[347594],[347845],[349877],[350657],[350917],[359718],[363943],[365128],[365528],[368418],[369644],[369904],[371720],[374308],[374559],[377421],[378606],[381896],[383122],[383382],[386187],[399196],[400600],[403421],[404606],[406205],[407896],[409122],[409382],[412178],[416403],[417588],[417988],[420878],[422104],[422364],[432059],[434365],[436725],[437026],[441251],[442436],[442836],[449294],[450698],[453519],[454704],[463204],[464170],[466235],[471530],[472606],[474010],[481315],[483976],[493942],[502777],[509397],[528777],
     [79368,391109],[94677,415068],[100251,425169],[111831,439916],[117130,446893],[117700,447818],[124039,319496],[124362,390849],[125474,459480],[136510,470205],[137080,471130],[141161,476251],[142752,477371],[143525,344876],[143848,414808],[150735,486866],[151052,355572],[152535,489386],[162623,497713],[164214,498833],[164987,371590],[165310,439656],[169722,504754],[169852,445096],[170667,379246],[171511,505850],[172388,380456],[179672,513367],[180242,514292],[181047,515768],[182455,459220],[186683,520244],[193034,524134],[193164,468408],[193979,405246],[194823,525230],[195700,406456],[200615,476076],[200866,530599],[201872,413833],[203966,532846],[209573,536617],[211164,537737],[211937,424050],[212260,486606],[213148,488201],[219009,544313],[219139,493070],[225463,497538],[225714,547753],[226720,438681],[228814,550000],[234709,446364],[236781,554602],[237311,507332],[243132,558492],[243262,511570],[244077,455344],[244921,559588],[245798,456554],[246904,457994],[249767,392795],[252982,520069],[253233,565457],[260709,469676],[262781,569474],[263311,526712],[271469,574019],[271599,531974],[271915,479009],[277923,536442],[278174,577459],[279180,485631],[281274,579706],[283555,357393],[285276,427019],[298183,586636],[298313,549128],[298629,500471],[305707,506366],[306906,554427],[307157,590576],[308978,389858],[314633,512838],[316705,594593],[317235,561070],[319626,392925],[321720,563135],[332663,525746],[333862,569299],[334113,601038],[345006,424180],[352603,607383],[352733,578834],[353049,539375],[355321,426768],[357923,541681],[380205,456303],[386587,560104],[387786,594418],[388037,617750],[393241,517172],[411877,483675],[425569,489786],[448218,514692]
   ]
cell #912 :
  |C| = 245
  W-rep = phi[[2, 2, 1],[2]]+phi[[2, 2],[2, 1]]
  special rep = phi[[2, 2],[2, 1]] , dim = 140
  orbit = [4, 4, 4, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [34167],[44627],[46382],[59144],[61027],[61431],[74175],[75064],[76633],[78957],[89047],[93497],[94266],[95307],[110651],[111420],[116530],[118241],[123405],[135910],[142176],[149555],[150324],[153115],[163638],[179072],[182387],[183156],[208866],[210588],[214652],[242551],[248418],[277274],[309824],
     [8597,37861],[13019,50551],[15947,58608],[18710,65438],[19114,66257],[21064,71225],[22994,75670],[25656,82009],[26664,84021],[27188,85000],[27915,55089],[29670,90542],[31813,95144],[32217,95963],[35645,103410],[36788,105561],[36911,105729],[38397,71761],[40280,112298],[40684,113117],[42368,116367],[43376,118379],[43900,119358],[48083,127764],[48206,127932],[49056,129376],[49593,130316],[49945,89936],[51514,91505],[52830,135747],[53838,137759],[54362,138738],[56392,142314],[57535,144465],[57658,144633],[63439,155222],[63791,104876],[64560,156890],[65601,112461],[67351,161168],[69009,163776],[70152,165927],[70275,166095],[73202,170926],[73325,171094],[74712,173478],[77949,178909],[82172,129539],[82949,186942],[83072,187110],[83883,137621],[85487,133450],[86256,191572],[88074,194238],[88197,194406],[89584,196790],[93145,202172],[97057,208118],[98715,210726],[102911,217468],[103272,156752],[104524,219439],[107336,161331],[108113,224058],[108236,224226],[110299,227020],[114211,232966],[119845,176612],[120614,241670],[122432,244336],[122555,244504],[127241,185033],[127408,251767],[131485,256450],[131846,191434],[133098,258421],[139225,199924],[139994,267670],[146240,208281],[147017,276518],[147140,276686],[149203,279480],[159033,222149],[159200,291959],[161916,233714],[167702,233129],[168479,303232],[168602,303400],[174647,310374],[175008,241532],[176260,312345],[192453,268551],[197959,337330],[198320,267532],[199572,339301],[205983,274609],[206150,346379],[220608,362753],[224814,303988],[230831,301323],[230998,373093],[254790,326703],[254957,398104],[255900,336780],[288365,362203]
   ]
cell #913 :
  |C| = 455
  W-rep = phi[[3, 1, 1],[2]]+phi[[3, 1],[2, 1]]+phi[[1, 1, 1],[4]]+phi[[1, 1],[4, 1]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     35 tau_infinity subcells with 1 member(s)
     140 tau_infinity subcells with 2 member(s)
     35 tau_infinity subcells with 4 member(s)
  subcells = [
     [53258],[68193],[69557],[82710],[87132],[87255],[88826],[100914],[104126],[104249],[109238],[109345],[121093],[124898],[125184],[128711],[128818],[134047],[134297],[147429],[147715],[152074],[155908],[156158],[162007],[174012],[176736],[181894],[184109],[186067],[205488],[208373],[216566],[238893],[273298],
     [16734,151200],[22367,172536],[24176,124247],[29043,195848],[31076,202706],[31417,143733],[33740,101259],[33837,151323],[37844,67434],[38189,108027],[38793,109220],[39543,227554],[39884,165195],[42451,117068],[42796,78377],[42893,172659],[45755,245946],[45898,125611],[48684,128693],[49898,130740],[50549,86091],[50835,86377],[51262,132997],[52004,134337],[52913,136448],[53355,195971],[55576,97899],[56227,143030],[56513,143153],[56940,99263],[58591,97140],[58936,146931],[60290,280014],[60631,212145],[60806,152894],[61895,285424],[63744,155646],[64130,156198],[65436,105980],[65559,158413],[66310,108045],[67130,160803],[68019,162279],[68844,164492],[69130,164615],[71208,114294],[71553,168393],[72260,121490],[72383,121613],[73134,171873],[73954,123184],[75017,173902],[75668,120449],[75954,120735],[76381,176159],[78032,179610],[78474,246069],[79731,320460],[80072,249975],[82007,128183],[82130,185799],[82536,186339],[84074,130758],[84181,188689],[84994,132957],[86735,140473],[86816,192571],[88006,195185],[89889,197214],[90540,139829],[90826,140115],[91253,199471],[92084,148142],[92191,148249],[93004,203108],[95142,144884],[95265,205363],[96016,146949],[96836,207753],[97435,349685],[98550,211442],[98836,211565],[101356,285547],[103463,155664],[103570,218224],[103810,218546],[104829,219863],[105473,220824],[105723,158373],[108525,168891],[108811,169177],[110158,227956],[112296,166346],[112419,230211],[113170,168411],[113990,232601],[114667,177209],[114917,177459],[118432,173920],[118539,238787],[119352,176119],[122364,245283],[126522,250901],[127676,252079],[127926,185759],[129374,187361],[129497,254170],[130215,188238],[130850,197324],[133574,200048],[137812,197232],[137919,264787],[138732,199431],[140545,208957],[144377,273284],[144627,205323],[149062,280416],[153863,286461],[155121,217773],[155756,219973],[156943,219881],[157050,289671],[158538,230336],[161423,233221],[165839,299998],[166089,230171],[173377,238336],[183981,250828],[185924,254295],[186854,325378],[187104,254130],[188795,264893],[196689,264336],[216694,359214],[218330,289777],[219338,289220],[220838,300012],[251007,322936],[252093,325392],[286475,359228],
     [10089,42381,116365,171345],[13891,52843,135745,194657],[15171,56386,93450,202596],[19578,67364,161166,224477],[20288,69003,110604,227444],[21927,73116,73803,171855],[22024,73311,116488,235897],[23866,77962,178907,244755],[27438,51488,190438,258955],[27779,86250,133403,258845],[28603,87988,88675,195167],[28700,88183,135868,261897],[30326,59540,92066,148124],[30850,93044,93836,203148],[32681,97070,208116,276937],[33391,98709,149508,279904],[38286,108222,161289,294362],[39317,110198,110990,227996],[41148,114224,232964,303651],[41542,77123,114957,177499],[42147,116002,116894,236437],[44150,76607,240536,312879],[44491,120608,176565,312769],[45315,122346,123033,245265],[45412,122541,179030,315821],[52609,135382,136274,262437],[54612,91479,266536,339835],[54953,139988,199877,339725],[55402,97725,140817,209229],[59033,147126,208239,348782],[60064,149102,149894,280456],[67729,114589,295265,376399],[71650,168588,233087,375496],[71944,121174,169259,242669],[77728,178544,179436,316361]
   ]
cell #914 :
  |C| = 189
  W-rep = phi[[3],[3, 1]]+phi[[2],[4, 1]]
  special rep = phi[[3],[3, 1]] , dim = 105
  orbit = [6, 6, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     21 tau_infinity subcells with 1 member(s)
     84 tau_infinity subcells with 2 member(s)
  subcells = [
     [39800],[52116],[53224],[64242],[68077],[68159],[82594],[82676],[86839],[87066],[103833],[104060],[108910],[109167],[126545],[128383],[128640],[134021],[153950],[155882],[184083],
     [11156,124213],[15408,143699],[16664,150907],[16720,100117],[20525,165161],[22091,117034],[22297,172243],[22353,117566],[24092,79988],[28767,136414],[28973,195555],[29029,136946],[30416,201027],[30871,142737],[31062,93948],[31333,60547],[33628,212111],[33706,101225],[38883,225875],[39338,164199],[39529,111102],[41563,169707],[41654,77235],[42174,171545],[42205,116952],[42762,78343],[45479,179576],[45685,245653],[45741,180108],[46702,249941],[48774,253394],[52025,193019],[52636,194857],[52667,136332],[55429,200900],[55460,97783],[55542,97865],[56161,142964],[56177,202832],[59630,278335],[60085,211149],[60276,150006],[61825,285131],[61881,215688],[64151,218994],[68046,225748],[68778,164426],[68794,227680],[71967,121197],[72194,121424],[72210,234181],[73063,171802],[73893,307318],[77144,243117],[77755,244955],[77786,179494],[79071,318781],[82563,253267],[87082,260181],[87935,195114],[88765,334274],[91756,147814],[92013,148071],[93857,271454],[94380,344161],[97752,278208],[98484,211376],[98500,280140],[104076,288801],[111011,298168],[111534,370875],[114641,177183],[116921,307191],[121440,314105],[122293,245212],[123123,388198],[136301,334147],[142980,343221],[149915,352588],[150438,423335],[164442,369935],[179463,388071],[183270,460451],[211392,422395]
   ]
cell #915 :
  |C| = 154
  W-rep = phi[[4, 1, 1],[1]]+phi[[4, 1],[1, 1]]
  special rep = phi[[4, 1],[1, 1]] , dim = 84
  orbit = [8, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     14 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [46511],[59273],[61515],[76717],[79541],[95391],[97245],[100680],[118683],[120859],[144404],[144969],[173417],[204809],
     [13148,27825],[17608,35341],[19198,38249],[23123,44537],[25254,47814],[27073,50410],[27248,51298],[29799,54999],[32301,58996],[34982,62752],[35177,63126],[37359,66109],[37610,67200],[38526,71890],[40768,71613],[43785,75529],[43960,76417],[47031,80527],[47438,81032],[50051,84448],[50246,84822],[51598,91589],[54247,90401],[54422,91289],[58106,95815],[58357,96906],[62253,101872],[62678,102364],[64969,105341],[65685,112545],[65733,106196],[67539,114399],[70723,112969],[70974,114060],[75170,118806],[75365,119180],[80453,126267],[82256,129623],[83520,130047],[84325,138063],[84374,130938],[86501,140239],[90042,138186],[90237,138560],[95439,145100],[101627,153525],[103714,157194],[104982,157317],[105177,157691],[105500,165866],[106065,166431],[112593,166562],[118732,174100],[126728,184327],[127703,186881],[128268,187446],[129671,187577],[130255,196729],[138112,197412],[153890,216721],[154153,216797],[155161,219378],[157243,220061],[157859,229657],[184021,251047],[184253,251071],[185245,253616],[216221,286255],[216430,286598],[250569,322578]
   ]
cell #916 :
  |C| = 427
  W-rep = phi[[3, 1],[2, 1]]+phi[[3],[2, 2]]+phi[[1, 1],[4, 1]]+phi[[1],[4, 2]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     91 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     49 tau_infinity subcells with 4 member(s)
  subcells = [
     [51193],[66790],[67076],[76312],[84166],[85593],[85611],[87022],[91184],[96496],[96782],[103555],[104016],[105870],[105888],[107428],[107468],[109113],[111899],[113650],[113936],[118524],[119951],[119969],[128073],[128091],[128586],[130593],[130633],[132337],[134191],[137099],[137385],[137904],[139331],[139349],[144774],[144792],[146332],[146372],[155499],[155539],[156052],[157035],[157903],[158267],[161993],[162642],[165366],[166236],[166254],[167794],[167834],[173755],[173795],[175499],[185289],[185653],[186053],[186702],[187251],[187269],[188224],[193220],[196105],[197067],[197107],[198811],[204853],[205217],[216474],[216552],[217759],[219195],[219716],[219756],[225911],[229701],[230065],[238322],[250814],[253430],[253660],[254024],[259820],[264322],[286642],[288440],[289206],[322856],[322922],
     [30711,142459],[38139,223818],[39178,163921],[39799,165348],[41966,171235],[51123,191717],[52115,193202],[52428,194547],[53246,196145],[55729,142920],[55924,202489],[58886,276278],[59925,210871],[64241,219177],[66949,224367],[68004,225688],[68181,225951],[68346,164382],[68541,227337],[69523,229041],[71503,302992],[72150,121380],[72557,171748],[76242,241815],[77547,244645],[79436,125542],[82521,253207],[82698,253470],[85788,258738],[87040,260119],[87221,260351],[87429,195060],[89425,335953],[91114,267815],[91959,148017],[92384,203002],[94745,150803],[96655,276827],[98052,211332],[98247,279797],[100270,152554],[100556,152840],[104034,288739],[104215,288971],[108930,295395],[109073,295604],[109538,227850],[113809,303541],[114811,177353],[117719,180261],[118005,180547],[120146,312662],[121787,245158],[124418,182511],[128403,324620],[128546,324829],[134014,331449],[139526,339618],[140531,208943],[141180,209592],[143904,212316],[148442,280310],[151457,214744],[153970,359142],[155875,360754],[169908,243318],[172793,246203],[184076,394749],[201063,278371],[233820,313744],
     [11152,79366,124058,181066],[15404,94675,143544,203985],[16704,100116,100429,213186],[20521,111829,165006,228833],[21877,116614,170686,236800],[22337,117565,117878,237349],[24091,79987,124400,182493],[24143,124235,124595,247205],[28553,135994,193998,262800],[29013,136945,137258,263349],[30781,93947,142618,271637],[31332,60546,143886,212298],[31384,143721,144081,272216],[33624,150733,211956,281293],[33728,101247,151497,214784],[39248,111101,164080,298351],[39851,165183,165543,298930],[41653,77234,169890,243300],[41807,116879,170865,307131],[42093,117056,171430,307394],[42784,78365,172833,246243],[45265,179156,244096,316724],[45725,180107,180420,317273],[45864,125577,181274,248909],[46698,125472,249786,321739],[52269,136259,194177,334087],[52555,136436,194742,334350],[55387,97710,200840,278148],[55564,97887,201103,278411],[55747,142938,202111,343159],[56906,99229,204193,281501],[59995,150005,211030,352771],[60598,212133,212493,353350],[61405,101209,283574,357412],[61865,152713,215687,357961],[68364,164400,226959,369873],[72168,121398,234119,314043],[72349,121579,234351,314275],[72517,171708,235343,378753],[74553,123783,308997,389877],[77388,179421,244275,388011],[77674,179598,244840,388274],[80039,182688,249963,393542],[87389,195020,261343,404753],[91776,147834,268681,349815],[91919,147977,268890,350024],[98070,211350,279419,422333],[114634,177176,304493,385373],[121747,245118,315267,454851]
   ]
cell #917 :
  |C| = 427
  W-rep = phi[[3, 1],[2, 1]]+phi[[3],[2, 2]]+phi[[1, 1],[4, 1]]+phi[[1],[4, 2]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     91 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     49 tau_infinity subcells with 4 member(s)
  subcells = [
     [85973],[86925],[102855],[103919],[107605],[107907],[109009],[120331],[127317],[127345],[128482],[131429],[132493],[132521],[134086],[139711],[146509],[146811],[154711],[154749],[155947],[159109],[159137],[160236],[160274],[161983],[165728],[167971],[168273],[174591],[175655],[175683],[184492],[184848],[186043],[189393],[189431],[190629],[196282],[196584],[197903],[198967],[198995],[206059],[206087],[207186],[207224],[216377],[216542],[216969],[220552],[221608],[221964],[226088],[229225],[230907],[230935],[232034],[232072],[239491],[239529],[240727],[250724],[253607],[254866],[254894],[255951],[260535],[263720],[265491],[265529],[266727],[274068],[274424],[289155],[290375],[290413],[296016],[300782],[301138],[309875],[325241],[326162],[326518],[331483],[336831],[359298],[360788],[362254],[394783],[394904],
     [39954,229197],[52151,260507],[53452,263758],[55986,141759],[64277,289127],[67100,160730],[67924,295698],[68226,296054],[68603,163221],[69797,299338],[72053,121283],[72806,170479],[82441,324923],[82743,325279],[85850,191017],[86953,331736],[87285,332054],[87678,193791],[91855,147913],[92540,142823],[92685,201699],[96806,207680],[98309,210171],[103947,361041],[104279,361359],[107717,223611],[108940,367396],[108971,367555],[109694,164285],[109839,226547],[113960,232528],[114706,177248],[115473,171644],[120208,241115],[122036,243889],[124780,182873],[128413,396252],[128444,396411],[132638,257948],[134004,402492],[134853,194956],[137409,264214],[139588,267115],[140521,208933],[141371,202897],[144266,212678],[146621,276071],[148598,211235],[148743,279007],[151634,214921],[151936,215223],[153980,429112],[155865,430391],[162833,227745],[168083,302785],[172970,246380],[173272,246682],[175800,311872],[178015,245054],[181458,249093],[184066,461562],[199112,338828],[201240,278548],[204377,281685],[209783,280205],[213557,284494],[234535,314459],[237720,317644],[269302,350436],[304527,385407],
     [24167,78927,124657,248001],[24246,46535,181430,249065],[31408,94236,144143,273012],[31487,60701,204349,281657],[33821,61061,151746,283367],[33934,61649,213595,284532],[39875,111390,165605,299726],[41689,77270,234507,314431],[42117,115929,171492,307531],[42877,74209,173082,308790],[42990,78571,237758,317682],[45997,79014,181575,319453],[46138,79745,247613,320651],[52579,135309,194804,334487],[53339,89081,196394,335746],[55307,97630,268984,350118],[55609,97932,269340,350474],[56109,93983,202738,343547],[57039,94323,204494,344833],[57180,99503,272624,353758],[60622,150294,212555,354146],[68726,111137,227586,370261],[69656,111477,229342,371547],[72081,121311,304780,385660],[72413,121643,305098,385978],[72694,116799,235437,378847],[72996,117101,236052,379203],[77698,178471,244902,388411],[78458,123439,246492,389670],[80063,182750,183126,321039],[87566,136179,261437,404847],[87868,136481,262052,405203],[91786,147844,340682,419856],[91817,147875,340841,420015],[92568,142851,270261,413501],[98432,150041,280046,422721],[99362,150381,281802,424007],[100580,152864,214051,284988],[101340,153149,215033,357205],[109722,164313,296975,438349],[114624,177166,376492,452590],[115435,171606,305963,446509],[118029,180571,238214,318138],[121924,179341,315361,454945],[122226,179643,315976,455301],[125710,183213,249210,392752],[134815,194918,332919,469821],[148626,211263,351395,485299],[177977,245016,386843,512983]
   ]
cell #918 :
  |C| = 553
  W-rep = phi[[3, 2, 1],[1]]+phi[[3, 1, 1],[2]]+phi[[3, 2],[1, 1]]+phi[[3, 1],[2, 1]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     91 tau_infinity subcells with 4 member(s)
  subcells = [
     [124135],[124868],[143621],[147399],[151170],[152036],[165083],[171422],[172506],[173982],[176698],[180936],[181890],[194734],[195818],[202676],[203855],[205100],[205450],[208369],[212033],[227524],[228703],[235634],[235984],[238555],[238889],[244832],[245916],[249863],[261634],[261984],[270452],[273294],[273421],[279984],[281163],[284310],[285394],[297166],[306140],[309097],[313615],[315558],[315908],[321609],[333096],[351586],[387020],
     [74798,173628],[79721,320430],[93231,202322],[93338,142536],[95012,205080],[97425,349655],[100672,356246],[100909,356596],[108495,168861],[110385,227170],[110492,163998],[116235,235614],[116335,171315],[118263,238477],[120851,384866],[121088,385216],[124893,391778],[130820,197294],[133291,191794],[133536,200010],[135615,261614],[135715,194627],[142198,270374],[142329,202576],[144340,273260],[144961,416747],[147424,419297],[149289,279630],[149396,210948],[152008,426002],[155726,219943],[158150,229948],[158500,230298],[160052,224554],[161136,224447],[161419,233217],[163660,297088],[163791,227424],[174007,449617],[176453,241892],[176670,451977],[178777,315538],[178877,244725],[185536,253907],[185886,254257],[188457,264555],[188791,264889],[191587,258825],[199765,267892],[205422,480283],[207002,277014],[208086,276907],[210610,351508],[210741,279884],[217992,289439],[218326,289773],[220834,300008],[220961,300135],[231850,303728],[232934,303621],[238348,508113],[241685,312749],[252089,325388],[252216,325515],[255173,336053],[259691,340571],[267685,339705],[286471,359224],[287638,361476],[322740,394812],
     [27428,51478,190408,258925],[37602,67192,222652,294099],[37839,67429,223002,294449],[44140,76597,240506,312849],[49679,89670,130466,196940],[49786,84243,189272,328197],[50519,86061,133184,258571],[50544,86086,256974,330127],[54602,91469,266506,339805],[58349,96898,275112,348519],[58586,97135,275462,348869],[63525,104610,155372,219589],[63632,103632,154590,287509],[65306,112166,158130,229928],[65406,105950,159286,292109],[65431,105975,221837,364172],[66244,107979,292408,365961],[66272,108007,161036,294079],[67719,114579,295235,376369],[70966,114052,301826,375233],[71203,114289,302176,375583],[74905,118601,239370,382121],[75638,120419,176346,312495],[75663,120444,310898,384051],[81877,129244,185516,253887],[81977,127494,128153,251917],[82002,128178,184721,323726],[83905,137643,188379,264477],[84008,130692,256098,399343],[84036,130720,189622,328177],[84990,132953,191456,330049],[86493,140231,330942,410866],[86730,140468,331292,411216],[89777,137981,265370,408121],[90510,139799,199658,339451],[90535,139824,337854,410051],[95112,144854,206236,346529],[95137,144879,274297,416632],[95950,146883,346828,418421],[95978,146911,207986,348499],[103294,156774,217914,289361],[103397,155598,217116,359865],[103425,154940,155626,287489],[104717,157112,290254,432284],[105436,165802,220800,299974],[105452,157915,291483,432896],[105719,158369,222171,364094],[106057,166423,364287,441595],[108520,168886,366837,444145],[112266,166316,231084,373243],[112291,166341,301011,441480],[113104,168345,373542,443269],[113132,168373,232834,375213],[118366,173854,310022,449441],[118394,173882,239720,382101],[119348,176115,241554,383973],[127639,186817,252055,325354],[127655,185301,251291,395066],[127922,185055,185755,323648],[128260,187438,323841,464514],[129344,187331,255043,398254],[129369,187356,326391,464399],[130211,188234,255971,398948],[130845,197319,399519,472929],[133508,199982,401879,475289],[137746,197166,336978,472753],[137774,197194,265720,408101],[138728,199427,267554,409973],[144356,204865,345903,479846],[144623,205319,274631,416554],[153826,216657,286437,359190],[153842,216486,286359,429011],[155117,216989,217769,359470],[155751,219968,360041,494265],[156877,219815,362401,494089],[156905,219843,290604,432264],[158472,230270,433333,501745],[165818,229713,372617,501308],[166085,230167,301345,441402],[173373,238332,309895,449046],[183977,250744,250824,394656],[185858,254229,395503,521231],[186833,253672,397628,520794],[187100,254126,326725,464321],[188250,264348,464951,527493],[196685,264332,336851,472358],[216673,286654,429209,543621],[217785,289232,429371,544942],[219334,289216,362274,493694],[250840,322948,461508,564952],[251003,322932,394924,519196]
   ]
cell #919 :
  |C| = 553
  W-rep = phi[[3, 2, 1],[1]]+phi[[3, 1, 1],[2]]+phi[[3, 2],[1, 1]]+phi[[3, 1],[2, 1]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     91 tau_infinity subcells with 4 member(s)
  subcells = [
     [100026],[100637],[117475],[120816],[124100],[124848],[136855],[142603],[143586],[144926],[147379],[151150],[152003],[164065],[165048],[171387],[172486],[173532],[173962],[176665],[180017],[194699],[195798],[202226],[202656],[204985],[205417],[211015],[211998],[215597],[227074],[227504],[235519],[238343],[238379],[244797],[245896],[248845],[249828],[261519],[270276],[273254],[277701],[279534],[279964],[285374],[296990],[315443],[351410],
     [61619,284275],[73370,116509],[76821,313580],[79526,319980],[79717,320410],[86458,140196],[88242,135889],[93303,142501],[95032,144595],[97230,349205],[97421,349635],[100668,356131],[106022,166388],[108281,161310],[108475,168841],[110457,163963],[116255,171056],[116315,171295],[118307,173608],[118668,381501],[120847,384751],[122600,179051],[124832,391602],[128225,187403],[130370,196844],[130800,197274],[132273,191861],[133256,191759],[133503,199977],[135635,194368],[135695,194607],[142242,202302],[144521,205009],[144957,416061],[147185,208260],[147363,419121],[149361,210913],[155276,219493],[155706,219923],[158035,229833],[158467,230265],[161116,224427],[163704,227150],[168647,233108],[170982,235543],[173363,238305],[173946,448927],[175435,241959],[176418,241857],[178797,244466],[178857,244705],[185421,253792],[185853,254224],[188245,264343],[188281,264379],[194294,261543],[198747,267959],[199730,267857],[204877,479366],[208066,276887],[210654,279610],[217780,289227],[217816,289263],[220794,299968],[225241,304415],[232914,303601],[244392,315467],[250835,322943],[252049,325348],[286431,359184],
     [19302,38353,160017,224519],[27233,51283,189958,258475],[27424,51474,190388,258905],[32405,59100,206967,276979],[36956,65580,221952,292013],[37567,67157,161056,224188],[37598,67188,222537,293984],[40872,71717,231815,303693],[43945,76402,240056,312399],[44136,76593,240486,312829],[48251,82151,184836,251821],[49751,84208,189642,256580],[49782,84239,256274,328082],[50483,86025,256798,329951],[50499,86041,191500,258551],[51702,91693,259656,340536],[54407,91274,266056,339355],[54598,91465,266486,339785],[57703,95286,274412,346433],[58314,96863,208006,276648],[58345,96894,274997,348404],[63597,103597,154960,217598],[63628,103628,217292,287394],[65326,105691,112186,166057],[65370,105914,291722,363996],[65386,105930,222215,292089],[66239,107974,224114,294008],[67524,114384,294785,375919],[67715,114575,295215,376349],[70320,112440,301126,373147],[70931,114017,232854,303362],[70962,114048,301711,375118],[74870,118566,239740,310504],[74901,118597,310198,382006],[75602,120383,310722,383875],[75618,120399,241598,312475],[81897,127894,129264,187072],[81941,128117,251530,323550],[81957,128133,185099,251897],[83117,129518,326506,398158],[83746,130239,327604,398942],[83949,130446,137687,196920],[84003,130687,256506,328106],[84310,138048,327577,407501],[86489,140227,330827,410751],[89742,137946,265740,337460],[89773,137977,337154,408006],[90474,139763,337678,409875],[90490,139779,267598,339431],[95076,144818,346142,416456],[95092,144834,274675,346509],[95945,146878,276574,348428],[103135,155145,286916,359464],[103338,155352,156818,219569],[103392,155593,217524,287418],[103699,157179,360727,431664],[104682,157077,290624,362883],[104713,157108,362577,432169],[105447,157910,291513,363653],[105617,158059,165983,229857],[106053,166419,363601,440909],[108459,168825,366661,443969],[112230,166280,372856,441304],[112246,166296,301389,373223],[113099,168340,303288,375142],[118104,173401,381528,449040],[118361,173849,310430,382030],[126418,184005,322677,394650],[127650,185296,251321,323207],[127820,185445,186998,253816],[128256,187434,396193,463828],[129308,187295,397867,464223],[129324,187311,326769,398234],[130201,188207,196675,264305],[130784,197258,398829,472239],[137484,196713,407528,472352],[137741,197161,337386,408030],[144351,204860,345933,416113],[153837,216481,286389,359008],[155107,217742,219324,289189],[155690,219907,430288,493575],[156615,219362,431691,493688],[156872,219810,362809,432193],[157927,229725,432416,500828],[165813,229708,372647,440961],[183967,250797,250993,322905],[184196,251031,461671,519190],[185313,253684,462221,520314],[186828,253667,397658,463880],[216498,286666,491680,543593],[216668,286649,429239,491802]
   ]
cell #920 :
  |C| = 553
  W-rep = phi[[3, 2, 1],[1]]+phi[[3, 1, 1],[2]]+phi[[3, 2],[1, 1]]+phi[[3, 1],[2, 1]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     91 tau_infinity subcells with 4 member(s)
  subcells = [
     [100022],[100646],[117471],[120825],[124109],[124859],[136851],[142599],[143595],[144935],[147390],[151161],[152004],[164061],[165057],[171396],[172497],[173637],[173973],[176666],[180013],[194708],[195809],[202331],[202667],[205091],[205418],[211011],[212007],[215593],[227179],[227515],[235625],[238344],[238478],[244806],[245907],[248841],[249837],[261625],[270375],[273261],[277697],[279639],[279975],[285385],[297089],[315549],[351509],
     [57610,205090],[61605,284284],[73277,235624],[73366,171350],[74789,238543],[76807,313589],[79522,320085],[79696,320421],[86467,140205],[88149,261624],[88238,194662],[93222,270440],[93312,202586],[94980,273420],[97226,349310],[97400,349646],[100662,356237],[106031,166397],[108277,224482],[108486,168852],[110376,297154],[110466,227434],[116203,306139],[116326,235885],[118088,309096],[118664,382226],[120841,384857],[122507,315548],[122596,244760],[124831,391701],[128234,187412],[130475,196949],[130811,197285],[132269,191857],[133265,258835],[133504,199978],[135583,333095],[135706,261885],[144951,416738],[147181,276942],[147362,419220],[149280,351574],[149370,279894],[155381,219598],[155717,219934],[158141,229939],[158468,230266],[161127,294350],[168643,303656],[173945,449540],[175431,241955],[176427,312759],[178745,387019],[178868,315809],[185527,253898],[185854,254225],[188246,264344],[188380,264478],[198743,267955],[199739,339715],[204876,479853],[208077,348770],[217781,289228],[217915,289362],[220801,299975],[225237,304411],[232925,375484],[250836,322944],[252056,325355],[286438,359191],
     [19288,67454,160026,224528],[27229,86096,190063,258580],[27403,86405,190399,258916],[32391,97160,206976,276988],[36863,70227,158140,229938],[36952,105985,158941,292118],[37576,108017,108188,294089],[37592,108052,222643,294090],[40858,114314,231824,303702],[43941,120454,240161,312504],[44115,120763,240497,312840],[48158,83024,185526,253897],[48247,127149,128188,251926],[49670,89661,188445,264543],[49760,130730,131560,328187],[49776,130765,189263,328188],[50482,132958,256897,330050],[50510,132985,133175,330115],[51688,91679,259665,340545],[54403,139834,266161,339460],[54577,140143,266497,339796],[57699,144889,205891,346538],[58323,146921,147092,348509],[58339,146956,275103,348510],[63516,104601,217980,289427],[63606,102986,155636,287499],[63622,154581,155671,287500],[65274,112134,220960,300134],[65369,158374,221760,364095],[65397,158401,159277,364160],[66240,160802,161004,365960],[67520,114380,294890,376024],[67694,114554,295226,376360],[70316,166351,230739,373252],[70940,168383,168554,375223],[70956,168418,301817,375224],[74879,173892,174722,382111],[74895,173927,239361,382112],[75601,176120,310821,383974],[75629,176147,176337,384039],[81845,129212,252215,325514],[81940,184644,185760,323649],[81968,127485,185787,323714],[83113,187366,254698,398263],[83730,137468,255172,336052],[83745,188239,255938,398949],[84004,188688,189590,399342],[84306,138044,328302,408226],[86483,140221,330933,410857],[89751,197204,198034,408111],[89767,197239,265361,408112],[90473,199432,337777,409974],[90501,199459,199649,410039],[95075,205324,274220,416555],[95103,205351,206227,416620],[95946,207752,207954,418420],[103119,156599,287637,361475],[103134,216956,217774,359471],[103393,154908,218223,359864],[103695,157175,287614,432389],[104691,219853,220683,432274],[104707,219888,290245,432275],[105448,220823,221626,432895],[106047,166413,364278,441586],[108458,168824,366760,444068],[112229,230172,300934,441403],[112257,230199,231075,441468],[113100,232600,232802,443268],[118103,238337,309862,449047],[118362,238786,239688,449440],[126402,184180,322739,394811],[126417,250711,250829,394657],[127651,184510,252078,395065],[128250,187428,323832,464505],[129307,254131,326314,464322],[129335,254158,255034,464387],[130783,197257,399442,472852],[137483,264337,336818,472359],[137742,264786,265688,472752],[144352,273283,274086,479845],[153838,216395,286460,429010],[155689,219906,359964,494188],[156614,289221,362241,493695],[156873,289670,290572,494088],[157926,229724,432903,501315],[165814,299997,300800,501307],[184195,322937,394891,519197],[185312,253683,395073,520801],[186829,325377,326180,520793],[216497,286665,429018,543628],[216669,359213,359316,543620]
   ]
cell #921 :
  |C| = 126
  W-rep = phi[[3, 1, 1],[1, 1]]
  special rep = phi[[3, 1, 1],[1, 1]] , dim = 126
  orbit = [6, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [8610],[13102],[15960],[19138],[19235],[21077],[23077],[26688],[27212],[27928],[29753],[32241],[32338],[34180],[35669],[36935],[37540],[37874],[38480],[40708],[40805],[43400],[43924],[44640],[46465],[48230],[49724],[50868],[51538],[51635],[53862],[54386],[55102],[57682],[58287],[58621],[59227],[61455],[61552],[63570],[64584],[65120],[65625],[66322],[66688],[67503],[70299],[70904],[71238],[71844],[74843],[75987],[76657],[76754],[79505],[81691],[82196],[83096],[84086],[84289],[85072],[86431],[89715],[90859],[91529],[91626],[94826],[95331],[96028],[96394],[97209],[100610],[101960],[103475],[103678],[104655],[105801],[105995],[106812],[111980],[112485],[113182],[113548],[114363],[118444],[118647],[119430],[120789],[128004],[128198],[129058],[129563],[130248],[130491],[137824],[138027],[138810],[140169],[144705],[144899],[145716],[154054],[155154],[155397],[156955],[157158],[157893],[166167],[166361],[167178],[173410],[173653],[184014],[185279],[187182],[187376],[196722],[196965],[204843],[216464],[219371],[219614],[229691],[251040],[253650],[286632]
   ]
cell #922 :
  |C| = 553
  W-rep = phi[[3, 2, 1],[1]]+phi[[3, 1, 1],[2]]+phi[[3, 2],[1, 1]]+phi[[3, 1],[2, 1]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     91 tau_infinity subcells with 4 member(s)
  subcells = [
     [124643],[124947],[124996],[144129],[147478],[147527],[151763],[152129],[165591],[171478],[173099],[174061],[174769],[176791],[181600],[182736],[194790],[196411],[202755],[204519],[205107],[205543],[205684],[212541],[214620],[215050],[227603],[229367],[235641],[236077],[238568],[239088],[242519],[244888],[246509],[249235],[261641],[262077],[270465],[273430],[280063],[281827],[297179],[306149],[315565],[316001],[333105],[351599],[387029],
     [31940,274031],[43260,238530],[43309,309246],[55972,202537],[56276,270427],[56325,342207],[57522,273458],[61592,284196],[68589,227385],[68893,297141],[68942,368921],[72823,235780],[73189,306177],[76794,313501],[79623,320069],[79678,248750],[85836,258786],[87695,261780],[88061,333133],[92710,270596],[97327,349294],[97382,277606],[98295,279845],[98599,351561],[98648,421381],[100728,283951],[100761,356175],[103033,220730],[107304,224610],[107734,294245],[108574,168940],[108623,168989],[109864,297310],[119336,382210],[120194,312710],[120907,313256],[120940,384795],[122053,315704],[122419,387057],[126942,254491],[130899,197373],[131607,198081],[132663,330271],[133629,200103],[139574,339666],[145017,346631],[145670,416676],[146208,277070],[146638,348665],[148768,351730],[153788,286787],[154308,289972],[155805,220022],[158157,229955],[158593,230391],[158734,230532],[167670,303784],[168100,375379],[174198,449118],[175825,384195],[183854,322988],[185543,253914],[185979,254350],[188470,264568],[188990,265088],[192421,268519],[199137,410195],[218005,289452],[220970,300144],[252225,325524],
     [11651,49183,184455,326125],[11794,81443,127133,323739],[17083,101725,153750,358959],[17132,62568,216340,359261],[17525,102780,154519,359874],[18837,40407,221571,300745],[18980,106607,158925,364185],[19275,67116,159938,294542],[24670,80425,183882,394611],[25144,126904,126973,395111],[25193,81534,127260,395413],[26548,53722,188432,264530],[26597,53771,255322,336202],[26990,131354,189201,399352],[27330,85710,190047,330140],[27385,85999,132178,259004],[32083,145511,205875,416645],[32378,96822,206888,348962],[35055,102544,154336,429396],[35225,102653,155587,287516],[35529,64444,217967,289414],[35578,64493,287787,361625],[36775,70139,220998,300172],[37249,158696,158765,432941],[37298,106698,159052,433243],[37658,107516,159693,294106],[37691,107530,222581,365970],[40550,166973,230723,441493],[40845,113976,231736,375676],[43702,174516,239299,449450],[44042,120068,240145,384064],[44097,120357,175340,312928],[47704,81485,185682,323701],[48070,82936,252253,325552],[49326,187988,254682,464412],[50124,131118,189018,464976],[50294,130681,131227,328204],[50598,86140,132366,330102],[50647,86189,132436,401103],[51675,91666,259577,340457],[54164,197828,265299,472762],[54504,139448,266145,410064],[54559,139737,198652,339884],[57996,205646,205715,479891],[58045,145602,206002,480193],[58405,146420,206643,348526],[58438,146434,275041,418430],[63004,102898,218136,359902],[63282,157847,287598,432373],[64886,220477,290183,494098],[65999,106649,158296,364147],[66365,108100,160144,365998],[67621,114481,294874,376008],[67676,114536,225146,304320],[70613,230494,230563,501353],[70662,167064,230850,501655],[71022,167882,231491,375240],[71055,167896,301755,443278],[75243,174280,239116,508138],[75413,173843,174389,382128],[75717,120498,175528,384026],[75766,120547,175598,451201],[81602,188147,323770,464443],[83410,254453,254522,520839],[83459,188079,254809,521141],[84700,131472,188601,399380],[84978,138716,328286,408210],[86549,140287,259332,340212],[86582,140320,330871,410795],[90115,197592,265116,527518],[90285,197155,197701,408128],[90589,139878,198840,410026],[90638,139927,198910,474513],[95705,145553,205246,416607],[96071,147004,207094,418458],[102325,286749,286818,543666],[102462,220159,359542,493766],[105055,220241,290000,544967],[105225,219804,220350,432291],[106113,166479,292211,373345],[106766,167132,364216,441524],[112859,167015,230094,441455],[113225,168466,231942,443306],[119058,174634,238699,449478],[126365,251169,322656,519268],[126801,251251,323016,564977],[128316,187494,252019,398356],[129937,188030,254053,464374],[131036,197510,399020,472430],[138438,197946,264699,472790],[157569,220595,289583,494126]
   ]
cell #923 :
  |C| = 553
  W-rep = phi[[3, 2, 1],[1]]+phi[[3, 1, 1],[2]]+phi[[3, 2],[1, 1]]+phi[[3, 1],[2, 1]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     91 tau_infinity subcells with 4 member(s)
  subcells = [
     [100462],[100693],[100707],[117911],[120872],[120886],[124622],[124933],[137291],[142651],[144108],[144982],[144996],[147464],[151749],[152746],[164113],[165570],[171457],[173085],[173430],[173539],[174047],[180453],[182343],[182715],[194769],[196397],[202233],[202741],[204818],[204998],[208822],[211063],[212520],[215036],[227081],[227589],[235532],[238388],[244867],[246495],[261532],[270285],[279541],[280049],[296999],[315456],[351419],
     [22485,238289],[31675,273331],[31689,204960],[41999,171268],[42230,306050],[42244,235494],[43246,238416],[46487,248736],[52461,194580],[52692,333006],[52706,261494],[55951,202464],[56262,270313],[59249,277592],[61507,283937],[61588,214599],[66982,224400],[68568,227312],[68879,297027],[72809,235758],[76709,313242],[76790,242498],[77580,244678],[77811,386930],[77825,315418],[79548,320015],[79574,248511],[85443,191909],[85815,258713],[86514,140252],[86528,140266],[87681,261758],[95383,346617],[96688,276860],[97252,349240],[97278,277367],[98274,279772],[98585,351447],[106078,166444],[106092,166458],[107720,294223],[108560,168926],[113842,303574],[118690,382156],[118716,310603],[119801,242007],[120173,312637],[122039,315682],[128281,187459],[128295,187473],[130268,196742],[130377,196851],[130885,197359],[139181,268007],[139553,339593],[144411,416197],[146624,348643],[155174,219391],[155283,219500],[155791,220008],[157868,229666],[158048,229846],[161872,233670],[168086,375357],[184034,251060],[185254,253625],[185434,253805],[188290,264388],[216439,286607],[217825,289272],
     [12510,29161,188191,264289],[13124,51215,132164,258990],[17600,102639,103562,287407],[17722,36168,217726,289173],[18572,40142,220871,300045],[18586,40156,158010,229808],[19190,66797,159679,293997],[19271,67112,107283,224589],[23099,76334,175326,312914],[24684,80371,183996,322632],[24805,47239,250781,322889],[25261,127079,128028,323559],[25287,81246,128106,251828],[25518,48918,252126,325425],[25532,48932,185396,253767],[26534,53708,188318,264416],[27065,84173,131213,328095],[27255,85548,189993,329960],[27281,85626,131939,258482],[29775,91206,198638,339870],[32293,96503,206629,348417],[32374,96818,146187,277049],[34523,62174,216467,358947],[35069,102490,155136,359518],[35190,63139,155492,359775],[35204,63153,155514,287369],[35515,64430,217853,289300],[37366,105825,158871,364005],[37392,105903,106410,292020],[37623,67213,107421,365871],[37637,67227,107443,293959],[38502,71866,225132,304306],[40760,113657,231477,375131],[40841,113972,167649,303763],[43777,118531,174375,382019],[43967,119906,240091,383884],[43993,119984,175101,312406],[47538,81140,185282,395099],[47690,81471,185660,323587],[50138,130230,131064,398996],[50259,84835,130586,399253],[50273,84849,130608,328057],[50584,86126,132344,329988],[51590,91581,259318,340198],[51671,91662,192400,268498],[54239,137911,197687,408019],[54429,139286,266091,409884],[54455,139364,198413,339362],[58113,144729,205821,416465],[58139,144807,145314,346440],[58370,96919,146325,418331],[58384,96933,146347,348379],[64961,157042,220336,432182],[65677,112537,292197,373331],[65833,106304,157896,432929],[65985,106635,158274,364033],[67546,114406,294820,375954],[67572,114432,224907,304081],[70730,166191,230669,441313],[70756,166269,166776,373154],[70987,114073,167787,443179],[71001,114087,167809,375093],[75257,173392,174226,449094],[75378,119193,173748,449351],[75392,119207,173770,381981],[75703,120484,175506,383912],[82248,129615,252005,398342],[83527,187206,254628,464232],[83553,187284,187791,398165],[84332,138070,328232,408156],[84358,138096,256679,337559],[90129,196704,197538,472406],[90250,138573,197060,472663],[90264,138587,197082,407981],[90575,139864,198818,409912],[95539,145208,204846,479879],[95691,145539,205224,416493],[103721,157201,287544,432319],[103747,157227,217697,362982],[105069,219353,220187,493742],[105190,157704,219709,493999],[105204,157718,219731,432144],[105507,165873,363737,441045],[112693,166670,229694,501341],[112845,167001,230072,441341],[126815,251022,251197,519244],[127710,186888,323291,463964],[129771,187685,253653,520827],[129923,188016,254031,464260],[153897,216728,286339,491886],[154253,216905,286635,543654]
   ]
cell #924 :
  |C| = 553
  W-rep = phi[[3, 2, 1],[1]]+phi[[3, 1, 1],[2]]+phi[[3, 2],[1, 1]]+phi[[3, 1],[2, 1]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     91 tau_infinity subcells with 4 member(s)
  subcells = [
     [78984],[79494],[79534],[94293],[97198],[97238],[99994],[100630],[111447],[116557],[117443],[118636],[118676],[120809],[124093],[135937],[136823],[142571],[143579],[144397],[144507],[144919],[150351],[164033],[165041],[170968],[171380],[173349],[173525],[179099],[179985],[183183],[194280],[194692],[202219],[204917],[210983],[211991],[214679],[215565],[227067],[235451],[242578],[244378],[244790],[249821],[261451],[279527],[315375],
     [34185,284268],[44645,313573],[46426,319973],[46483,248813],[56419,142462],[59188,349198],[59245,277669],[61458,283856],[61477,356063],[67492,114352],[67532,114392],[69036,163924],[73338,171201],[74805,173498],[75108,381494],[76660,313161],[76679,384683],[84278,138016],[84318,138056],[86283,191720],[86451,140189],[88210,194513],[93238,202192],[93296,202454],[95025,204950],[95334,345877],[95353,415993],[95420,204813],[98742,210874],[103667,157147],[103707,157187],[105493,165859],[105603,165969],[106015,166381],[107363,161358],[108249,224333],[110392,227040],[110450,227302],[116248,235484],[118147,448506],[118288,238383],[120641,241818],[122568,244611],[127696,186874],[127806,186984],[128218,187396],[130187,196661],[130363,196837],[133249,258703],[135628,261484],[140021,267818],[142223,270280],[146267,208308],[147153,276793],[149296,279500],[149354,279762],[153883,216714],[155093,219310],[155269,219486],[157967,229765],[163685,296994],[167729,233156],[168615,303507],[176411,312627],[178790,315408],[183953,250979],[185353,253724],[192480,268578],[199723,339583],[210635,351414],
     [8615,38144,160010,224512],[11833,82089,184829,251814],[13063,50956,189951,258468],[13120,51211,132241,191829],[15965,58891,206960,276972],[17570,103491,217224,287326],[19019,65518,221945,292006],[19141,66793,159598,224100],[19160,66726,222469,293916],[21082,71508,231808,303686],[23038,76075,240049,312392],[23095,76330,175403,241927],[25072,127669,251379,323264],[25247,128018,185080,323554],[26691,84169,189375,256492],[27035,84102,256206,328014],[27201,85559,133191,258441],[27241,85538,191481,329955],[27933,55107,259649,340529],[29714,90947,266049,339348],[29771,91202,198715,267927],[32122,95224,274405,346426],[32244,96499,206548,276560],[32263,96432,274929,348336],[34617,153856,216279,286312],[34975,155126,217094,359513],[35672,103558,154693,217510],[36924,105836,159293,291979],[37177,105466,291571,363710],[37352,105815,222196,364000],[37560,107433,161049,293949],[38441,71805,294778,375912],[38498,71862,225209,304383],[40589,112378,301119,373140],[40711,113653,231396,303274],[40730,113586,301643,375050],[43403,118527,239473,310416],[43747,118460,310130,381938],[43913,119917,176353,312365],[43953,119896,241579,383879],[47024,183823,183986,322627],[47419,129652,185249,253620],[48219,127501,128039,251787],[49365,129456,326499,398151],[49686,89677,130336,196810],[49744,130598,189635,328047],[49989,89980,327570,407494],[50044,130220,256076,398991],[51541,91532,259237,340117],[51560,91551,330759,410683],[53865,137907,265473,337372],[54209,137840,337086,407938],[54375,139297,199665,339321],[54415,139276,267579,409879],[57671,144740,206243,346399],[57924,144370,345991,416170],[58099,144719,274656,416460],[58307,146337,207999,348369],[62234,154134,216434,286602],[63532,104617,155242,219459],[63590,154953,155504,287359],[63835,104920,360720,431657],[64587,157038,290357,362795],[64931,156971,362509,432101],[65319,112179,158000,229798],[65628,112488,291457,372591],[65647,112507,363533,440841],[65714,112574,157863,229661],[70288,166202,231091,373113],[70541,165832,372705,441018],[70716,166181,301370,441308],[70924,167799,232847,375083],[74863,173760,239733,381971],[75163,173382,310000,449089],[81890,129257,185386,253757],[82199,129566,324564,397602],[82218,129585,396125,463760],[83085,187217,255050,398124],[83338,186847,397716,463937],[83513,187196,326750,464227],[83789,137527,398408,471818],[83930,137668,188285,264383],[89735,197072,265733,407971],[90035,196694,336956,472401],[102253,216687,429297,491859],[103178,156658,429867,493154],[103319,156799,217820,289267],[104675,219721,290617,432134],[104975,219343,362379,493737],[126461,184239,461552,519170],[126721,251012,395029,519239]
   ]
cell #925 :
  |C| = 553
  W-rep = phi[[3, 2, 1],[1]]+phi[[3, 1, 1],[2]]+phi[[3, 2],[1, 1]]+phi[[3, 1],[2, 1]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     91 tau_infinity subcells with 4 member(s)
  subcells = [
     [100463],[100716],[117912],[120895],[124631],[124942],[137292],[142652],[144117],[145005],[147473],[151758],[152108],[152747],[164114],[165579],[171466],[173094],[173644],[174056],[176770],[180454],[182344],[182724],[194778],[196406],[202338],[202750],[205102],[205522],[208823],[211064],[212529],[215045],[227186],[227598],[235636],[238368],[238480],[244876],[246504],[261636],[270377],[273263],[279646],[280058],[297091],[315560],[351511],
     [31698,205067],[42000,171269],[42253,235601],[43153,309094],[43255,238519],[52462,194581],[52715,261601],[55960,202476],[56271,270416],[57501,273418],[61589,214608],[66983,224401],[68577,227324],[68888,297130],[72818,235769],[73168,306137],[76791,242507],[77581,244679],[77834,315525],[79575,248520],[79676,248745],[85444,191910],[85824,258725],[86537,140275],[87690,261769],[88040,333093],[96689,276861],[97279,277376],[97380,277601],[98283,279784],[98594,351550],[100726,283946],[106101,166467],[107729,294234],[108569,168935],[113843,303575],[118717,310612],[119802,242008],[120182,312649],[120905,313251],[122048,315693],[122398,387017],[124926,320005],[128304,187482],[130482,196956],[130894,197368],[133608,200082],[139182,268008],[139562,339605],[145015,346626],[146633,348654],[147457,349230],[155388,219605],[155800,220017],[158152,229950],[158572,230370],[161873,233671],[168095,375368],[174040,382146],[185538,253909],[185958,254329],[188270,264368],[188382,264480],[204899,416133],[217805,289252],[217917,289364],[220803,299977],[250860,322968],[252058,325357],[286440,359193],
     [18595,40165,158117,229915],[19272,67113,107292,224598],[25288,81255,128107,251933],[25541,48941,185503,253874],[26441,53615,255170,336050],[26543,53717,188421,264519],[27282,85627,131948,258587],[27383,85997,132173,258999],[32375,96819,146196,277058],[35213,63162,155526,287476],[35223,102648,155585,287511],[35422,64337,287635,361473],[35524,64439,217956,289403],[36754,70118,220958,300132],[37393,105904,106419,292125],[37646,67236,107455,294066],[37656,107514,159688,294101],[40842,113973,167658,303772],[43994,119985,175110,312511],[44095,120355,175335,312923],[46930,126192,250820,394659],[47083,80758,322737,394809],[47683,127069,185659,323651],[47699,81480,185671,323690],[48049,82915,252213,325512],[50282,84858,130620,328164],[50292,130679,131222,328199],[50577,132343,189983,330052],[50593,86135,132355,330091],[51672,91663,192409,268507],[54456,139365,198422,339467],[54557,139735,198647,339879],[58140,144808,145323,346545],[58393,96942,146359,348486],[58403,146418,206638,348521],[62153,101768,286449,429008],[62830,154424,217765,359473],[62983,102877,218117,359862],[65978,158273,158861,364097],[65994,106644,158285,364136],[66344,108079,160125,365958],[67573,114433,224916,304090],[67674,114534,225141,304315],[70757,166270,166785,373259],[71010,114096,167821,375200],[71020,167880,231486,375235],[75401,119216,173782,382088],[75411,173841,174384,382123],[75696,175505,240081,383976],[75712,120493,175517,384015],[81119,127016,252067,395063],[83554,187285,187800,398270],[84359,138097,256688,337568],[84526,188230,189106,398951],[84679,131451,188582,399340],[86547,140285,259327,340207],[90273,138596,197094,408088],[90283,197153,197696,408123],[90568,198817,266081,409976],[90584,139873,198829,410015],[95684,205223,205811,416557],[95700,145548,205235,416596],[96050,146983,207075,418418],[103748,157228,217706,362991],[105213,157727,219743,432251],[105223,219802,220345,432286],[106111,166477,292206,373340],[106283,158808,220812,432893],[108553,168919,294810,375944],[112838,230071,230659,441405],[112854,167010,230083,441444],[113204,168445,231923,443266],[118884,238328,239204,449049],[119037,174613,238680,449438],[128314,187492,252014,398351],[129916,254030,254618,464324],[129932,188025,254042,464363],[130878,197352,328222,408146],[138264,264328,265204,472361],[138417,197925,264680,472750],[145187,205758,273272,479843],[155784,220001,287534,432309],[157395,289212,290088,493697],[157548,220574,289564,494086],[157949,229747,363673,440981],[166649,230606,299986,501305],[184405,322928,323104,519199],[185335,253706,323227,463900],[187664,254565,325366,520791],[216520,286688,359028,491822],[216884,286861,359202,543618]
   ]
cell #926 :
  |C| = 553
  W-rep = phi[[3, 2, 1],[1]]+phi[[3, 1, 1],[2]]+phi[[3, 2],[1, 1]]+phi[[3, 1],[2, 1]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     91 tau_infinity subcells with 4 member(s)
  subcells = [
     [151785],[152135],[173121],[176797],[181606],[182022],[196433],[202777],[204525],[205549],[208501],[213787],[214238],[215072],[227625],[229373],[236083],[237950],[238574],[239021],[242137],[246531],[248772],[249241],[262083],[263950],[270471],[270918],[273506],[273943],[277628],[280085],[281833],[284724],[297185],[297632],[306225],[309149],[309245],[316007],[317874],[333181],[342206],[345177],[351605],[352052],[368920],[387105],[421380],
     [57528,273492],[72845,235946],[73195,306211],[74579,380842],[74699,309297],[87717,261946],[88067,333167],[92716,270725],[93132,342258],[94893,345304],[100892,284202],[107756,294411],[109870,297439],[110286,368972],[115665,306471],[116116,377915],[121071,313507],[122075,315870],[122425,387091],[124969,320075],[125157,320331],[132200,259026],[132669,330400],[133635,200109],[135045,333427],[135496,403915],[146660,348831],[147500,349300],[147688,349556],[148774,351859],[149190,421432],[152155,356227],[158599,230397],[160466,366292],[161551,233349],[168122,375545],[174083,382216],[175362,312950],[175831,384324],[176817,384847],[178207,387351],[178658,454013],[182004,391708],[185985,254356],[188476,264574],[188923,265021],[192039,268137],[198674,339906],[199143,410324],[205569,416728],[207416,418752],[208483,419227],[218011,289458],[218458,289905],[221046,300220],[221483,300657],[225168,304342],[232264,443600],[239003,449547],[252301,325600],[252738,326037],[255225,336105],[255321,336201],[273321,479860],[287690,361528],[287786,361624],[290757,371891],[322792,394864],[323864,396902],[359045,429142],
     [36781,70145,221032,300206],[37822,108434,159944,294548],[47726,127139,185848,323745],[48076,82942,252287,325586],[49460,89451,326918,406842],[49580,89571,255373,336253],[50620,133046,190053,330146],[50808,133473,190309,330593],[58569,147338,206894,348968],[63010,102904,218265,359936],[63030,154571,218317,359950],[63306,104391,360068,431005],[63426,104511,287838,361676],[65187,112047,290884,372018],[66021,158462,158931,364191],[66371,108106,160844,366032],[66391,160896,222633,366046],[71186,168800,231742,375682],[75739,176208,240151,384070],[75927,176635,240407,384517],[80395,183772,322766,461504],[80567,126589,394683,461605],[81289,184651,252525,395412],[81307,127395,252547,395464],[81758,129125,323991,397029],[84706,131478,188730,399414],[84726,188782,189253,399428],[85104,191255,256904,401102],[85122,133085,191277,401154],[86713,140451,259583,340463],[90611,199520,266151,410070],[90799,199947,266407,410517],[95727,205412,205881,416651],[96077,147010,207794,418492],[96097,207846,275093,418506],[101744,153651,359059,491647],[102514,217043,287664,429367],[102686,154821,288074,429657],[106453,221270,221767,433242],[106471,159187,221292,433294],[106922,160917,223903,434859],[108596,168962,294880,376014],[108784,169150,295136,376270],[112881,230260,230729,441499],[113231,168472,232642,443340],[113251,232694,301807,443354],[119064,174640,238828,449512],[119084,238880,239351,449526],[119462,241353,310828,451200],[119480,176247,241375,451252],[126992,184597,323878,461800],[129959,254219,254688,464418],[130921,197395,328292,408216],[131088,255199,256025,464947],[131260,189503,255609,465237],[133655,200129,330923,410847],[138444,197952,264828,472824],[138464,264880,265351,472838],[138842,267353,337784,474512],[138860,199559,267375,474564],[145357,273730,274227,480192],[145375,206137,273752,480244],[145826,207867,276363,481809],[155827,220044,287604,432379],[157575,220601,289712,494160],[157595,289764,290235,494174],[158619,230417,364268,441576],[158784,221713,290771,494632],[161533,233331,366767,444075],[166819,300444,300941,501654],[166837,230985,300466,501706],[167288,232715,303077,503271],[174250,309123,309949,508109],[174422,239601,309533,508399],[186005,254376,323822,464495],[187834,325824,326321,521140],[187852,254944,325846,521192],[188905,265003,399449,472859],[197562,336079,336905,527489],[197734,265601,336489,527779],[205734,274173,345191,533536],[218440,289887,359971,494195],[220211,361502,362328,544938],[220383,290485,361912,545228],[220861,300035,432910,501322],[230582,300887,371905,550690],[251221,394838,394978,564948],[252116,325415,395080,520808],[254541,326267,396916,565999],[286498,359251,429025,543635],[286837,359403,429156,583161]
   ]
cell #927 :
  |C| = 455
  W-rep = phi[[3, 1, 1],[2]]+phi[[3, 1],[2, 1]]+phi[[1, 1, 1],[4]]+phi[[1, 1],[4, 1]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     35 tau_infinity subcells with 1 member(s)
     140 tau_infinity subcells with 2 member(s)
     35 tau_infinity subcells with 4 member(s)
  subcells = [
     [137157],[152386],[162700],[165430],[177048],[182057],[182312],[186760],[192944],[193284],[196213],[208536],[208791],[214292],[218919],[219259],[225690],[226019],[239056],[242191],[248351],[253209],[253538],[259841],[260044],[273997],[277207],[288461],[288664],[295374],[309757],[322877],[324599],[345224],[359121],
     [38662,225655],[48553,253174],[51732,331446],[51853,260083],[61337,213822],[63099,288135],[63858,360751],[63979,288703],[66622,161386],[66848,223964],[67855,295601],[74485,237985],[79337,181695],[80667,394746],[81342,252619],[81408,324310],[82372,324826],[84795,255670],[85157,191349],[85412,191878],[85675,258324],[89357,263985],[93542,270953],[94646,204614],[96328,208336],[96554,276424],[100328,152612],[100431,213888],[101141,284759],[101757,429044],[102740,288170],[102786,360433],[106506,221364],[106572,291203],[106976,223999],[107536,293805],[110696,297667],[111800,229462],[113482,233184],[113708,303138],[116585,236858],[117777,180319],[117880,238051],[119153,309594],[119515,241447],[119770,241976],[120033,312248],[123715,317909],[124482,182575],[125179,320366],[125443,249330],[126202,394704],[127005,395613],[127174,324271],[131314,255705],[131360,327283],[131779,258285],[133886,200360],[135965,262858],[137260,264051],[138533,336550],[138895,267447],[139150,267976],[139413,339204],[141238,209650],[142091,271379],[142620,271719],[143968,212380],[145410,273824],[145476,345623],[145880,276459],[146440,348225],[147710,349591],[149600,352087],[150704,281922],[151565,214852],[152715,284825],[154434,360089],[157664,361973],[158797,363021],[158966,291164],[161586,233384],[161841,233639],[163553,298093],[164082,298433],[166872,300538],[166938,372337],[167342,303173],[167902,374939],[169632,243042],[169972,243382],[170867,307133],[172901,246311],[174476,309629],[174522,381207],[174941,312209],[179127,316782],[180422,317975],[187887,325918],[187953,397348],[188958,265056],[189116,326939],[192093,268191],[194179,334089],[197788,336585],[197834,407207],[198253,339165],[200842,278150],[201171,278479],[202036,343084],[205747,415481],[205916,345584],[210503,352513],[211032,352853],[218493,289940],[220437,362008],[220483,431370],[221537,300711],[224747,303921],[226884,369798],[230595,440329],[230764,372298],[233841,313765],[234044,313968],[239214,380863],[244277,388013],[252792,326091],[254554,463248],[254723,397309],[255833,336713],[265214,406863],[268660,349794],[279344,422258],[286850,491741],[288298,362136],[290098,431026],[290804,371938],[323114,461626],[323911,396949],[359092,429189],
     [21809,115700,116448,306543],[28485,135080,135828,333499],[30195,59409,200807,278115],[30682,92805,142396,342555],[38071,160501,161249,366364],[39149,109959,163858,369269],[41270,76851,304490,385370],[41391,76972,234083,314007],[41865,73672,170832,307098],[41968,115766,171179,378234],[45197,178242,178990,387423],[50830,133495,190344,330628],[51094,132758,191654,401451],[52327,88544,194144,334054],[52430,135146,194491,404234],[55238,97561,268887,350021],[55811,93685,202075,343123],[58818,207451,208199,418824],[59896,148863,210808,421729],[66951,160567,224311,435178],[68428,110839,226923,369837],[71435,232299,233047,443672],[72625,116730,235340,378750],[75949,176657,240442,384552],[76213,175920,241752,451549],[77446,122902,244242,387978],[77549,178308,244589,454332],[87497,136110,261340,404750],[90821,199969,266442,410552],[91085,199232,267752,474861],[96657,207517,276771,482128],[98134,149743,279383,422297],[108806,169172,295171,376305],[113811,232365,303485,503590],[121855,179272,315264,454848]
   ]
cell #928 :
  |C| = 427
  W-rep = phi[[3, 1],[2, 1]]+phi[[3],[2, 2]]+phi[[1, 1],[4, 1]]+phi[[1],[4, 2]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     91 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     49 tau_infinity subcells with 4 member(s)
  subcells = [
     [67087],[67883],[81435],[82400],[85702],[85962],[86779],[86904],[96793],[102814],[102844],[103773],[103898],[106599],[107564],[107594],[108977],[113947],[120060],[120320],[126215],[126485],[127279],[127296],[128450],[131388],[131418],[132455],[132472],[137396],[139440],[139700],[145503],[146468],[146498],[153639],[154447],[154717],[159071],[159088],[160242],[165457],[165717],[166965],[167930],[167960],[174550],[174580],[175617],[175634],[184585],[187980],[189129],[189399],[193311],[196271],[197862],[197892],[198929],[198946],[206021],[206038],[207192],[219286],[220511],[220541],[221701],[226077],[229159],[230869],[230886],[232040],[239227],[239497],[253596],[254828],[254845],[260469],[265227],[265497],[274161],[289089],[290111],[290381],[295421],[300875],[323127],[324646],[326255],[359168],[359391],
     [29065,263726],[29075,196241],[38891,296022],[38901,226047],[39943,229176],[41953,115793],[48782,325247],[48792,253566],[51204,132834],[51790,331489],[51880,260036],[52140,260486],[52415,135173],[55266,97589],[55870,141718],[63916,360794],[64006,288656],[64266,289106],[66936,160594],[67759,367367],[67913,295590],[68487,163180],[71907,121137],[72032,121262],[72653,116758],[72713,170458],[76323,175996],[77534,178335],[80725,394789],[82276,396223],[82430,324815],[85734,190976],[86887,331575],[87525,136138],[87585,193770],[91195,199308],[91823,147881],[92519,142802],[96642,207544],[98193,210130],[100567,152851],[102031,429083],[103881,360880],[107624,223590],[109673,164264],[111910,229538],[113796,232392],[115441,171612],[118016,180558],[120092,241074],[121883,179300],[121943,243868],[124509,182602],[124769,182862],[134821,194924],[139472,267074],[143995,212407],[144255,212667],[146528,276050],[148577,211214],[151623,214910],[167990,302764],[169999,243409],[172959,246369],[177983,245022],[181392,249027],[201229,278537],[204311,281619],[234469,314393],[268707,349841],
     [16715,60925,100416,213915],[16756,34202,213563,284500],[16766,34212,151593,214880],[22348,74073,117865,238078],[22389,45777,237726,317650],[22399,45787,172929,246339],[24154,46072,124541,247960],[24235,46524,181409,249044],[29024,88945,137245,264078],[30424,59638,269308,350442],[30434,59648,201199,278507],[30792,92881,141985,271746],[31395,57114,144027,272971],[31476,60690,204328,281636],[33810,61050,151653,283346],[39259,110035,163447,298460],[39862,69731,165489,299685],[41328,76909,304533,385413],[41418,76999,234036,313960],[41678,77259,234486,314410],[42104,73911,170717,307490],[42866,74198,172989,308769],[45736,123303,180407,318002],[52566,88783,194029,334446],[53328,89070,196301,335725],[55142,97465,340653,419827],[55296,97619,268876,350010],[55838,93712,201342,343076],[56098,93972,201959,343526],[60006,148939,210397,352880],[60609,99437,212439,354105],[61876,152700,153013,284852],[68455,110866,226190,369790],[68715,111126,226807,370240],[72015,121245,304619,385499],[72683,116788,234629,378739],[77685,123141,244127,388370],[78447,123428,246399,389649],[79447,125553,181771,249406],[80050,125785,182634,320998],[87555,136168,260629,404739],[92502,142785,269400,413340],[94756,150814,204690,281998],[98161,149770,278650,422250],[98421,150030,279267,422700],[101329,153138,214940,357184],[109656,164247,296114,438188],[121913,179330,314553,454837],[148560,211197,350534,485138]
   ]
cell #929 :
  |C| = 427
  W-rep = phi[[3, 1],[2, 1]]+phi[[3],[2, 2]]+phi[[1, 1],[4, 1]]+phi[[1],[4, 2]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     91 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     49 tau_infinity subcells with 4 member(s)
  subcells = [
     [107905],[109030],[127343],[128503],[132519],[132861],[133991],[134139],[146809],[154770],[154783],[155852],[156000],[159135],[160295],[160308],[162079],[168271],[175681],[176023],[183791],[184053],[184861],[184901],[186139],[189452],[189465],[190642],[190682],[196582],[198993],[199335],[206085],[207245],[207258],[216284],[217062],[217324],[221977],[222017],[223255],[229223],[229565],[230933],[232093],[232106],[239550],[239563],[240740],[240780],[251384],[254892],[256044],[256306],[260533],[263792],[265550],[265563],[266740],[266780],[274437],[274477],[275715],[289153],[290434],[290447],[291576],[296088],[299351],[301151],[301191],[302429],[309968],[310230],[325313],[326531],[326571],[332067],[336924],[337186],[345996],[361372],[362347],[362609],[367409],[372710],[394997],[396265],[397721],[429125],[429302],
     [53436,335390],[53450,263779],[68210,367940],[68224,296075],[69805,299391],[72920,170505],[82727,396796],[82741,325300],[85984,191083],[86845,402523],[86951,331844],[87293,332107],[87792,193817],[91876,147934],[92778,201720],[103839,430422],[103945,361149],[104287,361412],[107831,223637],[108875,436213],[109043,367718],[109932,226568],[114611,177153],[114759,177301],[115494,171665],[115733,234999],[120342,241181],[122150,243915],[126551,461593],[128348,462692],[128516,396574],[132731,257969],[134099,402727],[134874,194977],[135113,260999],[139722,267181],[140617,209029],[141424,202950],[146735,276097],[148836,279028],[151934,215221],[153915,491699],[155960,430626],[160534,293464],[162886,227798],[165739,299792],[168197,302811],[170123,236237],[173270,246680],[175893,311893],[178036,245075],[178275,314923],[181456,249091],[181798,249433],[193435,262237],[199205,338849],[204375,281683],[204717,282025],[207484,347884],[209836,280258],[213629,284566],[232332,374598],[234533,314457],[237792,317716],[243533,316161],[247626,320664],[269374,350508],[272637,353771],[305111,385991],[340695,419869],
     [33832,99868,151860,283393],[33918,61633,283011,356849],[33932,61647,213616,284553],[42888,117317,173196,308816],[42974,78555,308434,389314],[42988,78569,237779,317703],[45995,79012,181668,319474],[46146,79753,247666,320704],[53350,136697,196508,335772],[55593,97916,341226,420400],[55607,97930,269361,350495],[56120,141825,203511,343573],[57037,94321,204587,344854],[57188,99511,272677,353811],[60952,100043,213855,355611],[68737,163287,228359,370287],[69654,111475,229435,371568],[71973,121203,376523,452621],[72079,121309,304888,385768],[72421,121651,305151,386031],[72994,117099,236831,379224],[74100,117492,238018,380495],[78469,179859,246606,389696],[87866,136479,262831,405224],[88972,136872,264018,406495],[91721,147779,411365,483163],[91889,147947,341004,420178],[92566,142849,271069,413609],[92908,143191,271686,413872],[98443,210237,280819,422747],[99360,150379,281895,424028],[101351,215147,215439,357231],[109720,164311,297783,438457],[110062,164653,298400,438720],[114719,177261,376727,452825],[115507,171678,306826,446672],[122224,179641,316755,455322],[123330,180034,317942,456593],[124791,182884,248067,321105],[125708,183211,249303,392773],[134887,194990,333782,469984],[141384,202910,342807,477576],[144277,212689,273078,354212],[148624,211261,352203,485407],[148966,211603,352820,485670],[153040,215614,284792,427058],[162846,227758,369521,499038],[178049,245088,387706,513146],[209796,280218,421981,537942]
   ]
cell #930 :
  |C| = 427
  W-rep = phi[[3, 1],[2, 1]]+phi[[3],[2, 2]]+phi[[1, 1],[4, 1]]+phi[[1],[4, 2]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     91 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     49 tau_infinity subcells with 4 member(s)
  subcells = [
     [160707],[162128],[184939],[186188],[190720],[191132],[192545],[192682],[207657],[217373],[217400],[218520],[218657],[222055],[223304],[223331],[225401],[232505],[240818],[241230],[250648],[250875],[251638],[251671],[252920],[256355],[256382],[257606],[257639],[264191],[266818],[267230],[274515],[275764],[275791],[286300],[286995],[287222],[291830],[291863],[293112],[299429],[299841],[301229],[302478],[302505],[310279],[310306],[311530],[311563],[323252],[326609],[327683],[327910],[332145],[335466],[337235],[337262],[338486],[338519],[346250],[346283],[347532],[361450],[362658],[362685],[363698],[368016],[371205],[372964],[372997],[374246],[381607],[381834],[396872],[397975],[398008],[403011],[407607],[407834],[416158],[430910],[431770],[431997],[436238],[441006],[461750],[462717],[463925],[491724],[491847],
     [89188,335439],[89228,406143],[109442,367989],[109482,436663],[111615,371238],[115797,235037],[128915,396845],[128955,463142],[132892,258166],[134067,468000],[134177,402806],[134589,403044],[135177,261037],[140666,209078],[141695,269833],[155928,492662],[156038,430705],[156450,430943],[160598,293502],[161979,497358],[162155,436469],[163157,296547],[169233,242643],[169370,242780],[170172,236286],[170434,305595],[176054,312090],[178339,314961],[184129,519130],[186039,519889],[186215,462948],[190953,329508],[192649,468143],[193484,262286],[193746,332551],[199366,339046],[200553,277861],[201390,271117],[207548,347922],[210107,350967],[214028,284965],[216538,543556],[218624,492805],[223566,365416],[226238,297831],[229596,371765],[232396,374636],[234647,306844],[238191,318115],[241051,383432],[243582,316210],[243844,386475],[247704,320742],[248116,321154],[260647,333800],[267051,409432],[272715,353849],[273127,354261],[276026,417876],[278698,352251],[283087,356925],[302740,442724],[305189,386069],[308510,389390],[314571,387724],[319111,392410],[341302,420476],[344491,423665],[377011,453109],[411390,483188],
     [60983,151097,213919,355649],[61168,100972,283060,356898],[61208,101012,355259,426706],[74131,172433,238082,380533],[74316,123546,308483,389363],[74356,123586,380143,456241],[78904,124170,247937,391159],[79152,125258,319144,392443],[89003,195745,264082,406533],[92288,148346,341275,420449],[92328,148386,411815,483613],[92939,201917,271750,413910],[94213,143656,272948,415118],[94461,150519,344524,423698],[99917,151235,283322,425457],[110093,226765,298464,438758],[111367,165118,299662,439966],[114687,177229,444688,511162],[114797,177339,376806,452904],[115209,177751,377044,453142],[115906,172077,307467,446943],[117366,172571,308745,448106],[123361,245843,318006,456631],[135286,195389,334423,470255],[136746,195883,335701,471418],[140517,208929,475896,536262],[140693,209105,411621,483419],[141462,202988,342886,477655],[141874,203400,343502,477893],[148997,279225,352884,485708],[150271,212068,354082,486916],[153071,284856,285321,427096],[162924,227836,369600,499117],[163336,228248,370216,499355],[169337,242747,444831,511305],[170199,236313,378563,506110],[178448,245487,388347,513417],[179908,245981,389625,514580],[181829,249464,319671,392970],[183103,249898,320975,459530],[193511,262313,404563,525490],[201357,271084,413198,531709],[204748,282056,345051,424225],[209874,280296,422060,538021],[210286,280708,422676,538259],[215488,285459,357160,489674],[226205,297798,438046,548863],[243609,316237,454661,559848],[278665,352218,484996,578569]
   ]
cell #931 :
  |C| = 315
  W-rep = phi[[2, 1],[3, 1]]+phi[[2],[3, 2]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [55687],[55918],[67095],[68304],[68535],[72040],[72108],[72721],[85782],[85965],[86912],[86980],[87593],[91845],[92527],[92595],[96801],[98010],[98241],[102847],[103906],[103974],[107597],[107632],[108999],[109681],[109749],[113955],[115463],[120140],[120323],[121270],[121338],[121951],[127304],[128472],[131421],[132480],[132548],[134843],[137404],[139520],[139703],[141751],[142810],[142878],[146501],[146536],[147903],[148585],[148653],[154739],[159096],[160264],[160659],[163213],[164272],[164340],[165720],[167963],[167998],[170466],[171634],[174583],[175642],[175710],[178005],[189421],[191009],[193778],[194946],[196274],[197895],[198954],[199022],[201689],[206046],[207214],[207609],[210163],[211222],[211290],[220544],[223598],[226080],[226537],[230894],[232062],[232457],[239519],[241107],[243876],[245044],[253599],[254853],[257938],[264143],[265519],[267107],[276058],[278997],[290403],[302772],[311862],[338818],
     [11210,181485],[15462,204404],[16774,213585],[20579,229252],[21879,235262],[22407,237748],[24162,124589],[24238,181417],[24467,249120],[28555,261262],[29083,263748],[30442,269330],[30541,269471],[31403,144075],[31479,204336],[33682,281712],[33813,151661],[34220,284522],[38909,296044],[39008,296185],[39870,165537],[39946,229184],[41498,304690],[41681,234494],[41754,305206],[42112,170765],[42869,172997],[45267,315186],[45795,317672],[46080,319443],[46527,249052],[48800,325269],[51960,331646],[52143,260494],[52216,332162],[52574,194077],[53331,196309],[55299,268884],[55334,340770],[56101,201967],[57122,344823],[59656,350464],[59755,350605],[60617,212487],[60693,281644],[61053,283354],[64086,360951],[64269,289114],[67916,295598],[67951,367484],[68718,226815],[69739,371537],[72686,234637],[73919,379193],[74201,308777],[77079,385570],[77262,314418],[77335,386086],[77693,244175],[78450,246407],[78856,247993],[80058,182682],[82433,324823],[82468,396340],[87558,260637],[88791,405193],[89073,335733],[93792,413411],[93975,343534],[94165,273004],[97622,350018],[97657,419944],[98424,279275],[99445,423997],[100575,152859],[101332,214948],[110946,438259],[111129,370248],[111319,299718],[115858,307523],[116791,378747],[116826,446438],[118024,180566],[121916,314561],[123149,455291],[123431,389657],[124772,182865],[125793,392742],[135238,334479],[136171,404747],[136206,469750],[144258,212670],[149850,485209],[150033,422708],[150223,354138],[151626,214913],[153141,357192],[172962,246372],[178400,388403],[179333,454845],[179368,512912],[183055,321031],[201232,278540],[213980,284917],[238143,318067]
   ]
cell #932 :
  |C| = 70
  W-rep = phi[[2, 2],[3]]
  special rep = phi[[2, 2],[3]] , dim = 70
  orbit = [5, 5, 4]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     70 tau_infinity subcells with 1 member(s)
  subcells = [
     [22053],[28729],[30858],[38315],[39325],[41550],[42160],[45441],[51270],[52012],[52622],[55415],[59062],[60072],[64138],[65567],[67143],[68032],[71679],[76389],[77131],[77741],[82138],[82549],[84194],[91261],[93844],[95273],[96849],[97738],[103583],[105582],[110998],[112427],[114003],[116496],[116907],[118552],[127785],[129505],[135876],[136287],[137932],[142487],[144486],[149902],[157063],[161297],[163949],[165948],[170947],[179038],[179449],[186963],[191745],[194259],[208247],[210899],[217489],[224079],[233095],[241843],[244357],[256471],[267843],[276539],[303253],[310395],[337351],[362774]
   ]
cell #933 :
  |C| = 315
  W-rep = phi[[2, 1],[3, 1]]+phi[[2],[3, 2]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [92826],[93561],[107926],[109980],[110715],[114767],[115022],[115741],[132779],[132866],[134147],[134402],[135121],[140658],[141432],[141687],[146830],[148884],[149619],[154788],[156008],[156263],[160313],[160542],[162120],[162894],[163149],[168292],[170164],[175941],[176028],[177309],[177564],[178283],[184909],[186180],[189470],[190690],[190945],[193476],[196603],[199253],[199340],[201738],[202958],[203213],[207263],[207492],[209070],[209844],[210099],[217365],[222025],[223296],[223715],[226586],[227806],[228061],[229570],[232111],[232340],[235007],[236278],[239568],[240788],[241043],[243574],[256347],[257987],[261007],[262278],[263797],[265568],[266788],[267043],[269825],[274485],[275756],[276175],[279046],[280266],[280521],[290452],[293472],[296093],[296539],[301199],[302470],[302889],[310271],[311911],[314931],[316202],[325318],[326579],[329500],[335850],[337227],[338867],[347892],[350959],[362650],[374606],[383424],[409424],
     [24327,247929],[31568,272940],[33953,283052],[40035,299654],[42748,307459],[43009,308475],[46016,181716],[46151,247674],[46616,320967],[53210,334415],[53471,335431],[55628,341267],[56631,342878],[57058,204635],[57193,272685],[60782,354074],[60957,213863],[61668,356890],[68245,367981],[69248,369592],[69675,229483],[69810,299399],[72339,376798],[72426,305159],[73015,236879],[73561,378505],[74105,238026],[78329,388339],[78590,389355],[79033,391151],[79758,320712],[82762,396837],[87211,402798],[87298,332115],[87887,262879],[88433,404505],[88977,264026],[91894,341012],[92123,411563],[92913,271694],[94342,415110],[97951,420441],[98954,422052],[99381,281943],[99516,353819],[100048,355619],[104205,430697],[104292,361420],[109048,367726],[109277,436411],[110067,298408],[111496,439958],[115512,306834],[117120,446935],[117497,380503],[121569,452896],[121656,386039],[122245,316803],[122791,454603],[123335,317950],[123955,319492],[125729,249351],[128521,396582],[128750,462890],[134892,333790],[136500,470247],[136877,406503],[143109,477647],[143196,413880],[143441,344872],[147952,420186],[148181,483361],[148971,352828],[150400,486908],[151955,215242],[153045,284800],[164571,499109],[164658,438728],[164903,371586],[170583,379242],[171683,446680],[171912,506052],[173291,246701],[178054,387714],[179662,513409],[180039,456601],[181803,249438],[183232,459522],[193895,405242],[194995,469992],[195224,525432],[204722,282030],[211521,538013],[211608,485678],[211853,424046],[213634,284571],[215619,427066],[237797,317721],[243993,455340],[245093,513154],[245322,559790],[249683,392791],[269379,350513],[283471,357309],[308894,389774]
   ]
cell #934 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[3]]+phi[[2, 1],[3, 1]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [79358],[94667],[100436],[111821],[116606],[117885],[124487],[124608],[125464],[135986],[137265],[142625],[143973],[144094],[150725],[151597],[152407],[152720],[164087],[165435],[165556],[169977],[170872],[171443],[172933],[177069],[179148],[180427],[182317],[182580],[182701],[193289],[194184],[194755],[196245],[200847],[201203],[202124],[208796],[211037],[212385],[212506],[213893],[214297],[214884],[219264],[225695],[226051],[226972],[234132],[235352],[238056],[242196],[243387],[244282],[244853],[246343],[247891],[247964],[253214],[253570],[260132],[261352],[264056],[268899],[271724],[272902],[272975],[274002],[278155],[278511],[279432],[284830],[288752],[295613],[298438],[299616],[299689],[306721],[307138],[307494],[314056],[315276],[317980],[320929],[321002],[324838],[333677],[334094],[334450],[343172],[350033],[352858],[354036],[354109],[356536],[369886],[378762],[385156],[387601],[388018],[388374],[404762],[422346],[454860],
     [30703,142466],[30825,270186],[39170,163928],[39292,296900],[41396,234094],[41517,304705],[41973,171190],[51115,191724],[51858,260094],[51979,331661],[52435,194502],[55270,268927],[55816,202086],[55937,202442],[59917,210878],[60039,351320],[63984,288714],[64105,360966],[66643,161407],[66956,224322],[67887,295641],[68433,226934],[68554,227290],[72657,235380],[76234,241822],[76977,314018],[77098,385585],[77554,244600],[81413,324321],[82404,324866],[85417,191883],[85680,258335],[85801,258691],[87529,261380],[91106,267822],[93690,343134],[93811,413426],[96349,208357],[96662,276782],[97593,350061],[98139,279394],[98260,279750],[102745,288175],[102818,360473],[106577,291214],[106981,224004],[107568,293845],[110844,369848],[110965,438274],[113503,233205],[113816,303496],[115771,378245],[116762,378790],[119775,241981],[120038,312259],[120159,312615],[121887,315304],[131319,255710],[131392,327323],[133907,200381],[135151,404245],[136142,404790],[139155,267981],[139418,339215],[139539,339571],[141649,342595],[141722,412933],[145481,345634],[145885,276464],[146472,348265],[149748,422308],[149869,485224],[160572,435189],[161846,233644],[163111,369309],[163184,437781],[166943,372348],[167347,303178],[167934,374979],[174481,309634],[174554,381247],[178313,454343],[179304,454888],[187958,397359],[190907,401491],[190980,466990],[192098,268196],[197793,336590],[197866,407247],[207522,482139],[210061,421769],[210134,484731],[220442,362013],[220515,431410],[221542,300716],[222942,366542],[232370,503601],[241005,451589],[241078,510152],[252797,326096],[267005,474901],[267078,529532],[275402,419002],[302116,443850],[331232,411156]
   ]
cell #935 :
  |C| = 70
  W-rep = phi[[2, 2],[3]]
  special rep = phi[[2, 2],[3]] , dim = 70
  orbit = [5, 5, 4]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     70 tau_infinity subcells with 1 member(s)
  subcells = [
     [93413],[110567],[116069],[133366],[135449],[140884],[142014],[149471],[160870],[162346],[163476],[169555],[176528],[178611],[186406],[188756],[191272],[192867],[199840],[207820],[209296],[210426],[218291],[218842],[221287],[232668],[236504],[238854],[241370],[242965],[252542],[255368],[262504],[264854],[267370],[270751],[271302],[273747],[287833],[289738],[297465],[298016],[300461],[306466],[309292],[316428],[325841],[330426],[333422],[336248],[342253],[351885],[352436],[361671],[366287],[368967],[384350],[387346],[395459],[401149],[410350],[418747],[421427],[433289],[443595],[451247],[474559],[480239],[501701],[521187]
   ]
cell #936 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[3]]+phi[[2, 1],[3, 1]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [46055],[57097],[61002],[69714],[73506],[74150],[78769],[78944],[88378],[89022],[93472],[94078],[94253],[99420],[99765],[110626],[111232],[111407],[115151],[116083],[116517],[117214],[122736],[123380],[125768],[134531],[135463],[135897],[136594],[140898],[141063],[142068],[149530],[150136],[150311],[152446],[153090],[156392],[162360],[162525],[163530],[169609],[170794],[177108],[177693],[178625],[179059],[179756],[182362],[182968],[183143],[186420],[186585],[192921],[194106],[200769],[203342],[208841],[209310],[209475],[210480],[213273],[214205],[215336],[218896],[225617],[228190],[236518],[236683],[237436],[242104],[243019],[244204],[247140],[247305],[253136],[262518],[262683],[263436],[271356],[272151],[272316],[273910],[278077],[280650],[298070],[298865],[299030],[306629],[307060],[316442],[316607],[317360],[333585],[334016],[352490],[353285],[353450],[358048],[387509],[387940],[393477],[393642],[426491],[452466],
     [31007,93406],[39474,110560],[42343,116384],[51419,133359],[52805,135764],[56204,142052],[56379,142387],[60221,149464],[66682,108417],[67326,161185],[68821,163514],[68996,163849],[72237,169593],[73109,170823],[76538,176521],[77924,178926],[85462,133425],[86068,191310],[86243,191645],[87109,192905],[87981,194135],[91410,199833],[92059,200798],[93025,202048],[96388,147321],[97032,208135],[98527,210464],[98702,210799],[104103,218880],[105957,221325],[106889,160884],[108020,223955],[109213,225646],[110179,226896],[113542,168783],[114186,232983],[114938,234056],[119820,176587],[120426,241408],[120601,241743],[121467,243003],[122339,244233],[128160,252580],[128686,253165],[130568,188770],[130733,255661],[133946,200420],[134318,260056],[139200,199899],[139806,267408],[139981,267743],[143007,271340],[144861,273785],[145793,207834],[146924,276415],[148117,278106],[149083,279356],[155474,218305],[155639,288126],[156179,288676],[161891,233689],[164469,298054],[166323,300499],[167255,232682],[168386,303129],[171322,306504],[171848,307089],[173730,238868],[173895,309585],[177480,313980],[187338,325879],[192006,268104],[194634,333460],[195160,334045],[197042,264868],[197207,336541],[202424,270765],[202589,342546],[203129,343096],[211419,352474],[219691,289752],[219856,361964],[221450,300624],[224454,366325],[227272,297479],[227437,369260],[227977,369810],[244732,387384],[245258,387969],[252705,326004],[258673,330440],[258838,401442],[276914,418785],[279732,351899],[279897,421720],[280437,422270],[292897,366450],[303628,443633],[312597,384364],[312762,451540],[339553,410364],[339718,474852],[347317,418910],[374031,443758],[402368,475778]
   ]
cell #937 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[3]]+phi[[2, 1],[3, 1]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [124641],[144127],[151742],[165589],[171476],[173078],[181426],[181579],[182734],[194788],[196390],[202734],[204345],[204498],[212539],[213599],[214618],[215029],[227582],[229193],[229346],[234503],[235433],[236056],[237762],[242517],[244886],[246488],[248729],[249061],[249214],[260503],[261433],[262056],[263762],[268980],[269344],[270265],[277585],[280042],[281653],[281806],[283363],[283835],[284536],[289123],[295694],[296058],[296979],[304784],[305982],[308786],[313140],[314427],[315357],[315980],[317686],[319376],[319457],[324919],[325283],[331740],[332938],[335742],[340860],[343543],[344756],[344837],[345856],[350114],[350478],[351399],[357201],[361045],[367574],[370257],[371470],[371551],[378467],[378843],[379207],[385664],[386862],[389666],[392675],[392756],[396430],[404467],[404843],[405207],[413505],[420034],[422717],[423930],[424011],[426375],[438353],[446528],[452350],[454565],[454941],[455305],[469840],[485303],[513002],
     [55970,202535],[56169,342055],[68587,227383],[68786,368769],[72049,304744],[72202,376661],[72802,235757],[85834,258784],[86921,331700],[87074,402661],[87674,261757],[91859,340869],[92536,270225],[92689,270577],[98293,279843],[98492,421229],[103915,361005],[104068,430560],[107302,224608],[107713,294222],[109013,367583],[109690,296939],[109843,297291],[115477,305991],[120192,312708],[121279,385624],[121432,452759],[122032,315681],[127313,395966],[128486,396439],[132157,258983],[132489,329900],[132642,330252],[134857,332947],[139572,339664],[142819,413465],[142972,477510],[146206,277068],[146617,348642],[147917,420043],[148594,351359],[148747,351711],[154672,360526],[154753,430139],[159105,363374],[159577,293898],[160278,365812],[164281,438313],[164434,498972],[167668,303782],[168079,375356],[170475,446064],[171648,446537],[175319,312907],[175651,383824],[175804,384176],[178019,386871],[189354,327376],[189435,398680],[192419,268517],[193787,469376],[194960,469849],[198631,339863],[198963,409824],[199116,410176],[201622,412986],[201703,477089],[206055,415834],[206527,348318],[207228,418272],[211231,485263],[211384,537876],[223607,496433],[225125,304299],[226470,437834],[226551,498551],[230903,440682],[231375,375032],[232076,443120],[239452,381300],[239533,448778],[243885,512538],[245058,513011],[254862,463601],[257871,467043],[257952,523136],[259216,340096],[265452,407300],[265533,472090],[276067,535337],[278930,484784],[279011,537455],[290336,431463],[290417,493426],[291436,372570],[292781,435411],[302781,552491],[311795,510205],[311876,557494],[324543,397581],[338751,529585],[338832,572366],[347201,482361],[373915,503823],[402252,475662]
   ]
cell #938 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[3]]+phi[[2, 1],[3, 1]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [181626],[204545],[213769],[229393],[236103],[237932],[247660],[247832],[249261],[262103],[263932],[270900],[272671],[272843],[281853],[283042],[284222],[284706],[297614],[299385],[299557],[305145],[306040],[306662],[308465],[313527],[316027],[317856],[320313],[320698],[320870],[332101],[332996],[333618],[335421],[340918],[341257],[342110],[349538],[352034],[353805],[353977],[355605],[356114],[356880],[361406],[367632],[367971],[368824],[376716],[377788],[380489],[384734],[386025],[386920],[387542],[389345],[391061],[391141],[396488],[396827],[402716],[403788],[406489],[411505],[413866],[415020],[415100],[416044],[420092],[420431],[421284],[427052],[430615],[436353],[438714],[439868],[439948],[446274],[446586],[446925],[452814],[453886],[456587],[459432],[459512],[462832],[469586],[469898],[470237],[477565],[483303],[485664],[486818],[486898],[489033],[499027],[505994],[510894],[512748],[513060],[513399],[525374],[537931],[559732],
     [92736,270777],[93012,412528],[109890,297491],[110166,437376],[114753,376690],[114925,444781],[115647,306449],[132689,330452],[134133,402690],[134305,468093],[135027,333405],[140648,411519],[141418,342084],[141590,342494],[148794,351911],[149070,484326],[155994,430589],[156166,492755],[159964,294568],[160448,366270],[162110,436367],[162880,368798],[163052,369208],[170154,377802],[175851,384376],[177295,452788],[177467,511255],[178189,387329],[184895,462473],[186170,462846],[190291,330575],[190676,400980],[190848,401390],[193466,403802],[199163,410376],[202944,477539],[203116,531659],[206914,348988],[207398,418730],[209060,483317],[209830,421258],[210002,421668],[217275,430188],[217355,492443],[222011,432668],[222520,365861],[223286,434746],[227792,499001],[227964,548813],[231762,375702],[232246,443578],[234993,505635],[236268,506008],[240389,384499],[240774,451078],[240946,451488],[243564,453900],[256257,398729],[256337,464736],[259603,340483],[260993,525015],[262268,525388],[266389,410499],[266774,474390],[266946,474800],[269735,477138],[269815,531347],[274471,479618],[274980,418321],[275746,481696],[280252,537905],[280424,578519],[293458,546914],[295118,376252],[296449,498600],[296529,548501],[301185,501080],[301694,443169],[302460,503158],[310181,448827],[310261,507898],[314917,559373],[316192,559746],[326565,520566],[329410,523185],[329490,567609],[330810,410734],[337137,472139],[337217,527278],[347878,576620],[350869,537504],[350949,578207],[362560,493475],[362640,544727],[363584,440892],[364775,496643],[374592,589237],[383334,557543],[383414,592728],[396176,463811],[409334,572415],[409414,603190],[417235,535547],[442083,552701],[467732,530274]
   ]
cell #939 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[3]]+phi[[2, 1],[3, 1]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [247886],[247932],[272897],[272943],[283055],[283224],[299611],[299657],[306716],[307462],[308478],[308647],[319138],[320924],[320970],[333672],[334418],[335434],[335603],[341270],[342718],[342881],[344518],[354031],[354077],[356531],[356893],[357062],[367984],[369432],[369595],[371232],[376801],[377038],[377835],[378523],[385151],[387596],[388342],[389358],[389527],[391154],[392023],[392437],[396840],[402801],[403038],[403835],[404523],[411552],[411581],[415113],[419542],[420444],[421892],[422055],[423692],[425451],[425958],[430700],[430937],[436400],[436429],[439961],[446938],[448100],[451933],[452899],[453136],[453933],[454621],[457884],[459525],[462879],[462908],[470250],[471412],[477650],[477887],[478899],[479787],[483350],[483379],[486911],[489668],[499112],[499349],[500361],[505804],[506041],[506070],[513412],[514574],[517062],[525184],[525421],[525450],[538016],[538253],[539265],[541119],[558113],[559542],[559779],[559808],
     [93564,413211],[110718,438059],[115025,444844],[134405,468156],[140661,475994],[141644,342590],[141690,412893],[149622,485009],[156266,492818],[162123,497456],[163106,369304],[163152,437741],[169364,444802],[170167,445711],[170336,378195],[177567,511318],[186183,519987],[190902,401486],[190948,466950],[192676,468114],[193479,469023],[193648,404195],[201384,412549],[203216,531722],[209073,536360],[210056,421764],[210102,484691],[217368,544025],[218651,492776],[222937,366537],[223299,496080],[223468,435139],[226232,437397],[228064,548876],[236281,554345],[241000,451584],[241046,510112],[242774,511276],[243577,512185],[243746,454293],[251665,519719],[256350,521451],[257219,401614],[257633,466606],[262281,569217],[267000,474896],[267046,529492],[269828,573731],[271111,531680],[275397,418997],[275759,534984],[275928,482089],[278692,484347],[280524,578582],[287174,492476],[291857,494458],[292364,434779],[296542,586348],[297825,548834],[302111,443845],[302473,552138],[302642,503551],[305589,554077],[310274,555809],[311143,451712],[311557,509768],[316205,594336],[327862,464769],[329503,599969],[331227,411151],[332545,568949],[337230,570681],[338099,475024],[338513,529148],[341594,531380],[346277,533362],[346784,481729],[350962,607095],[352245,578540],[362653,583829],[365410,585266],[367082,444390],[368308,548534],[372991,550516],[373498,503191],[381786,507931],[383427,616681],[386469,594068],[398002,565825],[400490,567642],[401835,475245],[407786,527311],[409427,623357],[417870,606013],[420768,578240],[431949,544760],[432837,501249],[433803,547083],[442718,614480],[450588,592761],[462642,520735],[473900,603223],[480753,576789],[502215,589406],[523755,572985]
   ]
cell #940 :
  |C| = 315
  W-rep = phi[[2, 1],[3, 1]]+phi[[2],[3, 2]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [141748],[142677],[160656],[163210],[164139],[169377],[169647],[170441],[191006],[191041],[192689],[192959],[193753],[200589],[201397],[201667],[207606],[210160],[211089],[217381],[218664],[218934],[223312],[223573],[225437],[226245],[226515],[232454],[234683],[241104],[241139],[242787],[243057],[243851],[251678],[252956],[256363],[257646],[257916],[260683],[264140],[267104],[267139],[269841],[271124],[271394],[275772],[276033],[277897],[278705],[278975],[287258],[291870],[293148],[296555],[297838],[298108],[299750],[302486],[302747],[305602],[306880],[310287],[311570],[311840],[314607],[327946],[329516],[332558],[333836],[335447],[337243],[338526],[338796],[341678],[346290],[347568],[350975],[352258],[352528],[362666],[365423],[365540],[367997],[368392],[373004],[374282],[381870],[383440],[386482],[387760],[396853],[398015],[400574],[407870],[409440],[417883],[418000],[420852],[432033],[442731],[442848],[450672],[471542],[473984],
     [46062,319421],[57104,344801],[60852,355295],[69721,371515],[73901,379171],[74000,380179],[78736,319151],[78853,247990],[88773,405171],[88872,406179],[92237,411851],[93622,413254],[94045,344531],[94162,273001],[99427,423975],[99826,283329],[109391,436699],[110776,438102],[111199,371245],[111316,299715],[115083,444887],[115118,377051],[115855,307520],[116634,446321],[117275,308752],[123131,455269],[123230,456277],[125775,392720],[128864,463178],[134463,468199],[134498,403051],[135235,334476],[136014,469633],[136655,335708],[140674,411628],[140935,476033],[141783,343509],[148295,483649],[149680,485052],[150103,423705],[150220,354135],[152940,426742],[156324,492861],[156359,430950],[162136,436476],[162397,497495],[163245,370223],[170180,378570],[172026,506340],[177625,511361],[177660,453149],[178397,388400],[179176,512795],[179817,389632],[181127,457968],[182935,392450],[183052,321028],[186196,462955],[186457,520026],[193492,404570],[195338,525720],[203274,531765],[203309,477900],[204046,478983],[209086,483426],[209347,536399],[210195,422683],[213240,425464],[213977,284914],[215397,357167],[228122,548919],[228157,499362],[228894,500445],[236294,506117],[236555,554384],[237403,448113],[238140,318064],[243590,454668],[245436,560078],[246916,391167],[248025,321063],[262294,525497],[262555,569256],[263403,471425],[271927,415126],[273036,354170],[280582,578625],[280617,538266],[281354,539349],[283068,356906],[298641,439974],[305719,446951],[308491,389371],[316218,559855],[316479,594375],[317327,514587],[321800,517146],[332675,470263],[341283,420457],[353061,486924],[358015,489681],[386599,513425],[393253,459538],[425581,489798],[448230,514704]
   ]
cell #941 :
  |C| = 70
  W-rep = phi[[2, 2],[3]]
  special rep = phi[[2, 2],[3]] , dim = 70
  orbit = [5, 5, 4]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     70 tau_infinity subcells with 1 member(s)
  subcells = [
     [30714],[39181],[41789],[51126],[52251],[55369],[55703],[59928],[66772],[67986],[68320],[72124],[76245],[77370],[82503],[84148],[85567],[86996],[91117],[96478],[97692],[98026],[103537],[103990],[105844],[113632],[116861],[118506],[119925],[121354],[128047],[130440],[136241],[137886],[139305],[142441],[142894],[144748],[155346],[157017],[163903],[164356],[166210],[171209],[173602],[179403],[187225],[191699],[194521],[196914],[202296],[210853],[211306],[219563],[224341],[227144],[241797],[244619],[251891],[258545],[267797],[276801],[279604],[292083],[303515],[312469],[339425],[346503],[373217],[398228]
   ]
cell #942 :
  |C| = 315
  W-rep = phi[[2, 1],[3, 1]]+phi[[2],[3, 2]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [201743],[202800],[223800],[226591],[227648],[233891],[234149],[234961],[257992],[258133],[259891],[260149],[260961],[268742],[269524],[269782],[276260],[279051],[280108],[287296],[288511],[288769],[293186],[293426],[295456],[296238],[296496],[302974],[305306],[311916],[312057],[313815],[314073],[314885],[323498],[324681],[327984],[329199],[329457],[332262],[335935],[338872],[339013],[341716],[342931],[343189],[347606],[347846],[349876],[350658],[350916],[359717],[363944],[365127],[365636],[368430],[369645],[369903],[371732],[374320],[374560],[377422],[378605],[381908],[383123],[383381],[386186],[399195],[400612],[403422],[404605],[406217],[407908],[409123],[409381],[412177],[416404],[417587],[418096],[420890],[422105],[422363],[432071],[434366],[436737],[437025],[441252],[442435],[442944],[449293],[450710],[453520],[454703],[463216],[464171],[466234],[471638],[472605],[474022],[481316],[483975],[493941],[502778],[509396],[528776],
     [79369,391108],[94678,415067],[100252,425168],[111832,439915],[117131,446892],[117701,447817],[124040,319497],[124374,390850],[125475,459479],[136511,470204],[137081,471129],[141162,476250],[142753,477370],[143526,344877],[143860,414809],[150736,486865],[151064,355573],[152536,489385],[162624,497712],[164215,498832],[164988,371591],[165322,439657],[169723,504753],[169864,445097],[170668,379247],[171512,505847],[172400,380457],[179673,513366],[180243,514291],[181048,515767],[182467,459221],[186684,520243],[193035,524133],[193176,468409],[193980,405247],[194824,525227],[195712,406457],[200627,476077],[200867,530596],[201884,413834],[203967,532845],[209574,536616],[211165,537736],[211938,424051],[212272,486607],[213160,488202],[219010,544312],[219151,493071],[225475,497539],[225715,547750],[226732,438682],[228815,549999],[234721,446365],[236782,554601],[237323,507333],[243133,558491],[243274,511571],[244078,455345],[244922,559585],[245810,456555],[247012,458006],[249768,392796],[252994,520070],[253234,565454],[260721,469677],[262782,569473],[263323,526713],[271470,574018],[271611,531975],[272023,479021],[277935,536443],[278175,577456],[279192,485632],[281275,579705],[283556,357394],[285288,427020],[298184,586635],[298325,549129],[298737,500483],[305815,506378],[306918,554428],[307158,590573],[308979,389859],[314645,512839],[316706,594592],[317247,561071],[319638,392937],[321721,563134],[332771,525758],[333874,569300],[334114,601035],[345018,424192],[352604,607382],[352745,578835],[353157,539387],[355333,426780],[357935,541682],[380217,456315],[386695,560116],[387798,594419],[388038,617747],[393349,517184],[411889,483687],[425677,489894],[448326,514800]
   ]
cell #943 :
  |C| = 315
  W-rep = phi[[2, 1],[3, 1]]+phi[[2],[3, 2]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [201733],[202802],[223710],[226581],[227650],[233889],[234151],[234959],[257982],[258022],[259889],[260151],[260959],[268744],[269522],[269784],[276170],[279041],[280110],[287272],[288509],[288771],[293162],[293424],[295458],[296236],[296498],[302884],[305308],[311906],[311946],[313813],[314075],[314883],[323496],[324683],[327960],[329197],[329459],[332264],[335845],[338862],[338902],[341692],[342929],[343191],[347582],[347844],[349878],[350656],[350918],[359719],[363942],[365129],[368406],[369643],[369905],[371621],[374296],[374558],[377420],[378607],[381884],[383121],[383383],[386188],[399197],[400588],[403420],[404607],[406193],[407884],[409121],[409383],[412179],[416402],[417589],[420866],[422103],[422365],[432047],[434364],[434472],[436713],[437027],[441250],[442437],[449295],[450686],[453518],[454705],[463192],[464169],[466236],[472607],[473998],[481314],[481422],[483977],[493943],[502776],[502884],[509398],[526819],[528778],
     [78998,391110],[94307,415069],[99774,425170],[111461,439917],[117085,446894],[117223,447819],[123811,390848],[123950,319487],[136465,470206],[136603,471131],[141072,476252],[142743,477372],[143297,414807],[143436,344867],[150365,486867],[150953,355571],[162534,497714],[164205,498834],[164759,439655],[164898,371581],[169713,504755],[169753,445095],[170578,379237],[171510,505854],[172289,380455],[179627,513368],[179765,514293],[183197,459481],[186594,520245],[193025,524135],[193065,468407],[193890,405237],[194822,525234],[195601,406455],[200603,476075],[200865,530603],[201773,413832],[209484,536618],[211155,537738],[211709,486605],[211848,424041],[215345,489387],[219000,544314],[219040,493069],[225451,497537],[225713,547757],[226621,438680],[234697,446363],[236692,554603],[243123,558493],[243163,511569],[243988,455335],[244920,559592],[245699,456553],[247314,515769],[249539,459219],[249678,392786],[252970,520068],[253232,565461],[260697,469675],[262692,569475],[271460,574020],[271500,531973],[272325,532847],[277911,536441],[278173,577463],[279081,485630],[282641,488200],[283466,357304],[285177,427018],[298174,586637],[298214,549127],[299039,550001],[306894,554426],[307156,590580],[308064,507331],[308889,389769],[314621,512837],[316616,594594],[318357,457982],[319527,392826],[333850,569298],[334112,601042],[335020,526711],[343737,478997],[344907,424081],[352594,607384],[352634,578833],[353459,579707],[355309,426756],[370451,500459],[377528,506354],[380193,456291],[387774,594417],[388036,617754],[388944,561069],[393651,563136],[403528,525734],[411865,483663],[422911,539363],[427926,541680],[453626,560092],[460027,517160],[488308,541788],[507439,561177]
   ]
cell #944 :
  |C| = 70
  W-rep = phi[[2, 2],[3]]
  special rep = phi[[2, 2],[3]] , dim = 70
  orbit = [5, 5, 4]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     70 tau_infinity subcells with 1 member(s)
  subcells = [
     [55991],[68608],[72570],[85855],[87442],[91972],[92408],[98314],[107481],[109126],[109562],[114835],[120213],[121800],[128599],[130646],[132361],[134215],[139593],[146385],[148030],[148466],[155552],[156076],[158291],[167847],[171761],[173808],[175523],[177377],[185677],[188427],[195073],[197120],[198835],[202502],[203026],[205241],[217962],[219769],[227350],[227874],[230089],[235775],[238525],[245171],[254048],[258751],[261775],[264525],[270422],[279810],[280334],[289409],[294240],[297136],[312675],[315699],[323696],[330097],[339631],[348660],[351556],[364142],[375374],[384021],[410021],[416602],[441450],[464369]
   ]
cell #945 :
  |C| = 315
  W-rep = phi[[2, 1],[3, 1]]+phi[[2],[3, 2]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [269860],[270980],[293675],[296574],[297694],[304572],[304799],[305562],[329535],[329683],[331528],[331755],[332518],[340720],[341415],[341642],[348095],[350994],[352114],[359752],[360833],[361060],[365162],[365383],[367434],[368129],[368356],[374809],[377176],[383459],[383607],[385452],[385679],[386442],[395280],[396290],[399230],[400311],[400538],[403176],[406706],[409459],[409607],[412212],[413293],[413520],[417622],[417843],[419894],[420589],[420816],[429538],[433110],[434120],[434564],[437060],[438141],[438368],[440141],[442470],[442691],[445378],[446388],[449328],[450409],[450636],[453274],[465118],[466269],[468690],[469700],[471164],[472640],[473721],[473948],[476488],[480060],[481070],[481514],[484010],[485091],[485318],[493976],[495747],[497747],[497950],[501522],[502532],[502976],[508280],[509431],[511852],[512862],[520278],[521008],[522535],[526911],[527660],[528811],[534651],[536854],[545109],[551805],[556893],[571765],
     [124662,457932],[144148,478947],[151510,487956],[165610,500409],[172117,506304],[172846,507087],[180862,391186],[181298,457705],[182755,517110],[195429,525684],[196158,526467],[201116,530751],[202878,531566],[203781,415145],[204217,478720],[212560,539313],[212957,425424],[214797,541436],[225964,547905],[227726,548720],[228629,439993],[229065,500182],[234227,553488],[234375,504912],[235210,446970],[236137,554247],[237120,448073],[245527,560042],[246256,560825],[247218,562018],[248933,516883],[253483,565609],[260227,568360],[260375,524292],[261210,470282],[262137,569119],[263120,471385],[268777,530628],[268998,573262],[270008,477860],[272229,574815],[278424,577611],[280186,578426],[281089,486943],[281525,539086],[282549,540426],[288847,583562],[288995,544471],[295491,547782],[295712,585879],[296722,499322],[298943,587432],[305341,505879],[307407,590728],[307972,555366],[314151,593479],[314299,558650],[315134,513444],[316061,594238],[317044,514547],[318449,515802],[321535,459557],[324716,565486],[324937,598641],[332297,525259],[334363,601190],[334928,570238],[343267,604309],[343415,574177],[343829,532880],[349911,577488],[350132,606626],[351142,538226],[353363,608179],[355822,427269],[357732,489641],[369981,612776],[370129,586794],[370543,550034],[377620,554636],[378640,590605],[378861,615353],[380706,456804],[386221,559617],[388287,617902],[388852,595357],[391334,459705],[393555,596884],[403620,569508],[404640,601067],[404861,622029],[415293,487091],[422441,625879],[422589,607541],[423003,579740],[425203,489420],[427834,581511],[447852,514326],[453718,594627],[454738,617779],[454959,632004],[460119,563169],[476285,536651],[488400,541880],[507531,561269]
   ]
cell #946 :
  |C| = 245
  W-rep = phi[[2, 2, 1],[2]]+phi[[2, 2],[2, 1]]
  special rep = phi[[2, 2],[2, 1]] , dim = 140
  orbit = [4, 4, 4, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [34182],[44642],[46387],[59149],[61032],[61432],[74180],[75069],[76634],[78958],[89052],[93502],[94267],[95308],[110656],[111421],[116531],[118242],[123410],[135911],[142177],[149560],[150325],[153120],[163639],[179073],[182392],[183157],[208871],[210589],[214653],[242552],[248419],[277275],[309825],
     [8612,38141],[13024,50953],[15962,58888],[18715,65515],[19115,66737],[21079,71505],[22999,76072],[25661,82086],[26665,84113],[27187,85551],[27930,55104],[29675,90944],[31818,95221],[32218,96443],[35646,103502],[36789,105573],[36910,105828],[38402,71766],[40285,112375],[40685,113597],[42373,116444],[43377,118471],[43899,119909],[48084,127776],[48205,128031],[49061,129453],[49592,130328],[49950,89941],[51515,91506],[52835,135824],[53839,137851],[54361,139289],[56393,142406],[57536,144477],[57657,144732],[63438,155234],[63796,104881],[64561,156982],[65602,112462],[67356,161245],[69010,163868],[70153,165939],[70274,166194],[73203,170938],[73324,171193],[74711,173490],[77954,178986],[82173,129540],[82950,186954],[83071,187209],[83884,137622],[85492,133455],[86257,191664],[88075,194250],[88196,194505],[89583,196802],[93144,202184],[97062,208195],[98716,210818],[102912,217480],[103273,156753],[104523,219451],[107337,161332],[108114,224070],[108235,224325],[110298,227032],[114216,233043],[119850,176617],[120615,241762],[122433,244348],[122554,244603],[127242,185034],[127407,251779],[131486,256462],[131847,191435],[133097,258433],[139230,199929],[139995,267762],[146241,208282],[147018,276530],[147139,276785],[149202,279492],[159034,222150],[159199,291971],[161921,233719],[167703,233130],[168480,303244],[168601,303499],[174648,310386],[175009,241533],[176259,312357],[192454,268552],[197960,337342],[198321,267533],[199571,339313],[205984,274610],[206149,346391],[220609,362765],[224815,303989],[230832,301324],[230997,373105],[254791,326704],[254956,398116],[255901,336781],[288366,362204]
   ]
cell #947 :
  |C| = 553
  W-rep = phi[[3, 2, 1],[1]]+phi[[3, 1, 1],[2]]+phi[[3, 2],[1, 1]]+phi[[3, 1],[2, 1]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     91 tau_infinity subcells with 4 member(s)
  subcells = [
     [61034],[61449],[74182],[76651],[78975],[79497],[89054],[93504],[94284],[95325],[97201],[99997],[100609],[110658],[111438],[116548],[117446],[118351],[118639],[120788],[123412],[135928],[136826],[142286],[142574],[144605],[144898],[149562],[150342],[153122],[163748],[164036],[171066],[173409],[173548],[179090],[179988],[182394],[183174],[194378],[202242],[204833],[208873],[210698],[210986],[215568],[227090],[244476],[279550],
     [31760,144585],[34184,214670],[42315,171046],[42375,116446],[43326,173596],[44644,242569],[46389,248528],[46481,248816],[51532,91523],[52777,194358],[52837,135826],[56342,202290],[56410,142419],[57573,205008],[59151,277384],[59243,277672],[61456,283954],[65619,112479],[67358,161247],[67495,114355],[68959,227138],[69027,163881],[73240,235542],[73341,171203],[74603,238304],[75071,310620],[76658,313259],[77896,244456],[77956,178988],[79473,319996],[82190,129557],[83993,137731],[84281,138019],[85494,133457],[86274,191677],[86430,140168],[88112,261542],[88213,194515],[95332,346634],[97064,208197],[97177,349221],[98665,279598],[98733,210831],[103382,156862],[103670,157150],[105701,166067],[105994,166360],[108252,224335],[114218,233045],[118615,382137],[119852,176619],[120632,241775],[122470,315466],[122571,244613],[127904,187082],[128197,187375],[130247,196721],[130386,196860],[139232,199931],[140012,267775],[144390,416124],[147156,276795],[155153,219370],[155292,219509],[157883,229681],[161923,233721],[168618,303509],[184013,251039],[185269,253640],[216454,286622],
     [8614,38143,107354,161349],[13026,50955,131956,191544],[13118,51209,132244,191832],[15964,58890,146258,208299],[18657,40227,105681,166047],[18717,65517,106427,222259],[19132,66750,67298,224178],[19139,66791,159696,224198],[21081,71507,167720,233147],[23001,76074,175118,241642],[23093,76328,175406,241930],[25603,49003,127884,187062],[25663,81263,82088,185143],[26614,53788,130434,196908],[26682,84126,84920,256570],[26689,84167,131230,256590],[27180,85546,189974,258491],[27204,85561,86206,258539],[27932,55106,192471,268569],[29677,90946,198430,267642],[29769,91200,198718,267930],[31820,95223,145331,274719],[32235,96456,97004,276638],[32242,96497,206646,276658],[35595,64510,155340,219557],[35663,63224,103515,217588],[35670,102656,103556,217608],[36826,70190,158058,229856],[36903,105823,158852,292029],[36927,105838,106715,292077],[37539,107423,108151,294007],[38404,71768,224924,304098],[38496,71860,225212,304386],[40287,112377,166793,301433],[40702,113610,114158,303352],[40709,113651,231494,303372],[43394,118484,119278,310494],[43401,118525,174392,310514],[43892,119904,240072,312415],[43916,119919,120564,312463],[48121,82987,185444,253815],[48198,127060,128026,251837],[48222,81551,128041,251885],[49063,129455,187808,326813],[49484,89475,188206,264304],[49498,130228,189005,327628],[49723,130588,131523,328105],[49952,89943,256696,337576],[51539,91530,259335,340215],[53856,137864,138658,337450],[53863,137905,197704,337470],[54354,139284,266072,339371],[54378,139299,139944,339419],[57650,144727,205802,346449],[57674,144742,145619,346497],[58286,146327,147055,348427],[63330,104415,217741,289188],[63344,154323,155134,286940],[63569,102949,155494,287417],[63798,104883,217714,362999],[64578,156995,157789,362873],[64585,157036,220353,362893],[65119,157898,158713,363652],[65626,112486,292214,373348],[67471,114331,294801,375935],[70267,166189,230650,373163],[70291,166204,167081,373211],[70903,167789,168517,375141],[74617,173390,239103,381552],[74842,173750,174685,382029],[80591,126613,250796,322904],[80605,183869,183994,322701],[81690,126921,185284,323206],[82197,129564,252022,398359],[83064,187204,254609,398174],[83088,187219,188096,398222],[84257,137995,328213,408137],[89489,196702,265103,407552],[89714,197062,197997,408029],[94825,204848,205663,416112],[101959,153767,216469,359007],[103646,157126,287525,432300],[104429,219351,289987,431715],[104654,219711,220646,432192],[105486,165852,363664,440972],[111979,229696,230511,440960],[126627,251020,323003,461695],[127689,186867,323218,463891],[129057,253655,254470,463879],[153876,216707,359019,491813],[154053,286637,286766,491801]
   ]
cell #948 :
  |C| = 553
  W-rep = phi[[3, 2, 1],[1]]+phi[[3, 1, 1],[2]]+phi[[3, 2],[1, 1]]+phi[[3, 1],[2, 1]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     91 tau_infinity subcells with 4 member(s)
  subcells = [
     [61037],[61442],[74185],[76644],[78968],[79488],[89057],[93507],[94277],[95318],[97192],[99988],[100608],[110661],[111431],[116541],[117437],[118252],[118630],[120787],[123415],[135921],[136817],[142187],[142565],[144501],[144897],[149565],[150335],[153125],[163649],[164027],[170962],[173408],[173443],[179083],[179979],[182397],[183167],[194274],[202137],[204824],[208876],[210599],[210977],[215559],[226985],[244372],[279445],
     [34193,214663],[42378,116512],[44653,242562],[46392,248429],[46496,248807],[51525,91516],[52840,135892],[56403,142491],[57618,144490],[59154,277285],[59258,277663],[61461,283850],[65612,112472],[67361,161313],[67486,114346],[69020,163953],[73285,170951],[73332,171283],[74799,173500],[75074,309835],[76663,313155],[77959,179054],[79474,319891],[82183,129550],[83894,137632],[84272,138010],[85497,133460],[86267,191749],[86429,140167],[88157,194263],[88204,194595],[93232,202194],[94981,204906],[95337,345871],[97067,208263],[97178,349116],[98726,210903],[103283,156763],[103661,157141],[105597,165963],[105993,166359],[108243,224415],[110386,227042],[114221,233111],[116204,235440],[118089,238297],[118616,381412],[119855,176622],[120625,241847],[122515,244361],[122562,244693],[127800,186978],[128196,187374],[130246,196720],[130281,196755],[135584,261440],[139235,199934],[140005,267847],[144391,415499],[147147,276875],[149290,279502],[155152,219369],[155187,219404],[157874,229672],[161926,233724],[168609,303589],[178746,315364],[184012,251038],[185260,253631],[216445,286613],
     [8623,38362,107347,161342],[13029,51286,131857,191445],[13133,51489,132235,191823],[15973,59109,146251,208292],[18720,65583,159044,222160],[19125,67147,108196,224083],[19144,67193,159592,224094],[21090,71726,167713,233140],[23004,76405,175019,241543],[23108,76608,175397,241921],[25666,82154,127252,185044],[26675,84198,131568,256475],[26694,84244,189369,256486],[27181,86026,189869,258386],[27195,86029,133185,258443],[27941,55115,192464,268562],[29680,91277,198331,267543],[29784,91480,198709,267921],[31823,95289,205994,274620],[32228,96853,147100,276543],[32247,96899,206542,276554],[35656,102994,103587,217493],[35675,103633,154687,217504],[36871,70235,105586,165952],[36904,105915,221863,291924],[36918,105918,159287,291981],[37538,107973,161005,293905],[38407,71771,224825,303999],[38511,71875,225203,304377],[40290,112443,230842,301334],[40695,114007,168562,303257],[40714,114053,231390,303268],[43387,118556,174730,310399],[43406,118602,239467,310410],[43893,120384,239967,312310],[43907,120387,176347,312367],[48166,83032,127789,186967],[48199,128118,184747,251732],[48213,127495,128121,251789],[49066,129521,254801,326714],[49499,130240,255946,327619],[49680,89671,130338,196812],[49722,130686,189591,328003],[49955,89946,255911,336791],[51544,91535,259231,340111],[53849,137936,198042,337355],[53868,137982,265467,337366],[54355,139764,265967,339266],[54369,139767,199659,339323],[57651,144819,274323,346344],[57665,144822,206237,346401],[58285,146877,207955,348325],[63345,155146,216964,286931],[63526,104611,155244,219461],[63568,154909,155592,287315],[63801,104886,288376,362214],[64571,157067,220691,362778],[64590,157113,290351,362789],[65118,157909,221627,363645],[65275,112135,157956,229754],[65631,112491,291451,372585],[67472,114332,294696,375830],[70268,166281,301037,373058],[70282,166284,231085,373115],[70902,168339,232803,375039],[74618,173402,309870,381543],[74841,173848,239689,381927],[80606,184006,250719,322692],[81689,184511,185295,323199],[81846,129213,185342,253713],[82202,129569,324558,397596],[83065,187296,326417,398069],[83079,187299,255044,398126],[83731,137469,188199,264297],[84258,137996,327488,407412],[89490,196714,336826,407543],[89713,197160,265689,407927],[94824,204859,274087,416105],[101958,216396,216480,359000],[103120,156600,217734,289181],[103647,157127,360638,431575],[104430,219363,362249,431706],[104653,219809,290573,432090],[105487,165853,363039,440347],[111978,229707,300801,440953],[126403,184181,250789,322897],[126628,251032,394899,461686],[127690,186868,395631,463266],[129056,253666,326181,463872],[153877,216708,429062,491759],[154052,286648,359317,491794]
   ]
cell #949 :
  |C| = 553
  W-rep = phi[[3, 2, 1],[1]]+phi[[3, 1, 1],[2]]+phi[[3, 2],[1, 1]]+phi[[3, 1],[2, 1]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     91 tau_infinity subcells with 4 member(s)
  subcells = [
     [78989],[79495],[79533],[94298],[97199],[97237],[99995],[100629],[111452],[116562],[117444],[118637],[118675],[120808],[124092],[135942],[136824],[142572],[143578],[144396],[144508],[144918],[150356],[164034],[165040],[170969],[171379],[173348],[173524],[179104],[179986],[183188],[194281],[194691],[202218],[204916],[210984],[211990],[214684],[215566],[227066],[235450],[242583],[244379],[244789],[249820],[261450],[279526],[315374],
     [34194,284267],[44654,313572],[46429,319972],[46498,248814],[56424,142539],[59191,349197],[59260,277670],[61463,283857],[61478,356062],[67493,114353],[67531,114391],[69041,164001],[73339,171293],[74806,173510],[75111,381493],[76665,313162],[76680,384682],[84279,138017],[84317,138055],[86288,191797],[86450,140188],[88211,194605],[93239,202204],[93295,202553],[95024,204962],[95339,345878],[95354,415992],[95408,204814],[98747,210951],[103668,157148],[103706,157186],[105492,165858],[105604,165970],[106014,166380],[107368,161363],[108250,224425],[110393,227052],[110449,227401],[116247,235496],[118148,448505],[118276,238384],[120646,241895],[122569,244703],[127695,186873],[127807,186985],[128217,187395],[130186,196660],[130362,196836],[133248,258802],[135627,261496],[140026,267895],[142211,270281],[146272,208313],[147154,276885],[149297,279512],[149353,279861],[153882,216713],[155092,219309],[155268,219485],[157966,229764],[163673,296995],[167734,233161],[168616,303599],[176410,312726],[178789,315420],[183952,250978],[185352,253723],[192485,268583],[199722,339682],[210623,351415],
     [8624,38363,160009,224511],[11836,82155,184828,251813],[13066,51287,189950,258467],[13135,51491,132242,191830],[15974,59110,206959,276971],[17571,103575,217223,287325],[19022,65584,221944,292005],[19146,67195,159599,224101],[19161,67135,222468,293915],[21091,71727,231807,303685],[23041,76406,240048,312391],[23110,76610,175404,241928],[25073,127681,251378,323263],[25246,128110,185068,323555],[26696,84246,189376,256493],[27036,84186,256205,328013],[27202,86039,133192,258453],[27240,86018,191469,329956],[27942,55116,259648,340528],[29717,91278,266048,339347],[29786,91482,198716,267928],[32125,95290,274404,346425],[32249,96901,206549,276561],[32264,96841,274928,348335],[34618,153868,216278,286311],[34974,155138,217082,359514],[35677,103635,154694,217511],[36925,105928,159294,291991],[37178,105478,291570,363709],[37351,105907,222184,364001],[37559,107984,161048,293961],[38444,71808,294777,375911],[38513,71877,225210,304384],[40592,112444,301118,373139],[40716,114055,231397,303275],[40731,113995,301642,375049],[43408,118604,239474,310417],[43748,118544,310129,381937],[43914,120397,176354,312377],[43952,120376,241567,383880],[47023,183811,183998,322628],[47407,129640,185250,253621],[48220,127502,128131,251799],[49368,129522,326498,398150],[49687,89678,130348,196822],[49743,130697,189634,328059],[49992,89983,327569,407493],[50043,130232,256064,398992],[51546,91537,259238,340118],[51561,91552,330758,410682],[53870,137984,265474,337373],[54210,137924,337085,407937],[54376,139777,199666,339333],[54414,139756,267567,409880],[57672,144832,206244,346411],[57925,144382,345990,416169],[58098,144811,274644,416461],[58306,146888,207998,348381],[62222,154122,216435,286603],[63533,104618,155254,219471],[63589,154952,155603,287371],[63838,104923,360719,431656],[64592,157115,290358,362796],[64932,157055,362508,432100],[65318,112178,158012,229810],[65633,112493,291458,372592],[65648,112508,363532,440840],[65702,112562,157864,229662],[70289,166294,231092,373125],[70542,165844,372704,441017],[70715,166273,301358,441309],[70923,168350,232846,375095],[74862,173859,239732,381983],[75162,173394,309988,449090],[81889,129256,185398,253769],[82204,129571,324565,397603],[82219,129586,396124,463759],[83086,187309,255051,398136],[83339,186859,397715,463936],[83512,187288,326738,464228],[83790,137528,398407,471817],[83918,137656,188286,264384],[89734,197171,265732,407983],[90034,196706,336944,472402],[102254,216699,429296,491858],[103179,156659,429866,493153],[103307,156787,217821,289268],[104674,219820,290616,432146],[104974,219355,362367,493738],[126462,184240,461551,519169],[126720,251024,395017,519240]
   ]
cell #950 :
  |C| = 553
  W-rep = phi[[3, 2, 1],[1]]+phi[[3, 1, 1],[2]]+phi[[3, 2],[1, 1]]+phi[[3, 1],[2, 1]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     91 tau_infinity subcells with 4 member(s)
  subcells = [
     [78992],[79468],[79486],[94301],[97172],[97190],[99986],[100618],[111455],[116565],[117435],[118610],[118628],[120797],[124081],[135945],[136815],[142563],[143567],[144385],[144499],[144907],[150359],[164025],[165029],[170960],[171368],[173347],[173513],[179107],[179977],[183191],[194272],[194680],[202207],[204915],[210975],[211979],[214687],[215557],[227055],[235449],[242586],[244370],[244778],[249809],[261449],[279515],[315373],
     [34197,284256],[44657,313561],[46393,319961],[46507,248805],[56427,93461],[59155,349186],[59269,277661],[61424,356061],[61466,283848],[67466,114326],[67484,114344],[69044,110615],[73330,116469],[74717,118234],[75075,381482],[76626,384681],[76668,313153],[84252,137990],[84270,138008],[86291,133414],[86439,140177],[88202,135849],[93150,142169],[93284,142482],[94790,144322],[94926,144481],[95300,415991],[95342,345869],[98750,149519],[103641,157121],[103659,157139],[105481,165847],[105595,165961],[106003,166369],[107371,161366],[108241,161270],[110304,163631],[110438,163944],[116149,170942],[118139,448504],[118172,173450],[120649,176576],[122560,179011],[127684,186862],[127798,186976],[128206,187384],[130185,196659],[130351,196825],[133237,191740],[135529,194254],[140029,199888],[142107,202144],[146275,208316],[147145,208220],[149208,210581],[149342,210894],[153871,216702],[155091,219308],[155257,219474],[157965,229763],[163569,226992],[167737,233164],[168607,233068],[176399,241838],[178691,244352],[183951,250977],[185351,253722],[192488,268586],[199711,267838],[210519,279452],
     [8627,19595,159998,224500],[13030,27707,189939,258456],[13144,27821,132233,191821],[15977,32698,206948,276960],[18721,37059,221933,291994],[19107,38158,222467,293914],[19149,38200,159590,224092],[21094,41165,231796,303674],[23005,44419,240037,312380],[23119,44533,175395,241919],[25667,48354,184817,251802],[26657,49867,256204,328012],[26699,49909,189367,256484],[27175,51225,191365,258393],[27193,51243,133103,191427],[27945,55119,259637,340517],[29681,54881,266037,339336],[29795,54995,198707,267919],[31824,57806,274393,346414],[32210,58905,274927,348334],[32252,58947,206540,276552],[35638,63713,217222,287324],[35680,63755,154685,217502],[36701,65146,291569,363708],[36898,65522,222080,291931],[36916,65540,159205,222142],[37548,67138,160950,224074],[38408,71772,294766,375900],[38522,71886,225201,304375],[40291,70423,301107,373128],[40677,71522,301641,375048],[40719,71564,231388,303266],[43369,74986,310128,381936],[43411,75028,239465,310408],[43887,76344,241463,312317],[43905,76362,176265,241525],[47996,81717,251377,323262],[48193,82093,184964,251739],[48211,82111,127413,185026],[49067,83220,326487,398139],[49493,83763,256052,327689],[49598,83876,89589,137614],[49732,84189,189536,256466],[49956,89947,327558,407482],[51507,91498,330757,410681],[51549,91540,259229,340109],[53831,89858,337084,407936],[53873,89900,265465,337364],[54349,91216,267463,339273],[54367,91234,199577,267525],[57448,94852,345989,416168],[57645,95228,274540,346351],[57663,95246,206155,274602],[58295,96844,207900,276534],[62359,101986,216277,286310],[63339,103152,217070,287001],[63444,103265,104529,156745],[63578,103578,154854,217484],[63802,104887,360708,431645],[64553,104798,362507,432099],[64595,104840,290349,362787],[65084,105418,111944,165784],[65220,105577,112080,165943],[65594,112454,363531,440839],[65636,112496,291449,372583],[70065,112006,372703,441016],[70262,112382,301254,373065],[70280,112400,231003,301316],[70912,113998,232748,303248],[74612,118121,309976,381613],[74851,118547,239634,310390],[80600,126435,183799,250654],[81655,127621,129022,186799],[81791,127780,129158,186958],[82165,129532,396123,463758],[82207,129574,324556,397594],[82862,129084,397714,463935],[83059,129460,326634,398076],[83077,129478,254962,326696],[83781,137519,398406,471816],[83814,130288,137552,196762],[89484,137501,336932,407613],[89723,137927,265634,337346],[101924,153808,154018,216639],[102165,154080,429295,491857],[103170,156650,429865,493152],[103203,155194,156683,219411],[104424,156632,362355,431776],[104663,157058,290518,362769],[126453,184231,461550,519168],[126622,184213,395005,461756]
   ]
cell #951 :
  |C| = 553
  W-rep = phi[[3, 2, 1],[1]]+phi[[3, 1, 1],[2]]+phi[[3, 2],[1, 1]]+phi[[3, 1],[2, 1]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     91 tau_infinity subcells with 4 member(s)
  subcells = [
     [61039],[61434],[74187],[76636],[78960],[79478],[89059],[93509],[94269],[95310],[97182],[99978],[100607],[110663],[111423],[116533],[117427],[118244],[118620],[120786],[123417],[135913],[136807],[142179],[142555],[144491],[144896],[149567],[150327],[153127],[163641],[164017],[170952],[173407],[173442],[179075],[179969],[182399],[183159],[194264],[202136],[204823],[208878],[210591],[210967],[215549],[226984],[244362],[279444],
     [34198,214655],[42380,73474],[44658,242554],[46394,248421],[46506,248797],[51517,91508],[52842,88346],[56395,93429],[57538,94954],[59156,277277],[59268,277653],[61465,283840],[65604,112464],[67363,108385],[67476,114336],[69012,110583],[73205,116177],[73322,116461],[74709,118226],[75076,309827],[76667,313145],[77961,122704],[79475,319890],[82175,129542],[83886,137624],[84262,138000],[85499,133462],[86259,133382],[86428,140166],[88077,135557],[88194,135841],[93142,142161],[94882,144418],[95341,345861],[97069,147289],[97179,349115],[98718,149487],[103275,156755],[103651,157131],[105587,165953],[105992,166358],[108233,161262],[110296,163623],[114223,168751],[116105,170879],[118077,173355],[118617,381411],[119857,176624],[120617,176544],[122435,178719],[122552,179003],[127790,186968],[128195,187373],[130245,196719],[130280,196754],[135485,194191],[139237,199936],[139997,199856],[144392,415498],[147137,208212],[149200,210573],[155151,219368],[155186,219403],[157873,229671],[161928,233726],[168599,233060],[178647,244289],[184011,251037],[185259,253630],[216444,286612],
     [8628,19596,107339,161334],[13031,27708,131849,191437],[13143,27820,132225,191813],[15978,32699,146243,208284],[18722,37060,159036,222152],[19117,38168,108116,160978],[19148,38199,159582,224084],[21095,41166,167705,233132],[23006,44420,175011,241535],[23118,44532,175387,241911],[25668,48355,127244,185036],[26667,49877,131488,189564],[26698,49908,189359,256476],[27182,51232,189868,258385],[27185,51235,133095,191419],[27946,55120,192456,268554],[29682,54882,198323,267535],[29794,54994,198699,267911],[31825,57807,205986,274612],[32220,58915,147020,207928],[32251,58946,206532,276544],[35648,63723,102914,154882],[35679,63754,154677,217494],[36791,65248,70155,112108],[36905,65529,221862,291923],[36908,65532,159197,222134],[37537,67127,160906,224011],[38409,71773,224817,303991],[38521,71885,225193,304367],[40292,70424,230834,301326],[40687,71532,168482,232776],[40718,71563,231380,303258],[43379,74996,174650,239662],[43410,75027,239457,310400],[43894,76351,239966,312309],[43897,76354,176257,241517],[48086,81819,82952,129186],[48200,82100,184746,251731],[48203,82103,127405,185018],[49068,83221,254793,326706],[49500,83770,255945,327618],[49590,83868,89581,137606],[49721,84178,189492,256403],[49957,89948,255903,336783],[51548,91539,259221,340101],[53841,89868,197962,265662],[53872,89899,265457,337356],[54356,91223,265966,339265],[54359,91226,199569,267517],[57652,95235,274322,346343],[57655,95238,206147,274594],[58284,96833,207856,276471],[63346,103159,216963,286930],[63436,103257,104521,156737],[63567,103567,154810,217421],[63803,104888,288368,362206],[64563,104808,220611,290546],[64594,104839,290341,362779],[65117,105470,221615,291505],[65176,105514,112036,165880],[65635,112495,291441,372575],[67473,114333,294695,375829],[70269,112389,301036,373057],[70272,112392,230995,301308],[70901,113987,232704,303185],[74619,118128,309869,381542],[74840,118536,239590,310327],[80607,126442,250718,322691],[81688,127673,184499,251313],[81747,127717,129114,186895],[82206,129573,324548,397586],[83066,129467,326416,398068],[83069,129470,254954,326688],[83719,130193,137457,196667],[84259,137997,327487,407411],[89491,137508,336825,407542],[89712,137916,265590,337283],[94823,144374,274075,345925],[101957,153860,216384,286381],[103108,155099,156588,219316],[103648,157128,360637,431574],[104431,156639,362248,431705],[104652,157047,290474,362706],[105488,165854,363038,440346],[111977,165836,300789,372639],[126391,183959,184169,250985],[126629,184220,394898,461685],[127691,186869,395630,463265],[129055,186851,326169,397650],[153878,216709,429061,491758],[154051,216691,359305,429231]
   ]
cell #952 :
  |C| = 553
  W-rep = phi[[3, 2, 1],[1]]+phi[[3, 1, 1],[2]]+phi[[3, 2],[1, 1]]+phi[[3, 1],[2, 1]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     91 tau_infinity subcells with 4 member(s)
  subcells = [
     [79359],[79557],[94668],[97261],[100445],[100702],[111822],[116607],[117894],[118699],[120881],[124617],[124923],[125465],[135987],[137274],[142634],[144103],[144516],[144991],[147454],[150726],[152408],[152729],[164096],[165565],[170977],[171452],[173534],[174037],[177070],[179149],[180436],[182710],[194289],[194764],[202228],[204896],[204910],[211046],[212515],[227076],[235444],[238301],[244387],[244862],[261444],[279536],[315368],
     [22562,173499],[30704,142467],[30902,202193],[31602,273251],[31684,204949],[39171,163929],[39369,227041],[41982,171202],[42239,235483],[43236,238376],[46488,182326],[51116,191725],[52444,194514],[52701,261483],[55946,202453],[56252,270273],[59250,208805],[59918,210879],[60116,279501],[61508,214393],[61587,214594],[66644,161408],[66965,224334],[67555,114415],[68563,227301],[68869,296987],[76235,241823],[76710,242292],[76789,242493],[77563,244612],[77820,315407],[79573,248506],[84341,138079],[85810,258702],[86523,140261],[91107,267823],[95384,274798],[96350,208358],[96671,276794],[97277,277362],[98269,279761],[98575,351407],[100697,283883],[103730,157210],[105612,165978],[106087,166453],[108550,168916],[113504,233206],[113825,303508],[118715,310598],[120168,312626],[120876,313188],[127815,186993],[128290,187468],[130372,196846],[130875,197349],[133908,200382],[139548,339582],[144986,346563],[155278,219495],[155781,219998],[157946,229744],[157960,229758],[173434,381571],[185332,253703],[185346,253717],[188203,264301],[216517,286685],[217738,289185],[250793,322901],
     [12587,29238,130337,196811],[13125,51216,85426,191892],[17601,62947,103563,217519],[17799,36245,155243,219460],[18499,40069,220791,299965],[18581,40151,157999,229797],[19191,66798,107077,224109],[19270,67111,107278,224584],[23100,76335,119784,241990],[25270,47830,128040,251788],[25286,81241,128105,251823],[25445,48845,252046,325345],[25527,48927,185385,253756],[26524,53698,188278,264376],[27066,84174,84643,256501],[27264,51314,85560,258442],[27280,85625,131934,258477],[29776,91207,139164,267990],[32294,96504,145981,276569],[32373,96817,146182,277044],[34527,101735,216477,359004],[34665,62495,286428,359181],[35194,102585,155502,287319],[35199,63148,155503,287358],[35505,64420,217813,289260],[37375,66125,105837,291980],[37391,105902,106405,292015],[37627,107431,159625,293909],[37632,67222,107432,293948],[38503,71867,161855,233653],[40761,113658,167443,303283],[40840,113971,167644,303758],[43778,118532,119001,310425],[43976,76433,119918,312366],[43992,119983,175096,312401],[46927,80415,250811,394647],[47542,126983,185292,323203],[47680,81461,185650,323547],[50263,130596,131159,328007],[50268,84844,130597,328046],[50574,86116,132334,329948],[51591,91582,192194,268292],[51670,91661,192395,268493],[54240,137912,138381,337381],[54438,91305,139298,339322],[54454,139363,198408,339357],[58122,95831,144741,346400],[58138,144806,145309,346435],[58374,146335,206575,348329],[58379,96928,146336,348368],[62827,102534,217756,359461],[64962,157043,157512,362804],[65678,112538,222338,301512],[65837,157906,158775,363649],[65975,106625,158264,363993],[67571,114431,224902,304076],[70739,112985,166203,373114],[70755,166268,166771,373149],[70991,167797,231423,375043],[70996,114082,167798,375082],[75382,173758,174321,381931],[75387,119202,173759,381970],[75693,120474,175496,383872],[82249,129616,185222,326892],[83536,130063,187218,398125],[83552,187283,187786,398160],[84357,138095,256674,337554],[84523,131108,188221,398939],[86518,140256,259264,340144],[90254,197070,197633,407931],[90259,138582,197071,407970],[90565,139854,198808,409872],[95543,204856,205725,416109],[95681,145529,205214,416453],[103746,157226,217692,362977],[105194,219719,220282,432094],[105199,157713,219720,432133],[106082,166448,292143,373277],[112697,229704,230573,440957],[112835,166991,230062,441301],[118881,174270,238319,449037],[128285,187463,251951,398288],[129775,253663,254532,463876],[129913,188006,254021,464220],[130272,196746,327647,407571],[138261,197582,264319,472349],[154257,286645,286828,491798],[155178,219395,286959,431734],[157392,220231,289203,493685],[184038,251064,322720,461714],[184402,251241,322919,519187]
   ]
cell #953 :
  |C| = 553
  W-rep = phi[[3, 2, 1],[1]]+phi[[3, 1, 1],[2]]+phi[[3, 2],[1, 1]]+phi[[3, 1],[2, 1]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     91 tau_infinity subcells with 4 member(s)
  subcells = [
     [151777],[152133],[152191],[173113],[176795],[176853],[181604],[182024],[196425],[202769],[204523],[205547],[206291],[208503],[213789],[215064],[227617],[229371],[236081],[237952],[238572],[239023],[239166],[246523],[248764],[249239],[262081],[263952],[270469],[270920],[273508],[274043],[277620],[280077],[281831],[284726],[297183],[297634],[306227],[309258],[316005],[317876],[333183],[342219],[351603],[352054],[368933],[387107],[421393],
     [43561,309852],[57526,273468],[57584,345313],[72837,235846],[73193,306187],[73251,377924],[74701,309276],[79682,320333],[87709,261846],[88065,333143],[88123,403924],[92714,270606],[93134,342237],[97386,349558],[100786,356229],[100856,284200],[107748,294311],[109868,297320],[110288,368951],[115667,306354],[120965,384849],[121035,313505],[122067,315770],[122423,387067],[122481,454022],[124961,320073],[125000,391718],[127549,255098],[132192,259018],[132667,330281],[133633,200107],[133691,200165],[135047,333310],[145695,416730],[146652,348731],[147492,349298],[147531,419237],[148772,351740],[149192,421411],[154386,290050],[158597,230395],[159341,231139],[160468,366175],[161553,233351],[168114,375445],[174075,382214],[174773,449557],[175354,312942],[175829,384205],[178209,387234],[183932,323066],[184467,326137],[185983,254354],[188474,264572],[188925,265023],[189068,265166],[198666,339898],[199141,410205],[205688,479906],[207418,418635],[216352,359273],[218009,289456],[218460,289907],[221048,300222],[221583,300757],[225160,304334],[232266,443483],[252303,325602],[255334,336214],[287799,361637],
     [17384,64745,216946,362231],[17550,102857,154573,359952],[24674,126183,183892,394623],[24732,80841,250701,394881],[25197,127270,184661,395425],[26849,54023,255928,336808],[27015,131431,189255,399430],[27389,86003,190311,330595],[34513,101779,216370,428980],[35059,154346,154415,429408],[35117,102960,154704,429666],[36779,70143,221008,300182],[36837,70201,290893,372027],[37302,159062,221777,433255],[37716,107607,222635,366048],[37786,107946,159942,294546],[43727,174593,239353,449528],[44101,120361,240409,384519],[47528,127027,184485,461830],[47718,127137,185748,323743],[48074,82940,252263,325562],[48132,82998,324000,397038],[49582,89573,255352,336232],[50128,189028,189097,464988],[50186,131534,189386,465246],[50612,132432,190051,330144],[50651,132446,256914,401115],[54189,197905,265353,472840],[54563,139741,266409,410519],[58049,206012,274237,480205],[58463,146511,275095,418508],[58533,146850,206892,348966],[63008,102902,218146,359912],[63428,104513,287817,361655],[64911,220554,290237,494176],[65823,158819,221601,494662],[66013,158362,158929,364189],[66369,108104,160154,366008],[66427,108162,160229,434868],[67680,114540,295138,376272],[70666,230860,300951,501667],[71080,167973,301809,443356],[71150,168312,231740,375680],[75247,239126,239195,508150],[75305,174696,239484,508408],[75731,175594,240149,384068],[75770,175608,310838,451213],[81309,127397,252430,395443],[81627,188172,323824,464497],[83463,254819,326331,521153],[84704,131476,188611,399390],[85124,133087,190540,401133],[86607,140345,330925,410849],[86677,140415,259581,340461],[90119,265126,265195,527530],[90177,198008,265484,527788],[90603,198906,266149,410068],[90642,198920,337794,474525],[95529,205769,274061,533566],[95719,205312,205879,416649],[96075,147008,207104,418468],[96133,147066,207179,481818],[103037,220734,359981,494205],[105059,290010,290079,544979],[105117,220657,290368,545237],[106473,159189,221175,433273],[106791,167157,364270,441578],[108588,168954,294878,376012],[108627,168993,366777,444085],[112683,230617,300775,550720],[112873,230160,230727,441497],[113229,168470,231952,443316],[113287,168528,232027,503280],[119062,174638,238709,449488],[119482,176249,240638,451231],[126805,323026,323095,564989],[126946,254495,395126,520854],[129761,254576,326155,566029],[129951,254119,254686,464416],[130913,197387,328290,408214],[131611,198085,399459,472869],[138442,197950,264709,472800],[138862,199561,266638,474543],[145377,206139,273635,480223],[153792,286791,358974,543681],[154243,286872,359291,583191],[155819,220036,287602,432377],[157573,220599,289593,494136],[158738,230536,432956,501368],[166839,230987,300349,501685],[187854,254946,325729,521171]
   ]
cell #954 :
  |C| = 455
  W-rep = phi[[3, 1, 1],[2]]+phi[[3, 1],[2, 1]]+phi[[1, 1, 1],[4]]+phi[[1, 1],[4, 1]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     35 tau_infinity subcells with 1 member(s)
     140 tau_infinity subcells with 2 member(s)
     35 tau_infinity subcells with 4 member(s)
  subcells = [
     [111678],[111692],[134652],[134666],[137134],[156513],[156527],[162060],[162169],[162677],[182263],[186120],[186229],[186737],[192550],[192730],[208742],[214384],[214522],[216619],[218525],[218705],[225406],[242283],[242421],[248497],[250880],[252925],[274789],[277353],[283894],[310589],[313199],[346574],[381645],
     [19696,225307],[25783,252826],[28037,259853],[28051,192692],[34738,286508],[35903,288473],[35917,218667],[38639,225434],[46937,322620],[47753,323460],[47767,251681],[48530,252953],[50972,329161],[50986,257649],[62131,286305],[62837,359506],[62938,217414],[63076,287255],[66048,363906],[66062,291873],[66825,293145],[76091,383085],[76105,311573],[79215,125321],[79229,125335],[79309,181534],[81097,323257],[81232,251719],[84533,398984],[84634,256396],[84772,327943],[85363,191209],[90963,409085],[90977,338529],[94524,150582],[94538,150596],[94618,204453],[95754,416366],[95768,346293],[96531,347565],[100305,152589],[100382,151826],[102596,287227],[106261,363703],[106396,291911],[107068,223345],[107206,223853],[111772,229301],[112908,441214],[112922,373007],[113685,374279],[115272,177814],[115286,177828],[115986,235311],[117754,180296],[117831,173162],[118891,449082],[118992,310320],[119130,381867],[119721,241307],[124545,181672],[125415,249169],[129986,464133],[130000,398018],[131170,327915],[131925,257687],[135366,261311],[137211,196474],[138271,472394],[138372,337276],[138510,407867],[139101,267307],[140598,209010],[140707,209119],[141215,209627],[141951,203477],[144031,204591],[145165,416163],[145300,346331],[145972,275805],[146110,276313],[150676,281761],[152358,284130],[152666,215113],[157402,493730],[157503,362699],[157641,432030],[159636,293117],[161792,233590],[163413,228325],[165493,229439],[166627,441011],[166762,373045],[167434,302519],[167572,303027],[169238,242648],[169418,242828],[170213,236327],[170721,236835],[174332,381839],[175087,311611],[177020,313435],[178528,315235],[180373,246572],[182638,249307],[184412,519232],[185213,326883],[187642,463930],[187777,398056],[192185,268283],[192323,268421],[193525,262327],[194033,262835],[197644,407839],[198399,338567],[200558,277866],[201438,271165],[206586,347537],[210363,280785],[212443,281899],[216862,491852],[217683,362968],[220293,432002],[222329,301503],[224893,304067],[226286,297879],[231434,374251],[234652,306849],[243623,316251],[244131,316759],[250686,461788],[251962,398299],[256665,337545],[259275,340155],[260652,333805],[278746,352299],[287033,431808],[292154,373288],[314576,387729],[327721,407645],
     [14579,32799,200459,277767],[21361,44749,233853,313777],[21375,44763,169380,242790],[30172,59386,200586,277894],[30560,56650,269486,342893],[30574,56664,201400,271127],[30654,92644,141762,269874],[39027,69267,296200,369607],[39041,69281,226248,297841],[39121,109798,163224,296588],[41842,73649,234680,306877],[41919,72886,170444,305605],[51066,132597,191020,329549],[52304,88521,260680,333833],[52381,87758,193756,332561],[55874,92782,201664,341675],[59774,98973,350620,422067],[59788,98987,278708,352261],[59868,148702,210174,351008],[66594,159872,160787,293776],[66902,107797,223576,365426],[68491,109936,226512,368389],[76185,175759,241118,383473],[77423,122879,314604,387757],[77500,122116,243854,386485],[85738,132735,257913,400571],[91057,199071,267118,409473],[96300,206822,207737,348196],[96608,146701,276036,417886],[98197,148840,278972,420849],[113454,231670,232585,374910],[113762,168163,302750,442734],[120096,175897,311837,450669],[133858,200332,259511,340391],[139476,199209,338793,473981]
   ]
cell #955 :
  |C| = 70
  W-rep = phi[[2, 2],[3]]
  special rep = phi[[2, 2],[3]] , dim = 70
  orbit = [5, 5, 4]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     70 tau_infinity subcells with 1 member(s)
  subcells = [
     [15007],[20124],[21660],[27615],[28336],[30269],[30501],[33227],[37922],[38736],[38968],[41458],[44327],[45048],[48627],[49841],[50913],[51920],[54789],[58669],[59483],[59715],[63687],[64046],[65475],[71286],[73746],[74960],[76032],[77039],[82046],[83966],[88618],[89832],[90904],[93393],[93752],[95181],[103355],[104772],[110547],[110906],[112335],[116404],[118324],[122976],[129413],[133346],[135784],[137704],[142259],[149451],[149810],[156835],[161205],[163721],[176508],[178946],[185116],[191517],[199820],[208155],[210671],[222232],[233003],[241615],[267615],[274692],[301406],[326786]
   ]
cell #956 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[3]]+phi[[2, 1],[3, 1]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [61351],[74499],[79249],[89371],[94008],[94558],[100309],[100402],[101155],[111162],[111712],[115306],[116709],[117758],[117851],[123729],[124549],[125355],[134686],[136089],[137138],[137231],[141010],[141219],[141971],[142684],[144035],[150066],[150616],[151846],[152593],[152686],[156547],[162472],[162681],[163433],[164146],[165497],[169422],[169654],[170725],[173182],[177848],[179251],[180300],[180393],[181676],[182283],[182642],[186532],[186741],[192734],[192966],[194037],[196494],[201442],[203497],[204595],[208762],[209422],[209631],[210383],[211096],[212447],[213716],[214526],[215133],[218709],[218941],[226290],[228345],[229443],[236630],[236839],[237879],[242425],[242832],[243064],[244135],[246592],[248501],[249311],[262630],[262839],[263879],[270147],[271169],[271401],[277357],[278750],[280805],[281903],[284653],[296861],[297883],[298115],[310593],[316554],[316763],[317803],[320260],[349485],[351281],[352303],[352535],
     [10119,171504],[13921,194816],[14776,200859],[19893,225707],[21395,233883],[21823,234953],[23896,244914],[25980,253226],[28071,259883],[28499,260953],[30176,200596],[30594,269516],[32996,278167],[35937,288503],[38085,293418],[38643,225444],[39061,296230],[41846,234690],[41939,170516],[42692,307150],[44783,313807],[45211,314877],[47787,323490],[48534,252963],[51006,329191],[52308,260690],[52401,193828],[53154,334106],[55878,201674],[56684,342923],[58832,347838],[59390,277904],[59808,350650],[63080,287265],[66082,363936],[66829,293155],[66922,223648],[68495,226522],[69301,369637],[71449,374552],[72906,377414],[73653,306887],[76125,383115],[77427,314614],[77520,243926],[78273,388030],[81236,251723],[84776,327953],[85383,191229],[85742,257923],[87778,403414],[88525,333843],[90997,409115],[92786,341685],[95788,416396],[96535,347575],[96628,276108],[98201,278982],[99007,422097],[106400,291915],[107210,223857],[107817,434358],[109940,368399],[112942,441244],[113689,374289],[113782,302822],[115594,305647],[119134,381877],[119741,241327],[120100,311847],[122136,453512],[122883,387767],[130020,464163],[131929,257691],[132739,400581],[134974,332603],[138514,407877],[139121,267327],[139480,338803],[145304,346335],[146114,276317],[146721,481308],[148844,420859],[157645,432040],[160395,365468],[161812,233610],[166766,373049],[167576,303031],[168183,502770],[175091,311615],[175901,450679],[178136,386527],[187781,398060],[190238,329822],[192327,268425],[198403,338571],[199213,473991],[207345,417928],[217687,362972],[224897,304071],[232193,442776],[240336,383746],[256669,337549],[266336,409746],[295065,376199]
   ]
cell #957 :
  |C| = 70
  W-rep = phi[[2, 2],[3]]
  special rep = phi[[2, 2],[3]] , dim = 70
  orbit = [5, 5, 4]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     70 tau_infinity subcells with 1 member(s)
  subcells = [
     [22054],[28730],[30859],[38316],[39326],[41551],[42171],[45442],[51271],[52013],[52633],[55426],[59063],[60073],[64139],[65568],[67154],[68043],[71680],[76390],[77132],[77752],[82139],[82560],[84205],[91262],[93845],[95274],[96860],[97749],[103594],[105688],[110999],[112428],[114014],[116497],[116918],[118563],[127891],[129506],[135877],[136298],[137943],[142498],[144592],[149903],[157074],[161298],[163960],[166054],[171053],[179039],[179460],[187069],[191756],[194365],[208248],[210910],[217595],[224185],[233096],[241854],[244463],[256577],[267854],[276645],[303359],[310501],[337457],[362880]
   ]
cell #958 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[3]]+phi[[2, 1],[3, 1]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [100486],[117935],[124492],[137315],[143246],[143978],[151578],[151696],[152770],[164708],[165440],[169982],[171593],[172914],[173032],[180477],[181501],[182585],[193294],[194905],[196226],[196344],[200948],[201184],[202002],[202807],[204420],[211658],[212390],[213898],[214865],[214983],[219269],[225796],[226032],[226850],[227655],[229268],[233934],[234156],[235278],[238061],[243392],[245003],[246324],[246442],[247945],[248683],[249136],[253315],[253551],[259934],[260156],[261278],[264061],[269567],[271729],[272956],[277539],[278256],[278492],[279310],[280115],[281728],[283164],[284097],[284835],[288554],[288776],[296281],[298443],[299670],[307239],[307475],[308587],[313402],[313858],[314080],[315202],[317985],[320050],[320983],[334195],[334431],[335543],[341999],[342974],[343196],[349275],[350701],[352863],[354090],[357002],[368713],[369688],[369910],[382191],[388119],[388355],[389467],[391963],[419482],[421173],[422148],[422370],
     [22115,236131],[28791,262131],[30353,268992],[38820,295706],[41401,304566],[42023,305556],[45503,316055],[48711,324931],[51863,331522],[52485,332512],[55251,268749],[55821,341409],[59567,350126],[63989,360827],[67006,365377],[67868,295463],[68438,368123],[72638,305313],[72756,235042],[73830,378855],[76982,385446],[77604,386436],[81418,395274],[82385,324688],[85685,400305],[87510,332269],[87628,261042],[88702,404855],[92611,269789],[93695,413287],[96712,417837],[97574,349883],[98144,420583],[102799,359724],[106582,433104],[107549,365134],[107667,293507],[109765,296503],[110849,438135],[113866,442685],[115776,445372],[116743,378612],[120043,450403],[121868,386193],[121986,314966],[123060,454953],[127114,323541],[131373,399202],[132111,258251],[132564,329464],[135156,468684],[136123,404612],[139423,473715],[141703,412184],[145486,480054],[146453,417594],[146571,347927],[148669,350923],[149753,485085],[158906,363987],[159839,293743],[160577,495741],[163165,437032],[166948,501516],[167915,442442],[168033,374641],[170276,377465],[174535,449300],[175273,312175],[175726,383388],[178318,511846],[179285,454710],[187963,521002],[190028,329242],[190961,466241],[193588,403465],[197847,472612],[198585,339131],[199038,409388],[205856,416447],[206789,348163],[207527,534645],[210115,483982],[220496,493948],[223408,434409],[225079,304253],[230704,441295],[231637,374877],[232375,551799],[240126,383166],[241059,509403],[243686,453563],[254663,464214],[257159,400895],[259478,340358],[266126,409166],[267059,528783],[275868,481359],[287579,432354],[294855,375989],[302582,502821],[311083,450993],[328267,408191],[338039,474305],[367022,444330]
   ]
cell #959 :
  |C| = 70
  W-rep = phi[[2, 2],[3]]
  special rep = phi[[2, 2],[3]] , dim = 70
  orbit = [5, 5, 4]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     70 tau_infinity subcells with 1 member(s)
  subcells = [
     [15188],[20305],[21929],[27796],[28605],[30328],[30829],[33408],[38191],[38795],[39296],[41521],[44508],[45317],[48686],[49900],[51241],[51983],[54970],[58938],[59542],[60043],[63746],[64109],[65538],[71555],[73805],[75019],[76360],[77102],[82109],[83874],[88677],[89891],[91232],[93452],[93815],[95244],[103263],[104831],[110606],[110969],[112398],[116467],[118232],[123035],[129476],[133405],[135847],[137612],[142167],[149510],[149873],[156743],[161268],[163629],[176567],[179009],[185024],[191425],[199879],[208218],[210579],[222140],[233066],[241523],[267523],[274600],[301314],[326694]
   ]
cell #960 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[3]]+phi[[2, 1],[3, 1]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [100461],[117910],[124612],[137290],[142650],[144098],[151601],[151739],[152745],[164112],[165560],[171447],[172937],[173075],[180452],[181423],[182342],[182705],[194759],[196249],[196387],[201207],[202128],[202731],[204342],[208821],[211062],[212510],[214589],[214888],[215026],[226055],[226976],[227579],[229190],[234136],[234500],[235430],[242488],[244857],[246347],[246485],[247968],[248409],[249058],[253574],[260136],[260500],[261430],[268977],[270198],[272979],[277265],[278515],[279436],[280039],[281650],[283282],[283360],[288756],[289120],[295691],[296912],[299693],[304717],[307498],[308705],[308783],[309815],[314060],[314424],[315354],[321006],[324916],[331673],[334454],[335661],[335739],[342776],[343176],[343540],[350111],[351332],[354113],[357120],[357198],[360978],[369490],[369890],[370254],[378840],[385597],[388378],[389585],[389663],[392081],[404840],[413438],[419600],[421950],[422350],[422714],[438286],[454938],[485236],
     [41998,171267],[42157,305970],[52460,194579],[52619,332926],[55274,268937],[55412,340848],[55941,202452],[66981,224399],[67891,295651],[68029,367562],[68558,227300],[72046,304735],[72661,235390],[72799,235748],[77579,244677],[77738,386850],[82408,324876],[82546,396418],[85442,191908],[85805,258701],[86918,331691],[87533,261390],[87671,261748],[92533,270216],[96687,276859],[97597,350071],[97735,420022],[98264,279760],[102822,360483],[103912,360996],[107273,224579],[107572,293855],[107710,294213],[109687,296930],[113841,303573],[116766,378800],[116904,446516],[119800,242006],[120163,312625],[121276,385615],[121891,315314],[122029,315672],[127232,324363],[127310,395957],[131396,327333],[131837,258377],[132486,329891],[136146,404800],[136284,469828],[139180,268006],[139543,339581],[141726,412943],[142816,413456],[146177,277039],[146476,348275],[146614,348633],[148591,351350],[159024,291256],[159102,363365],[161871,233669],[163188,437791],[164278,438304],[167639,303753],[167938,374989],[168076,375347],[170394,378287],[170472,446055],[174558,381257],[174999,312301],[175648,383815],[179308,454898],[179446,512990],[190984,467000],[192390,268488],[193706,404287],[193784,469367],[197870,407257],[198311,339257],[198960,409815],[205974,345676],[206052,415825],[210138,484741],[211228,485254],[220519,431420],[223526,435231],[223604,496424],[224805,303979],[230822,372390],[230900,440673],[241082,510162],[243804,454385],[243882,512529],[254781,397401],[254859,463592],[255891,336771],[257277,401672],[267082,529542],[275986,482181],[276064,535328],[288356,362194],[302700,503643],[302778,552482],[311201,451770],[338157,475082],[367140,444448]
   ]
cell #961 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[3]]+phi[[2, 1],[3, 1]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [151812],[173148],[181433],[196460],[203463],[204352],[213577],[213712],[215099],[228311],[229200],[234510],[236218],[237740],[237875],[246558],[247742],[249068],[260510],[262218],[263740],[263875],[269079],[269322],[270143],[270985],[272753],[280771],[281660],[283370],[284514],[284649],[289130],[295793],[296036],[296857],[297699],[299467],[304610],[304804],[305886],[308793],[314434],[316142],[317664],[317799],[319435],[320256],[320780],[325018],[325261],[331566],[331760],[332842],[335749],[341453],[343550],[344815],[349481],[350213],[350456],[351277],[352119],[353887],[355401],[356387],[357208],[360871],[361065],[368167],[370264],[371529],[378942],[379185],[380285],[385007],[385490],[385684],[386766],[389673],[391748],[392734],[404942],[405185],[406285],[412471],[413331],[413525],[419267],[420627],[422724],[423989],[426848],[437319],[438179],[438373],[449587],[455040],[455283],[456383],[458733],[482793],[484269],[485129],[485323],
     [42495,306750],[52957,333706],[55485,340928],[68102,367642],[72056,376544],[72872,377384],[78076,387630],[82619,396498],[86928,402544],[87744,403384],[91837,340725],[92543,411966],[97808,420102],[103922,430443],[107783,434328],[108991,367439],[109697,436814],[115455,377181],[115590,305643],[116977,446596],[121286,452642],[122102,453482],[127320,461939],[128464,396295],[132496,466023],[134835,403181],[134970,332599],[136357,469908],[141500,341647],[142826,477393],[146687,481278],[147895,419899],[148601,483764],[154731,429543],[159112,494771],[160256,434125],[160391,365464],[162962,368361],[164288,498855],[168149,502740],[170482,505101],[171626,446393],[175658,509185],[177997,453279],[178132,386523],[179519,513070],[184691,395318],[189413,465123],[190234,329818],[190758,400543],[193794,524481],[194938,469705],[198970,528565],[201681,476493],[206062,533675],[207206,481075],[207341,417924],[209912,420821],[211238,537759],[221807,433148],[222793,365707],[223614,546380],[226529,497955],[230910,550829],[232054,502537],[232189,442772],[234789,445416],[239511,508285],[240332,383742],[240856,450641],[243892,558839],[245036,512867],[254869,566138],[256944,400349],[257930,522540],[260789,468728],[265511,527665],[266332,409742],[266856,473953],[274267,480098],[275253,418167],[276074,576086],[278989,536859],[290395,545114],[293254,495785],[295061,376195],[300981,501560],[301967,443015],[302788,588703],[310868,450447],[311854,556898],[314713,511890],[326361,521046],[328711,466528],[331083,411007],[337824,473759],[338810,571770],[347674,534689],[360011,494235],[366807,444115],[374388,551843],[382635,509690],[399489,472899],[408635,529070],[435843,504255]
   ]
cell #962 :
  |C| = 245
  W-rep = phi[[2, 2, 1],[2]]+phi[[2, 2],[2, 1]]
  special rep = phi[[2, 2],[2, 1]] , dim = 140
  orbit = [4, 4, 4, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [79677],[97381],[100727],[120906],[124642],[124937],[144128],[145016],[147468],[151753],[165590],[171477],[173089],[174051],[182735],[194789],[196401],[202745],[205002],[212540],[214619],[215040],[227593],[235536],[242518],[244887],[246499],[248740],[261536],[277596],[280053],[283941],[313246],[315460],[346621],
     [8640,160134],[12707,188591],[15990,207084],[17919,218126],[18606,220901],[21107,231932],[22682,238689],[25552,252156],[26538,188328],[27384,85998],[29358,264689],[31022,270586],[31709,273361],[35224,155586],[35519,217863],[36365,289573],[37657,107515],[39489,297300],[40176,300075],[42264,306080],[43250,238426],[44096,120356],[47694,185670],[48952,325455],[50293,130680],[50588,132354],[51434,330261],[52726,333036],[53712,264426],[54558,139736],[55971,202536],[56266,270323],[58404,146419],[60236,351720],[63173,359805],[64434,289310],[65989,158284],[67247,365901],[67675,114535],[68588,227384],[68883,297037],[71021,167881],[72813,235768],[75412,173842],[75707,175516],[76553,384185],[77845,386960],[81475,323597],[84869,399283],[85835,258785],[86130,329998],[86548,140286],[87685,261768],[90284,197154],[90579,198828],[91425,410185],[95695,205234],[96953,418361],[98294,279844],[98589,351457],[102643,287411],[105224,219803],[106112,166478],[106639,364043],[107303,224609],[107724,294233],[108564,168930],[112849,230082],[114107,443209],[119227,449381],[120193,312709],[120488,383922],[122043,315692],[128315,187493],[129927,254041],[130889,197363],[131217,328099],[132168,258994],[138607,472693],[139573,339665],[139868,409922],[145543,416503],[146207,277069],[146628,348653],[155795,220012],[157738,494029],[158052,229850],[159683,294001],[167005,441351],[167669,303783],[168090,375367],[174379,382023],[175330,312918],[185438,253809],[188020,464270],[192420,268518],[197691,408023],[198642,339874],[206633,348421],[220340,432186],[225136,304310],[231481,375135],[252009,398346],[259322,340202],[292201,373335]
   ]
cell #963 :
  |C| = 189
  W-rep = phi[[3],[3, 1]]+phi[[2],[4, 1]]
  special rep = phi[[3],[3, 1]] , dim = 105
  orbit = [6, 6, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     21 tau_infinity subcells with 1 member(s)
     84 tau_infinity subcells with 2 member(s)
  subcells = [
     [28222],[28977],[36088],[38816],[38887],[39777],[48707],[48778],[51779],[52032],[52093],[63905],[64158],[64219],[67799],[67815],[80714],[82316],[82332],[102071],[102087],
     [10190,73897],[11169,79075],[13992,88769],[15254,56835],[15332,93925],[15421,94384],[16668,61829],[16746,100094],[20371,69452],[20449,111079],[20538,111538],[21546,44934],[22111,73826],[22144,116690],[22301,45689],[22379,117543],[23967,123127],[24069,79965],[24102,123869],[28787,88698],[28820,136070],[29055,136923],[30349,59563],[30382,140991],[30420,59634],[31088,93864],[31104,93611],[31310,60524],[31343,143355],[33474,99158],[33552,149983],[33641,150442],[38849,162453],[39555,111018],[39571,110765],[39810,164817],[41317,76898],[41570,77151],[41586,115072],[41631,77212],[41664,169811],[42494,116674],[45499,123056],[45532,179232],[45767,180085],[46715,183274],[48740,186513],[52048,134452],[52126,193123],[52956,136054],[55182,97505],[55198,97521],[55484,140975],[59596,209403],[60302,149922],[60318,149669],[60557,211767],[61907,215665],[64174,156313],[64252,219098],[68101,162437],[73859,236611],[77167,177614],[77245,243221],[78075,179216],[79998,249597],[82618,186497],[88731,262611],[93880,203263],[93958,271558],[97807,209387],[100127,282699],[111034,228111],[111112,298272],[116976,236595],[117576,308122],[123089,316535],[136356,262595],[136956,335078],[149938,280571],[150016,352692],[179518,316519],[180118,389002],[215698,427984]
   ]
cell #964 :
  |C| = 392
  W-rep = phi[[3, 2],[1, 1]]+phi[[3, 1],[2, 1]]+phi[[1],[4, 2]]+phi[[],[4, 3]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     56 tau_infinity subcells with 1 member(s)
     140 tau_infinity subcells with 2 member(s)
     14 tau_infinity subcells with 4 member(s)
  subcells = [
     [56472],[69089],[69795],[69811],[73393],[74726],[86336],[87283],[87299],[88265],[89173],[93159],[93358],[94791],[94937],[98795],[104277],[104293],[107930],[108304],[108938],[109049],[109427],[110313],[110512],[116160],[118173],[120694],[122623],[128411],[128522],[128900],[133311],[133993],[134162],[135540],[140074],[142108],[146834],[147208],[149217],[149416],[153978],[155854],[156023],[162081],[163570],[168296],[168670],[176473],[178702],[184055],[186141],[196607],[199785],[210520],
     [8711,160692],[13185,190705],[13263,132867],[16061,207642],[18757,222040],[19322,223257],[19355,160314],[21178,232490],[23160,240803],[23238,176029],[25703,184924],[26711,256308],[26744,189471],[27450,191366],[27466,133112],[29144,264176],[29836,266803],[29914,199341],[31860,274500],[32425,275717],[32458,207264],[35692,217326],[35725,154789],[36710,291578],[36963,222081],[36979,159214],[37887,160961],[39967,299414],[40045,229571],[40327,301214],[40892,302431],[40925,232112],[43423,310232],[43456,239569],[44162,241464],[44178,176274],[46020,79037],[46136,79743],[46152,79759],[48005,251386],[48258,184965],[48274,127422],[49103,326594],[49504,256053],[49607,89598],[49806,189547],[52164,332130],[53442,335392],[53475,263798],[53885,337188],[53918,265569],[54624,267464],[54640,199586],[57062,94346],[57178,99501],[57194,99517],[57457,345998],[57710,274541],[57726,206164],[58634,207911],[60958,100049],[61153,100957],[62368,216286],[63350,217071],[63453,104538],[63652,154865],[64290,361435],[64607,362611],[64640,290453],[65085,111945],[65231,112091],[68216,367942],[68249,296094],[69679,111500],[70074,372712],[70327,301255],[70343,231012],[71251,232759],[72411,121641],[72427,121657],[73019,117124],[74106,117498],[74301,123531],[74623,309977],[74925,239645],[78889,124155],[80611,183800],[81656,129023],[81802,129169],[82733,396798],[82766,325319],[82871,397723],[83124,326635],[83140,254971],[83815,137553],[86851,402525],[87891,136504],[88978,136878],[89495,336933],[89797,265645],[91784,147842],[91895,147953],[92273,148331],[92914,143197],[94198,143641],[99385,150404],[101925,154019],[102174,429304],[103204,156684],[103845,430424],[104435,362356],[104737,290529],[110068,164659],[111352,165103],[114613,177155],[114782,177324],[115513,171684],[115891,172062],[122249,179666],[123336,180040],[125733,183236],[126557,461595],[126633,395006],[134893,194996],[135271,195374],[140619,209031],[141447,202973],[148972,211609],[150256,212053],[151959,215246],[153046,215620],[162909,227821],[170125,236239],[173295,246705],[178055,245094],[178433,245472],[183088,249883],[193437,262239],[209859,280281],[243535,316163],
     [16835,34281,214013,284950],[22468,45856,238176,318100],[24259,46548,247689,320727],[24337,46626,181804,249439],[31500,60714,272700,353834],[31578,60792,204723,282031],[33924,61639,283013,356851],[33957,61672,213635,284572],[41702,77283,305174,386054],[42980,78561,308436,389316],[43013,78594,237798,317722],[55599,97922,341228,420402],[55632,97955,269380,350514],[71979,121209,376525,452623]
   ]
cell #965 :
  |C| = 189
  W-rep = phi[[3],[3, 1]]+phi[[2],[4, 1]]
  special rep = phi[[3],[3, 1]] , dim = 105
  orbit = [6, 6, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     21 tau_infinity subcells with 1 member(s)
     84 tau_infinity subcells with 2 member(s)
  subcells = [
     [38848],[39809],[48739],[52038],[52125],[53226],[64164],[64251],[67805],[68091],[68161],[82322],[82608],[82678],[86825],[86841],[102077],[103819],[103835],[126531],[126547],
     [10191,117036],[11170,124215],[13993,136416],[15255,142739],[15331,93957],[15422,143701],[16669,150909],[16745,100126],[20372,164201],[20448,111111],[20539,165163],[21547,169709],[22120,116680],[22143,73858],[22302,172245],[22378,117575],[23968,179578],[24101,79997],[28223,193021],[28796,136060],[28819,88730],[28978,195557],[29054,136955],[30358,140981],[30381,59595],[30421,201029],[31094,93870],[31097,142723],[31342,60556],[33475,211151],[33551,150015],[33642,212113],[33708,101227],[36089,218996],[38825,162443],[38888,225877],[39561,111024],[39564,164185],[41576,77157],[41579,169693],[41663,77244],[42484,116966],[42764,78345],[44935,243119],[45508,179222],[45531,123088],[45690,245655],[45766,180117],[46716,249943],[48716,186503],[48779,253396],[52041,193005],[52946,136346],[55188,97511],[55474,97797],[55544,97867],[56836,271456],[59572,209393],[59635,278337],[60308,149928],[60311,211135],[61830,285133],[61906,215697],[64167,218980],[69453,298170],[71953,121183],[71969,121199],[73835,236601],[73898,307320],[77160,243103],[78065,179508],[79076,318783],[88707,262601],[88770,334276],[93873,271440],[94385,344163],[99159,352590],[111027,298154],[111539,370877],[123065,316525],[123128,388200],[149931,352574],[150443,423337],[183275,460453]
   ]
cell #966 :
  |C| = 189
  W-rep = phi[[3],[3, 1]]+phi[[2],[4, 1]]
  special rep = phi[[3],[3, 1]] , dim = 105
  orbit = [6, 6, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     21 tau_infinity subcells with 1 member(s)
     84 tau_infinity subcells with 2 member(s)
  subcells = [
     [162383],[162446],[164810],[186443],[186506],[192583],[192951],[193116],[195487],[218558],[218926],[219091],[225342],[225807],[250913],[252861],[253326],[259808],[286543],[288428],[322844],
     [73601,306785],[73871,307250],[79049,318713],[88473,333741],[88743,334206],[92163,340963],[93604,271018],[93620,342848],[93918,271551],[94358,344093],[99789,354420],[100087,282692],[109317,367677],[110758,297732],[110774,369562],[111072,298265],[111512,370807],[115065,304837],[115081,376768],[116620,236541],[116683,236604],[117238,379304],[117536,308115],[122831,387665],[123101,388130],[123862,249590],[128790,396533],[134445,331793],[134461,402768],[136000,262541],[136063,262604],[136618,405304],[136916,335071],[140921,209333],[140984,209396],[141087,411676],[142669,271386],[143348,211760],[148221,420137],[149662,352152],[149678,422022],[149976,352685],[150416,423267],[150839,285063],[156306,361098],[156322,430667],[162549,436524],[164131,298100],[169271,242681],[169639,243049],[169804,243214],[171952,446631],[172175,245585],[177607,385717],[177623,452866],[179162,316465],[179225,316528],[179780,455402],[180078,388995],[183248,460383],[186609,463003],[195264,469943],[200494,277802],[200959,278267],[203256,413558],[203272,477617],[209499,483474],[211081,352520],[215360,490084],[215658,427977],[228104,438406],[228120,499079],[233808,313732],[236707,506165],[245362,513105],[247329,515266],[262707,525545],[272340,532344],[280564,485356],[280580,537983],[299054,549498],[316631,559903],[353474,579204],[393666,597499]
   ]
cell #967 :
  |C| = 392
  W-rep = phi[[3, 2],[1, 1]]+phi[[3, 1],[2, 1]]+phi[[1],[4, 2]]+phi[[],[4, 3]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     56 tau_infinity subcells with 1 member(s)
     140 tau_infinity subcells with 2 member(s)
     14 tau_infinity subcells with 4 member(s)
  subcells = [
     [42416],[52878],[53451],[56448],[57546],[67399],[68225],[69065],[69804],[73213],[73386],[74719],[77997],[82742],[85987],[86312],[86952],[87292],[88085],[88258],[89163],[93152],[94883],[97105],[98771],[103946],[104286],[108297],[109042],[109417],[110306],[114259],[116106],[118078],[120345],[120670],[122443],[122616],[128515],[128890],[134056],[134089],[135486],[139725],[140050],[147201],[149210],[155917],[155950],[161986],[165742],[168663],[178648],[184118],[186046],[216545],
     [8712,107906],[13186,132520],[13262,132860],[16062,146810],[18758,159136],[19331,108124],[19354,160307],[21179,168272],[23161,175682],[23237,176022],[25704,127344],[26720,131496],[26743,189464],[27456,190632],[27459,133105],[29145,196583],[29837,198994],[29913,199334],[31861,206086],[32434,147028],[32457,207257],[33835,61075],[33933,61648],[35701,102922],[35724,154782],[36799,70163],[36969,221967],[36972,159207],[37877,160907],[39968,229224],[40044,229564],[40328,230934],[40901,168490],[40924,232105],[42891,74223],[42989,78570],[43432,174658],[43455,239562],[44168,240730],[44171,176267],[45996,79013],[46145,79752],[48094,82960],[48264,184851],[48267,127415],[49104,254893],[49510,255954],[49600,89591],[49796,189493],[52165,260534],[53353,89095],[53474,263791],[53894,197970],[53917,265562],[54630,266730],[54633,199579],[55608,97931],[56123,93997],[57038,94322],[57187,99510],[57716,274427],[57719,206157],[58624,207857],[60951,100042],[61143,100947],[63356,216972],[63446,104531],[63642,154811],[64291,289154],[64616,220619],[64639,290446],[65129,221616],[65177,112037],[68248,296087],[68740,111151],[69655,111476],[69801,299341],[70333,301141],[70336,231005],[71241,232705],[72080,121310],[72420,121650],[72995,117100],[74099,117491],[74291,123521],[74629,309878],[74915,239591],[78472,123453],[80617,250727],[81700,184500],[81748,129115],[82765,325312],[83130,326521],[83133,254964],[83720,137458],[87289,332057],[87867,136480],[88971,136871],[89501,336834],[89787,265591],[91888,147946],[92263,148321],[92567,142850],[92907,143190],[94835,274076],[98446,150055],[99361,150380],[101354,153163],[101969,216385],[103109,156589],[104283,361362],[104441,362257],[104727,290475],[108944,367399],[109721,164312],[110061,164652],[111989,300790],[114676,177218],[114709,177251],[115506,171677],[122225,179642],[123329,180033],[124794,182887],[125709,183212],[126392,184170],[126639,394907],[128417,396255],[129067,326170],[134886,194989],[140524,208936],[141374,202900],[144280,212692],[148625,211262],[148965,211602],[153039,215613],[153984,429115],[154063,359306],[162836,227748],[178048,245087],[209786,280208],
     [16836,34282,151935,215222],[22469,45857,173271,246681],[24260,46549,181457,249092],[24336,46625,181797,249432],[31501,60715,204376,281684],[31577,60791,204716,282024],[33956,61671,213628,284565],[41703,77284,234534,314458],[43012,78593,237791,317715],[46142,79749,247616,320654],[55631,97954,269373,350507],[57184,99507,272627,353761],[72417,121647,305101,385981],[91790,147848,340685,419859]
   ]
cell #968 :
  |C| = 413
  W-rep = phi[[3, 2, 2],[]]+phi[[3, 2, 1],[1]]+phi[[3, 1],[2, 1]]+phi[[3],[2, 2]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     140 tau_infinity subcells with 2 member(s)
     21 tau_infinity subcells with 4 member(s)
  subcells = [
     [43252],[55982],[56268],[57408],[57510],[67068],[68599],[68885],[72815],[73177],[74677],[79724],[85846],[87687],[88049],[92698],[93110],[96774],[97428],[98305],[98591],[100738],[100916],[107726],[109852],[110264],[113928],[120204],[120917],[121095],[122045],[122407],[124972],[132651],[137377],[139584],[145027],[146630],[147503],[148756],[149168],[152112],[168092],[174086],[175813],[176774],[199125],[205526],[238372],
     [11230,182000],[11236,124939],[16122,208479],[16128,147470],[16727,151755],[16846,152117],[22360,173091],[22723,238999],[22729,174053],[23338,176779],[24135,124653],[24178,181588],[26540,53714],[27431,51481],[29036,196403],[31069,202747],[31376,144139],[31419,204507],[31651,273317],[31720,205004],[31898,205531],[35235,63184],[35521,64436],[36661,70025],[36763,70127],[37668,67258],[37846,67436],[39536,227595],[39843,165601],[39886,229355],[42085,171488],[42275,235538],[42453,236065],[43157,309093],[43285,238464],[44143,76600],[45748,246501],[47696,81477],[47729,81510],[47956,82822],[48058,82924],[49558,89549],[50304,84880],[50590,86132],[50623,86165],[52547,194800],[52737,261538],[52915,262065],[54605,91472],[56301,270361],[57505,273330],[58415,96964],[58593,97142],[60283,280055],[60590,212551],[60633,281815],[61888,215042],[62157,101772],[62319,102125],[62987,102881],[62992,102886],[63404,104489],[65991,106641],[66024,106674],[66348,108083],[66353,108088],[67722,114582],[68918,297075],[71032,114118],[71210,114296],[73172,306049],[75423,119238],[75709,120490],[75742,120523],[77666,244898],[77856,315462],[78034,315989],[80031,182746],[80074,249223],[80391,126222],[81123,127020],[81285,127373],[84683,131455],[84688,131460],[85100,133063],[86559,140297],[86737,140475],[88044,333005],[90295,138618],[90581,139870],[90614,139903],[95697,145545],[95730,145578],[96054,146987],[96059,146992],[98624,351495],[100548,152832],[102510,154454],[105235,157749],[106123,166489],[106287,158812],[106449,159165],[108599,168965],[112851,167007],[112884,167040],[113208,168449],[113213,168454],[117997,180539],[119041,174617],[119046,174622],[119458,176225],[122402,386929],[128326,187504],[129929,188022],[129962,188055],[130924,197398],[131084,189136],[133612,200086],[138421,197929],[138426,197934],[138838,199537],[145191,205762],[145353,206115],[155830,220047],[157552,220578],[157557,220583],[158576,230374],[166653,230610],[166815,230963],[174246,239234],[185962,254333],[187668,254569],[187830,254922],[188274,264372],[197558,265234],[216888,286865],[217809,289256],[220207,290118],[250864,322972],[251217,323134],
     [8772,21239,161529,233327],[8778,21245,108566,168932],[12748,29399,188901,264999],[12754,29405,130891,197365],[13363,30014,133617,200091],[17960,36406,218436,289883],[17966,36412,155797,220014],[18548,40118,220857,300031],[18617,40187,158054,229852],[18795,40365,158581,230379],[25494,48894,252112,325411],[25563,48963,185440,253811],[25741,49141,185967,254338],[26445,53619,255169,336049],[26573,53747,188366,264464],[34714,62544,286494,359247],[35426,64341,287634,361472],[35554,64469,217901,289348],[36758,70122,220870,300044],[47087,80762,322736,394808],[48053,82919,252125,325424]
   ]
cell #969 :
  |C| = 413
  W-rep = phi[[3, 2, 2],[]]+phi[[3, 2, 1],[1]]+phi[[3, 1],[2, 1]]+phi[[3],[2, 2]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     140 tau_infinity subcells with 2 member(s)
     21 tau_infinity subcells with 4 member(s)
  subcells = [
     [43253],[55983],[56269],[57509],[67069],[68600],[68886],[72816],[73176],[74665],[79725],[85847],[87688],[88048],[92697],[93098],[94800],[96775],[97429],[98306],[98592],[100739],[100915],[107727],[109851],[110252],[113929],[120205],[120918],[121094],[122046],[122406],[124971],[132650],[137378],[139585],[145028],[146631],[147502],[148755],[149156],[152100],[168093],[174085],[175812],[176762],[199124],[205514],[238360],
     [11237,124940],[16129,147471],[16728,151756],[16845,152116],[22361,173092],[22730,174054],[23337,176778],[24136,124654],[24177,181587],[24348,181988],[26541,53715],[27432,51482],[29037,196404],[31070,202748],[31377,144140],[31418,204506],[31721,205005],[31897,205530],[32704,208467],[35236,63185],[35522,64437],[36762,70126],[37669,67259],[37845,67435],[39537,227596],[39844,165602],[39885,229354],[42086,171489],[42276,235539],[42452,236064],[43284,238463],[43499,238987],[44144,76601],[45749,246502],[47697,81478],[47728,81509],[48057,82923],[49546,89537],[50305,84881],[50591,86133],[50622,86164],[52548,194801],[52738,261539],[52914,262064],[54606,91473],[56300,270360],[57469,273305],[57493,273329],[58416,96965],[58592,97141],[60284,280056],[60591,212552],[60632,281814],[61889,215043],[62975,102869],[62991,102885],[63392,104477],[65094,111954],[65992,106642],[66023,106673],[66336,108071],[66352,108087],[67723,114583],[68917,297074],[71033,114119],[71209,114295],[73160,306048],[74595,309092],[75424,119239],[75710,120491],[75741,120522],[77667,244899],[77857,315463],[78033,315988],[80032,182747],[80073,249222],[81016,126913],[81273,127361],[81665,129032],[84671,131443],[84687,131459],[85088,133051],[86560,140298],[86736,140474],[88032,333004],[90296,138619],[90582,139871],[90613,139902],[95698,145546],[95729,145577],[96042,146975],[96058,146991],[98623,351494],[100549,152833],[101856,153759],[101934,154028],[102402,154350],[105236,157750],[106124,166490],[106180,158705],[106437,159153],[108598,168964],[112852,167008],[112883,167039],[113196,168437],[113212,168453],[117998,180540],[119029,174605],[119045,174621],[119446,176213],[122390,386928],[126305,183896],[128327,187505],[129930,188023],[129961,188054],[130923,197397],[130976,189032],[133600,200074],[138409,197917],[138425,197933],[138826,199525],[145084,205655],[145341,206103],[155829,220046],[157540,220566],[157556,220582],[158564,230362],[166546,230503],[166803,230951],[174138,239130],[185950,254321],[187561,254462],[187818,254910],[188262,264360],[197450,265130],[216781,286758],[217797,289244],[220099,290014],[250852,322960],[251109,323030],
     [8779,21246,108567,168933],[12755,29406,130892,197366],[13362,30013,133616,200090],[17967,36413,155798,220015],[18618,40188,158055,229853],[18794,40364,158580,230378],[19601,41171,161517,233315],[25564,48964,185441,253812],[25740,49140,185966,254337],[26572,53746,188365,264463],[26787,53961,188889,264987],[35553,64468,217900,289347],[35768,64683,218424,289871],[36722,70086,220845,300019],[36746,70110,220869,300043],[48017,82883,252100,325399],[48041,82907,252124,325423],[49476,89467,255168,336048],[62380,102186,286482,359235],[63322,104407,287633,361471],[80583,126605,322735,394807]
   ]
cell #970 :
  |C| = 455
  W-rep = phi[[3, 1, 1],[2]]+phi[[3, 1],[2, 1]]+phi[[1, 1, 1],[4]]+phi[[1, 1],[4, 1]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     35 tau_infinity subcells with 1 member(s)
     140 tau_infinity subcells with 2 member(s)
     35 tau_infinity subcells with 4 member(s)
  subcells = [
     [69871],[87359],[89246],[104353],[109064],[109500],[111679],[125125],[128537],[128973],[134181],[134653],[147656],[152231],[152336],[156042],[156514],[162061],[162075],[176893],[176998],[182132],[186121],[186135],[192558],[206331],[208611],[214339],[216620],[218533],[239831],[242238],[250888],[274744],[309921],
     [13489,134137],[18061,155998],[19697,225313],[19768,162106],[25322,184899],[25784,252832],[25855,186166],[27526,190680],[28038,192636],[34739,286514],[35157,154804],[35262,217351],[35904,218611],[37427,222015],[37960,223282],[44238,240778],[46212,79819],[46263,124575],[46938,322680],[47636,184943],[47754,251625],[50226,189486],[50331,256333],[50776,132927],[50973,257593],[54700,266778],[57254,99577],[57305,144061],[58174,274475],[58707,275742],[61226,101030],[61283,100497],[62143,286376],[62838,286919],[62893,217320],[65931,222059],[66049,291817],[66467,160329],[66572,160765],[69922,165523],[70791,301189],[71324,302456],[72487,121717],[73052,170751],[74374,123604],[74431,117946],[75345,239584],[75450,310257],[75895,176089],[76092,311517],[79216,125322],[79287,124680],[79870,182668],[81109,251308],[83588,326569],[84534,327607],[84589,256302],[85232,190724],[87924,194063],[89303,137326],[90217,265584],[90322,337213],[90767,199401],[90964,338473],[91910,147968],[92346,148404],[92974,143257],[94525,150583],[94596,144166],[95637,274519],[95755,346237],[96173,207279],[96278,207715],[99628,212473],[100873,214552],[101087,152781],[105157,290468],[105262,362636],[106273,291500],[107023,223251],[108752,169118],[110128,164719],[111750,165628],[112791,301233],[112909,372951],[113327,232127],[113432,232563],[114801,177343],[115273,177815],[115528,171699],[115964,172135],[118892,381531],[118947,310226],[119590,240822],[121052,242451],[122282,244161],[123661,180488],[125393,182773],[127589,255138],[129869,326613],[129987,397962],[133731,200205],[133836,200310],[134908,195011],[135344,195447],[138272,407531],[138327,337182],[138970,266822],[140599,209011],[140613,209025],[141466,202992],[145177,345920],[145927,275711],[149032,211669],[150654,212578],[155051,290715],[157403,431694],[157458,362605],[159381,231179],[161661,233459],[162928,227840],[166639,372634],[167389,302425],[169246,242656],[170119,236233],[178070,245109],[178506,245545],[184413,461674],[185168,326838],[187654,397645],[189733,265831],[192140,268238],[193431,262233],[209878,280300],[216874,429226],[217015,362300],[222284,301458],[243529,316157],[250770,394950],[255997,336877],
     [9687,23464,114757,177299],[14580,32800,200465,277773],[14651,32871,140644,209056],[14918,31164,141422,202948],[14969,55904,92755,201754],[20035,39631,162884,227796],[20086,68521,109909,226602],[21362,44750,169324,242734],[21698,42567,170150,236264],[21755,42034,115651,234997],[27577,85768,132708,258003],[28374,53029,193462,262264],[28431,52496,135031,260997],[30561,56651,201344,271071],[30632,56009,141586,269811],[33138,60378,209834,280256],[33189,98227,148813,279062],[37803,107236,107963,223883],[38017,67017,160452,293462],[39028,69268,226192,297785],[39099,68626,163048,296525],[44289,120126,175870,311927],[45086,78148,243560,316188],[45143,77615,178193,314921],[51044,85873,190844,329486],[54751,139506,199182,338883],[58550,146140,146867,276343],[58764,96723,207402,347882],[59775,98974,278652,352205],[59846,98332,209998,350945],[71167,167602,168329,303057],[71381,113877,232250,374596],[76163,120231,240942,383410],[86694,140432,192353,268451],[91035,139611,266942,409410]
   ]
cell #971 :
  |C| = 455
  W-rep = phi[[3, 1, 1],[2]]+phi[[3, 1],[2, 1]]+phi[[1, 1, 1],[4]]+phi[[1, 1],[4, 1]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     35 tau_infinity subcells with 1 member(s)
     140 tau_infinity subcells with 2 member(s)
     35 tau_infinity subcells with 4 member(s)
  subcells = [
     [69872],[87360],[89245],[104354],[109065],[109499],[111668],[125126],[128538],[128972],[134180],[134642],[147657],[152232],[152335],[156041],[156503],[162050],[162074],[176894],[176997],[182131],[186110],[186134],[192557],[206332],[208610],[214327],[216609],[218532],[239830],[242226],[250887],[274732],[309909],
     [13490,134149],[18062,156010],[19767,162118],[25323,184911],[25854,186178],[27527,190692],[28027,192637],[35158,154805],[35261,217363],[35893,218612],[37428,222027],[37959,223294],[38557,225314],[44239,240790],[46213,79820],[46267,124576],[47635,184942],[47743,251626],[48448,252833],[50227,189487],[50330,256345],[50777,132928],[50962,257594],[54701,266790],[57255,99578],[57309,144062],[58175,274487],[58706,275754],[61225,101029],[61284,100498],[62423,286515],[62735,286920],[62881,217319],[65930,222058],[66038,291818],[66468,160330],[66571,160764],[69926,165524],[70792,301201],[71323,302468],[72488,121718],[73056,170752],[74373,123603],[74432,117947],[75346,239585],[75449,310269],[75896,176090],[76081,311518],[79205,125311],[79286,124679],[79874,182669],[80510,322681],[81002,251307],[83589,326581],[84431,327608],[84577,256301],[85231,190723],[87928,194064],[89304,137327],[90218,265585],[90321,337225],[90768,199402],[90953,338474],[91911,147969],[92345,148403],[92975,143258],[94514,150572],[94595,144165],[95636,274518],[95744,346238],[96174,207280],[96277,207714],[99632,212474],[100877,214553],[101088,152782],[101842,286375],[105158,290469],[105261,362648],[106166,291499],[107011,223250],[108753,169119],[110129,164720],[111749,165627],[112790,301232],[112898,372952],[113328,232128],[113431,232562],[114800,177342],[115262,177804],[115529,171700],[115963,172134],[118789,381532],[118935,310225],[119589,240821],[121056,242452],[122286,244162],[123662,180489],[125392,182772],[127590,255139],[129868,326612],[129976,397963],[133732,200206],[133835,200309],[134909,195012],[135343,195446],[138169,407532],[138315,337181],[138969,266821],[140588,209000],[140612,209024],[141465,202991],[145070,345919],[145915,275710],[149033,211670],[150653,212577],[155050,290714],[157300,431695],[157446,362604],[159382,231180],[161660,233458],[162927,227839],[166532,372633],[167377,302424],[169245,242655],[170118,236232],[178071,245110],[178505,245544],[184310,461675],[185156,326826],[187547,397644],[189732,265830],[192128,268226],[193430,262232],[209877,280299],[216767,429225],[217003,362288],[222272,301446],[243528,316156],[250758,394938],[255985,336865],
     [9688,23465,114769,177311],[14650,32870,140656,209068],[14919,31165,141434,202960],[14973,55905,92831,201755],[20036,39632,162896,227808],[20090,68522,109985,226603],[21351,44739,169325,242735],[21697,42566,170162,236276],[21756,42035,115743,235009],[27581,85769,132784,258004],[28373,53028,193474,262276],[28432,52497,135123,261009],[30090,59304,200466,277774],[30550,56640,201345,271072],[30631,56008,141685,269823],[33139,60379,209846,280268],[33193,98228,148889,279063],[37807,107237,107967,223884],[38018,67018,160544,293474],[39017,69257,226193,297786],[39098,68625,163147,296537],[44293,120127,175946,311928],[45085,78147,243572,316200],[45144,77616,178285,314933],[51043,85872,190943,329498],[54755,139507,199258,338884],[58554,146141,146871,276344],[58765,96724,207494,347894],[59764,98963,278653,352206],[59845,98331,210097,350957],[71171,167603,168333,303058],[71382,113878,232342,374608],[76162,120230,241041,383422],[86698,140436,192354,268452],[91034,139610,267041,409422]
   ]
cell #972 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[3]]+phi[[2, 1],[3, 1]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [34017],[43073],[46247],[53535],[56144],[57289],[61237],[61272],[61732],[68761],[69906],[73036],[74385],[74420],[78654],[79234],[79687],[79854],[87908],[89257],[89292],[92357],[92480],[92963],[94543],[97391],[98467],[99612],[100857],[101041],[101076],[109511],[109634],[110117],[111697],[114907],[115291],[115422],[121036],[122266],[123615],[123650],[124691],[124962],[125340],[128984],[134287],[134671],[134802],[140808],[141281],[144177],[147493],[148415],[148538],[149021],[150601],[151778],[151831],[156148],[156532],[162270],[162743],[165639],[169442],[172146],[173114],[173167],[174076],[177449],[177833],[177964],[182784],[186330],[192754],[195458],[196426],[196479],[202770],[203098],[203482],[209220],[209693],[212589],[215065],[215118],[218729],[227618],[227946],[228330],[236428],[242852],[245556],[246524],[246577],[248765],[262428],[271189],[277621],[280078],[280406],[280790],[297903],[316352],[352323],
     [9837,170017],[9926,72781],[13639,193329],[13728,87653],[14662,140751],[14697,200651],[14953,92592],[19415,107692],[19779,162213],[19814,225499],[20070,109746],[21380,169453],[21709,115365],[21744,115530],[23614,243427],[23703,122011],[25866,186273],[25901,253018],[27394,86008],[27561,132545],[28056,192765],[28385,134745],[28420,134910],[30579,141292],[32518,146596],[32882,209163],[32917,277959],[33173,148650],[35273,218158],[35922,218740],[37787,107947],[37971,160166],[38006,160331],[39046,162754],[40985,168058],[42578,236371],[42613,306942],[44106,120366],[44273,175707],[44768,242863],[45097,177907],[45132,178072],[47719,185749],[47772,252440],[50342,188623],[50613,132433],[50991,190550],[53040,262371],[53075,333898],[54568,139746],[54735,199019],[56020,270618],[56669,271200],[58534,146851],[58718,207116],[58753,207281],[59793,209704],[66014,158363],[66067,221185],[67685,114545],[68637,297332],[69286,297914],[71151,168313],[71335,231964],[71370,232129],[72838,235847],[72891,306364],[75461,238721],[75732,175595],[76110,240648],[78159,316295],[78194,387822],[85884,330293],[86678,140416],[87710,261847],[87763,333320],[90333,264721],[90604,198907],[90982,266648],[95720,205313],[95773,273645],[98343,351752],[98992,352334],[105273,289605],[107749,294312],[107802,366185],[108589,168955],[112874,230161],[112927,300359],[120242,384217],[122068,315771],[122121,387244],[129952,254120],[130005,325739],[130914,197388],[132193,259019],[139622,410217],[146653,348732],[146706,418645],[155820,220037],[168115,375446],[168168,443493],[175355,312943],[198667,339899],[225161,304335]
   ]
cell #973 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[3]]+phi[[2, 1],[3, 1]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [61273],[61286],[74421],[74434],[79235],[79281],[89293],[89306],[92964],[92977],[94544],[94590],[100317],[101077],[101090],[110118],[110131],[111698],[111744],[115292],[115423],[115958],[117766],[123651],[123664],[125128],[125341],[125387],[134672],[134803],[135338],[137146],[140809],[141227],[141291],[141364],[147659],[149022],[149035],[150602],[150648],[151832],[152330],[152601],[156533],[162271],[162689],[162753],[162826],[169452],[169525],[173168],[176992],[177834],[177965],[178500],[180308],[181684],[182046],[186331],[186749],[192764],[192837],[196480],[203483],[204603],[208525],[209221],[209639],[209703],[209776],[213811],[215119],[218739],[218812],[228331],[229451],[236429],[236847],[237974],[239045],[242862],[242935],[246578],[249319],[262429],[262847],[263974],[270942],[271199],[271272],[280791],[281911],[284748],[297656],[297913],[297986],[316353],[316771],[317898],[320355],[349580],[352076],[352333],[352406],
     [9838,170025],[13640,193337],[14698,200659],[19815,225507],[21381,233961],[21745,170216],[21758,115623],[23615,243435],[25902,253026],[28057,259961],[28421,193528],[28434,135003],[30184,200677],[30580,201267],[30626,141482],[32918,277967],[35923,288581],[38007,223348],[38020,160424],[38651,225525],[39047,226115],[39093,162944],[41854,170043],[42614,306950],[44769,313885],[45133,243626],[45146,178165],[47773,324188],[48542,253044],[50779,132930],[50992,257516],[51038,190740],[52316,193355],[53076,333906],[56670,343001],[58754,275808],[58767,207374],[59398,277985],[59794,278575],[59840,209894],[63088,288005],[66068,291081],[66566,160759],[66837,223175],[69287,369715],[71371,302522],[71384,232222],[72892,378112],[73661,306968],[75898,176092],[76111,311440],[76157,240838],[77435,243453],[78195,387830],[81331,252512],[84784,255540],[85146,190622],[87764,404112],[88533,333924],[90770,199404],[90983,338396],[91029,266838],[92794,342425],[95774,345501],[96272,207709],[96543,275635],[98993,422175],[106495,221257],[107803,435056],[108755,169121],[109948,369139],[112928,372215],[113426,232557],[113697,302349],[115689,306436],[119142,309464],[119504,240720],[122122,454210],[122891,387848],[130006,397226],[132747,401321],[133830,200304],[135069,333392],[138522,336420],[138884,266720],[145399,273717],[146707,482006],[148852,421599],[157653,361843],[160490,366257],[161575,233373],[166861,300431],[168169,503468],[175909,451419],[178231,387316],[187876,325811],[188947,265045],[190333,330617],[199221,474731],[207440,418717],[218482,289929],[232288,443565],[240431,384541],[266431,410541],[295160,376294]
   ]
cell #974 :
  |C| = 553
  W-rep = phi[[3, 2, 1],[1]]+phi[[3, 1, 1],[2]]+phi[[3, 2],[1, 1]]+phi[[3, 1],[2, 1]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     91 tau_infinity subcells with 4 member(s)
  subcells = [
     [124121],[124865],[124986],[143607],[147396],[147517],[151167],[152039],[165069],[171408],[172503],[173979],[174759],[176701],[180939],[194720],[195815],[202673],[203858],[205097],[205453],[205674],[212019],[227521],[228706],[235631],[235987],[238558],[239095],[244818],[245913],[249849],[261631],[261987],[270455],[273437],[279981],[281166],[284296],[285391],[297169],[306156],[313601],[315555],[315911],[321612],[333112],[351589],[387036],
     [57900,274038],[61591,356599],[74781,309253],[74795,238529],[76793,385219],[79622,391781],[79671,320427],[93214,342214],[93228,270426],[93324,202530],[95015,273459],[97326,419300],[97375,349652],[100658,356243],[100751,426018],[103023,220720],[108492,168858],[108613,168979],[110368,368928],[110382,297140],[110478,227378],[116238,306178],[116332,235779],[119335,449620],[120837,384863],[120930,451993],[126932,254481],[130817,197291],[131597,198071],[133277,258779],[133539,200013],[135618,333134],[135712,261779],[142332,270597],[144947,416744],[145660,480299],[149272,421388],[149286,351560],[149382,279838],[153778,286777],[154315,289979],[155723,219940],[158147,229945],[158503,230301],[158724,230522],[160038,224540],[161133,294244],[163794,297311],[174188,508157],[176439,312703],[178780,387058],[178874,315703],[183861,322995],[185533,253904],[185889,254260],[188460,264558],[188997,265095],[191590,330272],[199751,339659],[206988,277000],[208083,348664],[210744,351731],[217995,289442],[220977,300151],[231836,303714],[232931,375378],[241688,384196],[252232,325531],[259677,340557],[267688,410196],
     [11793,81442,184724,323729],[17515,102779,217132,359881],[18979,106606,221840,364175],[19274,67115,223005,294452],[25048,83314,184462,326132],[25062,126903,184561,395118],[25183,127261,127477,395420],[26980,131353,256114,399359],[27329,85709,256977,330130],[27378,85992,190405,258922],[32082,145510,274300,416635],[32377,96821,275465,348872],[34593,102229,216347,359268],[34607,153615,153749,358966],[34965,154337,154478,429403],[37153,70517,221578,300752],[37167,158695,221677,432948],[37288,159053,159269,433250],[37588,107509,222649,294096],[37681,107529,292424,365977],[40549,166972,301014,441483],[40844,113975,302179,375586],[43692,174515,310038,449457],[44041,120067,310901,384054],[44090,120350,240503,312846],[47014,126246,183883,394618],[49325,187987,326394,464402],[49662,89653,255329,336209],[49676,89667,188431,264529],[49772,130674,189269,328194],[50034,189019,189160,464983],[50516,132365,133181,330101],[50637,132437,133167,401110],[51674,91665,331295,411219],[54154,197827,336994,472769],[54503,139447,337857,410054],[54552,139730,266503,339802],[57914,205645,274137,479898],[58035,206003,206219,480200],[58335,146413,275109,348516],[58428,146433,346844,418437],[63281,157846,360044,494268],[63508,104593,287794,361632],[63522,104607,217966,289413],[63618,154587,155580,287506],[64876,220476,362417,494105],[65309,112169,220999,300173],[65403,158295,159283,364146],[66275,160145,161039,365999],[67620,114480,366840,444148],[67669,114529,295232,376366],[70531,230493,300851,501360],[70652,230851,231067,501662],[70952,167875,301823,375230],[71045,167895,373558,443285],[74891,173836,239367,382118],[75153,239117,239258,508145],[75635,175527,176343,384025],[75756,175599,176329,451208],[81592,188137,395519,521247],[81880,129247,252254,325553],[81974,127491,185681,323700],[83328,254452,326231,520846],[83449,254810,255026,521148],[84039,188602,189625,399381],[84977,138715,399522,472932],[86479,140217,330939,410863],[86572,140310,401895,475305],[89763,197148,265367,408118],[90025,265117,265258,527525],[90507,198839,199655,410025],[90628,198911,199641,474520],[95109,205245,206233,416606],[95981,207095,207989,418459],[102243,286748,359367,543673],[102452,220149,429415,544986],[103428,154943,218137,359903],[104703,219797,290251,432281],[104965,290001,290142,544974],[106043,166409,364284,441592],[106756,167122,433349,501761],[112263,230093,231081,441454],[113135,231943,232837,443307],[118397,238700,239723,449479],[126355,251159,394630,564996],[126711,323017,323158,564984],[128246,187424,323838,464511],[129341,254052,255040,464373],[131026,197500,464995,527537],[137777,264700,265723,472791],[156908,289584,290607,494127]
   ]
cell #975 :
  |C| = 553
  W-rep = phi[[3, 2, 1],[1]]+phi[[3, 1, 1],[2]]+phi[[3, 2],[1, 1]]+phi[[3, 1],[2, 1]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     91 tau_infinity subcells with 4 member(s)
  subcells = [
     [180970],[181930],[182080],[203889],[208409],[208559],[213075],[214157],[228737],[236018],[237238],[238929],[239779],[242056],[247092],[262018],[263238],[270826],[272103],[273501],[273862],[274097],[281197],[297540],[298817],[306220],[306581],[309312],[309856],[315942],[317162],[321643],[333176],[333537],[342273],[345317],[351960],[353237],[356630],[357850],[368987],[377928],[385250],[387100],[387461],[393429],[403928],[421447],[454026],
     [95418,345896],[100899,426443],[118286,380964],[118303,309307],[121078,452418],[125039,458563],[125152,392152],[142221,412650],[142238,342268],[142363,270772],[144554,345354],[147570,482623],[147683,419671],[152070,426082],[152184,488708],[154999,290663],[161459,233257],[161609,233407],[163683,437498],[163700,368982],[163825,297486],[171015,377965],[171124,306481],[174812,508554],[176732,452057],[176846,510569],[184521,326191],[188831,264929],[189681,265779],[191621,330447],[191958,268056],[194327,403965],[194436,333437],[202376,342522],[205484,480363],[206284,533868],[210633,484448],[210650,421442],[210775,351906],[216406,359327],[216950,362235],[218366,289813],[221041,300215],[221402,300576],[221637,300811],[223036,294483],[224256,366302],[227224,369236],[239159,555993],[241719,384371],[244425,454063],[244534,387361],[250705,394885],[252296,325595],[252657,325956],[255388,336268],[255932,336812],[258625,401418],[267719,410371],[275496,348903],[276716,418762],[279684,421696],[287853,361691],[290897,372031],[302210,375617],[303430,443610],[312549,451516],[324004,397042],[331326,411250],[339505,474828],
     [25236,127530,251506,395479],[35110,154914,287052,429670],[37341,159322,291698,433309],[37829,108441,292849,366402],[47417,129650,251284,397621],[47434,184516,251364,461834],[47584,185053,185078,462052],[50179,189596,327740,465250],[50690,133220,328541,401169],[50803,133468,257348,330501],[58088,206272,346118,480259],[58576,147345,347269,418862],[62232,154132,286352,429202],[62249,216264,216401,428984],[62711,216987,217092,491917],[65712,112572,291476,372610],[65729,221632,291556,494666],[65879,222169,222194,494884],[66306,160891,292488,366041],[66420,161010,364450,434872],[70705,231120,372832,501721],[71193,168807,373983,443710],[75298,239694,381664,508412],[75809,176382,382465,451267],[75922,176630,311272,384425],[80486,183821,250742,461480],[83502,255079,397843,521207],[83928,137666,327040,406964],[83945,137683,255383,336263],[84070,188777,256178,399423],[84407,255969,256074,521627],[85030,191287,191496,401164],[85180,191454,191479,466707],[86720,140458,402320,475730],[90170,265694,407664,527792],[90681,199694,408465,474579],[90794,199942,338228,410425],[95435,274092,345976,533570],[95585,274629,274654,533788],[96012,207841,346908,418501],[96126,207960,416910,481822],[103076,220773,429812,545383],[103317,156797,360190,431127],[103334,156814,287848,361686],[103459,217196,218312,359945],[105110,290578,431827,545241],[105650,166016,290934,372068],[105759,221302,222211,433304],[106841,223931,224147,434909],[108666,169032,435673,504085],[108779,169145,367211,444519],[112589,300806,372690,550724],[112739,301343,301368,550942],[113166,232689,373622,443349],[113280,232808,441758,503284],[118428,238875,310102,449521],[118765,309893,309998,555985],[119388,241385,241594,451262],[119538,241552,241577,509869],[127542,255091,462132,566331],[127853,187031,324041,397079],[127962,185095,252557,395474],[129667,326186,397701,566033],[129817,326723,326748,566251],[130520,255637,256539,465287],[131650,198124,465392,527934],[133570,200044,401959,475369],[133684,200158,467407,529949],[137808,264875,337058,472833],[138145,336849,336954,570857],[138768,267385,267594,474574],[138918,267552,267577,529249],[144663,273762,274671,480254],[145745,276391,276607,481859],[154149,359322,429282,583195],[154379,290043,491925,584013],[155426,217557,288102,429707],[156939,289759,362481,494169],[157276,362272,362377,584005],[158534,230332,433413,501825],[159334,231132,494964,551022],[166125,300476,301385,501716],[167207,303105,303321,503321],[173682,309561,310463,508449],[183925,323059,461488,598399],[184286,394922,395027,598391],[185920,254291,395583,521311],[187140,325856,326765,521202],[189061,265159,521635,570865],[196994,336517,337419,527829],[219643,361940,362842,545278]
   ]
cell #976 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[3]]+phi[[2, 1],[3, 1]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [34016],[43072],[46239],[53534],[56143],[57281],[61175],[61264],[61731],[68760],[69898],[73028],[74323],[74412],[78653],[79163],[79686],[79846],[87900],[89195],[89284],[92295],[92472],[92955],[94472],[97390],[98466],[99604],[100849],[100979],[101068],[109449],[109626],[110109],[111626],[114899],[115220],[115414],[121028],[122258],[123553],[123642],[124177],[124882],[125269],[128922],[134279],[134600],[134794],[140800],[141290],[143663],[147413],[148353],[148530],[149013],[150530],[151184],[151246],[156140],[156461],[162262],[162752],[165125],[169451],[172084],[172520],[172582],[173996],[177441],[177762],[177956],[186322],[192763],[195396],[195832],[195894],[202690],[203090],[203411],[209212],[209702],[212075],[218738],[227538],[227938],[228259],[236420],[242861],[245494],[245930],[245992],[249905],[262420],[271198],[279998],[280398],[280719],[285408],[285470],[297912],[316344],[320444],[349669],[352332],
     [9925,72780],[13727,87652],[14945,92591],[19414,107691],[20062,109745],[21637,170026],[21647,115364],[21736,115531],[23702,122010],[27393,86007],[27553,132544],[28313,193338],[28323,134744],[28412,134911],[30246,200660],[30256,140750],[30508,141293],[32517,146595],[33165,148649],[37779,107939],[37909,160165],[37998,160332],[38713,225508],[38723,162212],[38975,162755],[40984,168057],[41465,169454],[44105,120365],[44265,175706],[45025,243436],[45035,177906],[45124,178073],[48604,253027],[48614,186272],[49828,188622],[50533,132425],[50920,190551],[51927,192766],[54567,139745],[54727,199018],[58526,146843],[58656,207115],[58745,207282],[59460,277968],[59470,209162],[59722,209705],[63674,218157],[64053,218741],[65420,158355],[65482,221186],[67684,114544],[71143,168305],[71273,231963],[71362,232130],[73723,306951],[73733,236370],[74947,238720],[75652,175587],[76039,240649],[77046,242864],[81991,185741],[82053,252441],[86670,140408],[88595,333907],[88605,262370],[89819,264720],[90524,198899],[90911,266649],[93380,270617],[93759,271201],[95126,205305],[95188,273646],[104759,289604],[108509,168875],[110534,297331],[110913,297915],[112280,230153],[112342,300360],[116349,235839],[116411,306365],[122953,387831],[122963,316294],[129358,254112],[129420,325740],[130834,197308],[133333,330292],[135729,261839],[135791,333321],[149438,351751],[149817,352335],[155740,219957],[161150,294304],[161212,366186],[176495,384216],[178891,315763],[178953,387245],[190422,258939],[199807,410216],[208100,348724],[208162,418646],[232948,375438],[233010,443494],[240520,312863],[266520,339819],[295249,376383]
   ]
cell #977 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[3]]+phi[[2, 1],[3, 1]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [34020],[43076],[46240],[53538],[56147],[57282],[61176],[61263],[61735],[68764],[69899],[73029],[74324],[74411],[78657],[79162],[79690],[79847],[87901],[89196],[89283],[92296],[92473],[92954],[94471],[97394],[98470],[99605],[100850],[100980],[101067],[109450],[109627],[110108],[111625],[114900],[115219],[115413],[121029],[122259],[123554],[123641],[124178],[124883],[125268],[128923],[134280],[134599],[134793],[140799],[141280],[143664],[147414],[148354],[148531],[149012],[150529],[151185],[151245],[156141],[156460],[162261],[162742],[165126],[169441],[172085],[172521],[172581],[173997],[177442],[177761],[177955],[186321],[192753],[195397],[195833],[195893],[202691],[203091],[203410],[209211],[209692],[212076],[218728],[227539],[227939],[228258],[236419],[242851],[245495],[245931],[245991],[249906],[262419],[271188],[279999],[280399],[280718],[285409],[285469],[297902],[316343],[320445],[349670],[352322],
     [9929,72856],[13731,87728],[14946,92683],[19418,107767],[20063,109837],[21648,115376],[21735,115629],[23706,122086],[27397,86011],[27554,132636],[28324,134756],[28411,135009],[30257,140762],[30507,141304],[32521,146671],[33166,148741],[37780,107940],[37910,160177],[37997,160430],[38724,162224],[38974,162766],[40988,168133],[41464,169465],[41761,170018],[44109,120369],[44266,175798],[45036,177918],[45123,178171],[48615,186284],[49829,188634],[50534,132426],[50919,190562],[51926,192777],[52223,193330],[54571,139749],[54728,199110],[55341,200652],[58527,146844],[58657,207127],[58744,207380],[59471,209174],[59721,209716],[63675,218169],[64052,218752],[65421,158356],[65481,221197],[67688,114548],[67958,225500],[71144,168306],[71274,231975],[71361,232228],[73734,236382],[74948,238732],[75653,175588],[76038,240660],[77045,242875],[77342,243428],[81992,185742],[82052,252452],[82475,253019],[86671,140409],[88606,262382],[89820,264732],[90525,198900],[90910,266660],[93381,270629],[93758,271212],[95127,205306],[95187,273657],[97664,277960],[104760,289616],[108510,168876],[110535,297343],[110912,297926],[112281,230154],[112341,300371],[116350,235840],[116410,306376],[116833,306943],[122964,316306],[129359,254113],[129419,325751],[130835,197309],[133334,330304],[135730,261840],[135790,333332],[136213,333899],[149439,351763],[149816,352346],[155741,219958],[161151,294305],[161211,366197],[176496,384228],[178892,315764],[178952,387256],[179375,387823],[190423,258940],[199808,410228],[208101,348725],[208161,418657],[232949,375439],[233009,443505],[240521,312864],[266521,339820],[295250,376384]
   ]
cell #978 :
  |C| = 427
  W-rep = phi[[3, 1],[2, 1]]+phi[[3],[2, 2]]+phi[[1, 1],[4, 1]]+phi[[1],[4, 2]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     91 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     49 tau_infinity subcells with 4 member(s)
  subcells = [
     [132875],[134148],[154797],[156009],[160322],[160702],[161975],[162119],[176037],[184910],[184934],[186035],[186179],[189479],[190691],[190715],[192645],[199349],[207272],[207652],[216287],[216534],[217327],[217364],[218620],[222026],[222050],[223258],[223295],[229579],[232120],[232500],[239577],[240789],[240813],[250644],[251387],[251634],[256309],[256346],[257602],[263806],[264186],[265577],[266789],[266813],[274486],[274510],[275718],[275755],[286991],[290461],[291579],[291826],[296102],[299424],[301200],[301224],[302432],[302469],[310233],[310270],[311526],[325327],[326580],[326604],[327679],[332140],[335393],[337189],[337226],[338482],[345999],[346246],[361445],[362612],[362649],[367943],[372713],[372960],[381603],[396799],[397724],[397971],[402526],[407603],[429305],[430425],[431766],[461596],[461746],
     [69819,299400],[69850,371201],[87307,332116],[87338,403007],[89183,335430],[92827,201747],[104301,361421],[104332,430906],[107927,223804],[108948,436234],[109057,367727],[109437,367980],[109981,226595],[114768,177310],[115742,235008],[128421,462713],[128530,396583],[128910,396836],[132780,257996],[133994,467983],[134172,402797],[135122,261008],[140513,208925],[140657,209069],[141433,202959],[141686,269824],[146831,276264],[148885,279055],[153988,491720],[155855,492645],[156033,430696],[160543,293473],[162082,436407],[162895,227807],[163148,296538],[168293,302978],[169333,242743],[170163,236277],[175942,311920],[178284,314932],[181812,249447],[184056,519113],[186142,462886],[190944,329499],[193475,262277],[196604,335939],[199254,338876],[201353,271080],[204731,282039],[207493,347893],[209845,280267],[210098,350958],[213643,284580],[214023,284960],[226201,297794],[232341,374607],[237806,317730],[238186,318110],[241042,383423],[243573,316201],[247699,320737],[267042,409423],[269388,350522],[272710,353844],[278661,352214],[283014,356852],[305184,386064],[308437,389317],[341229,420403],[376526,452624],
     [46017,124044,181717,319501],[46160,79767,247675,320713],[46191,79798,319107,392406],[57059,143530,204636,344881],[57202,99525,272686,353820],[57233,99556,344487,423661],[60966,100057,213864,355620],[61163,100967,283051,356889],[69676,164992,229484,371595],[72435,121665,305160,386040],[72466,121696,377007,453105],[73016,170672,236880,379251],[74114,117506,238027,380504],[74311,123541,308474,389354],[78899,124165,247928,391150],[87888,193984,262880,405251],[88986,136886,264027,406504],[91794,147852,411386,483184],[91903,147961,341013,420187],[92283,148341,341266,420440],[92922,143205,271695,413881],[94208,143651,272939,415109],[99382,211942,281944,424055],[110076,164667,298409,438729],[111362,165113,299653,439957],[114614,177156,444671,511145],[114792,177334,376797,452895],[115521,171692,306835,446681],[115901,172072,307458,446934],[122246,244082,316804,455349],[123344,180048,317951,456602],[125730,249352,249772,392800],[134901,195004,333791,469993],[135281,195384,334414,470246],[140620,209032,411559,483357],[141457,202983,342877,477646],[148980,211617,352829,485679],[150266,212063,354073,486907],[151956,215243,283560,357398],[153054,215628,284801,427067],[162919,227831,369591,499108],[170126,236240,378501,506048],[173292,246702,308983,389863],[178063,245102,387715,513155],[178443,245482,388338,513408],[183098,249893,320966,459521],[193438,262240,404501,525428],[209869,280291,422051,538012],[243536,316164,454599,559786]
   ]
cell #979 :
  |C| = 455
  W-rep = phi[[3, 1, 1],[2]]+phi[[3, 1],[2, 1]]+phi[[1, 1, 1],[4]]+phi[[1, 1],[4, 1]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     35 tau_infinity subcells with 1 member(s)
     140 tau_infinity subcells with 2 member(s)
     35 tau_infinity subcells with 4 member(s)
  subcells = [
     [111701],[125118],[134675],[137143],[147649],[152152],[152327],[156536],[162274],[162686],[165400],[176814],[176989],[182043],[186334],[186746],[192834],[193254],[205566],[208522],[214240],[218809],[219229],[225386],[225498],[239042],[242139],[252905],[253017],[259785],[273945],[286587],[288405],[309151],[322821],
     [28060,192799],[35926,218774],[38546,295362],[38648,225537],[46266,181623],[47776,252474],[48437,324587],[48539,253056],[50769,132920],[50995,190584],[51823,259940],[57308,204542],[61276,151835],[62412,359109],[63027,218219],[63085,288017],[63949,288560],[66071,221219],[66388,160227],[66563,160756],[66834,223187],[69925,229390],[73055,236100],[74424,173171],[75888,176082],[76114,240682],[79238,125344],[79278,181681],[79873,249258],[80404,394692],[81328,252509],[81378,324167],[84723,188684],[84781,255552],[85143,190619],[85645,257495],[87927,262100],[89296,196483],[90760,199394],[90986,266682],[92967,203486],[94547,150605],[94587,204600],[95777,273679],[96094,207177],[96269,207706],[96540,275647],[99631,281850],[100314,152598],[100876,284219],[101080,215122],[101746,359058],[102523,360077],[102688,287978],[106492,221254],[106542,291060],[106924,223148],[108745,169111],[110121,228334],[111741,229448],[112931,300393],[113248,232025],[113423,232554],[113694,302361],[115295,177837],[115426,236432],[115955,236844],[117763,180305],[119081,238782],[119139,309476],[119501,240717],[120003,311419],[121055,313524],[122285,316024],[123654,246581],[124452,182545],[125384,249316],[126994,323877],[130009,325773],[131097,326927],[131262,255513],[133652,200126],[133827,200301],[134806,262432],[135335,262844],[138461,264782],[138519,336432],[138881,266717],[139383,338375],[140812,209224],[141224,209636],[141361,271269],[143938,212350],[145396,273714],[145446,345480],[145828,275608],[149025,280794],[150645,281908],[157592,289666],[157650,361855],[158616,230414],[158786,290770],[161572,233370],[162823,297983],[166858,300428],[166908,372194],[167290,302322],[169522,242932],[169942,243352],[170016,306941],[174259,380851],[174424,309437],[177968,316356],[178497,316768],[186002,254373],[187873,325808],[187923,397205],[188944,265042],[192041,268139],[193328,333897],[197571,406851],[197736,336393],[200538,277846],[200650,277958],[205736,345190],[209773,352403],[218479,289926],[220220,431014],[220385,361816],[221485,300659],[230584,371904],[233785,313709],[243426,387821],[251230,461614],[252740,326039],[254543,396915],[255227,336107],[286839,429155],[287692,361530],[322794,394866],
     [14972,92733,92830,270679],[20089,109887,109984,297393],[21384,44772,169487,242897],[21748,72895,115731,306398],[27580,132686,132783,330354],[28424,87767,135111,333354],[30079,59293,268648,349782],[30181,59395,200689,277997],[30583,56673,141326,271234],[30623,92791,141673,342437],[33192,148791,148888,351813],[37806,107966,159961,294565],[38010,107806,160532,366219],[39050,69290,162788,297948],[39090,109945,163135,369151],[41361,76942,233940,313864],[41851,73658,170055,306980],[44292,175848,175945,384278],[45136,122125,178273,387278],[51035,132744,190931,401333],[52313,88530,193367,333936],[54754,199160,199257,410278],[55781,93655,201246,342980],[58553,146870,206911,348985],[58757,146710,207482,418679],[59797,98996,209738,352368],[59837,148849,210085,421611],[68398,110809,226094,369694],[71170,168332,231759,375699],[71374,168172,232330,443527],[76154,175906,241029,451431],[77432,122888,243465,387860],[86697,140435,259600,340480],[91026,199218,267029,474743],[98104,149713,278554,422154]
   ]
cell #980 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[3]]+phi[[2, 1],[3, 1]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [34023],[43079],[46241],[53541],[56150],[57283],[61177],[61262],[61738],[68767],[69900],[73030],[74325],[74410],[78660],[79161],[79693],[79848],[87902],[89197],[89282],[92297],[92474],[92953],[94470],[97397],[98473],[99606],[100851],[100981],[101066],[109451],[109628],[110107],[111624],[114901],[115218],[115412],[121030],[122260],[123555],[123640],[124179],[124884],[125267],[128924],[134281],[134598],[134792],[140798],[141279],[143665],[147415],[148355],[148532],[149011],[150528],[151186],[151244],[156142],[156459],[162260],[162741],[165127],[169440],[172086],[172522],[172580],[173998],[177443],[177760],[177954],[186320],[192752],[195398],[195834],[195892],[202692],[203092],[203409],[209210],[209691],[212077],[218727],[227540],[227940],[228257],[236418],[242850],[245496],[245932],[245990],[249907],[262418],[271187],[280000],[280400],[280717],[285410],[285468],[297901],[316342],[320446],[349671],[352321],
     [9932,72922],[13734,87794],[14947,92767],[19421,107833],[20064,109921],[21649,115388],[21734,115721],[23709,122152],[27400,86014],[27555,132720],[28325,134768],[28410,135101],[30258,140774],[30506,141316],[32524,146737],[33167,148825],[37781,107941],[37911,160189],[37996,160522],[38725,162236],[38973,162778],[40991,168199],[41463,169477],[41749,170019],[44112,120372],[44267,175882],[45037,177930],[45122,178263],[48616,186296],[49830,188646],[50535,132427],[50918,190574],[51925,192789],[52211,193331],[54574,139752],[54729,199194],[55329,200653],[58528,146845],[58658,207139],[58743,207472],[59472,209186],[59720,209728],[63676,218181],[64051,218764],[65422,158357],[65480,221209],[67691,114551],[67946,225501],[71145,168307],[71275,231987],[71360,232320],[73735,236394],[74949,238744],[75654,175589],[76037,240672],[77044,242887],[77330,243429],[81993,185743],[82051,252464],[82463,253020],[86672,140410],[88607,262394],[89821,264744],[90526,198901],[90909,266672],[93382,270641],[93757,271224],[95128,205307],[95186,273669],[97652,277961],[104761,289628],[108511,168877],[110536,297355],[110911,297938],[112282,230155],[112340,300383],[116351,235841],[116409,306388],[116821,306944],[122965,316318],[129360,254114],[129418,325763],[130836,197310],[133335,330316],[135731,261841],[135789,333344],[136201,333900],[149440,351775],[149815,352358],[155742,219959],[161152,294306],[161210,366209],[176497,384240],[178893,315765],[178951,387268],[179363,387824],[190424,258941],[199809,410240],[208102,348726],[208160,418669],[232950,375440],[233008,443517],[240522,312865],[266522,339821],[295251,376385]
   ]
cell #981 :
  |C| = 455
  W-rep = phi[[3, 1, 1],[2]]+phi[[3, 1],[2, 1]]+phi[[1, 1, 1],[4]]+phi[[1, 1],[4, 1]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     35 tau_infinity subcells with 1 member(s)
     140 tau_infinity subcells with 2 member(s)
     35 tau_infinity subcells with 4 member(s)
  subcells = [
     [89259],[100859],[109513],[111695],[121038],[124964],[125112],[128986],[134289],[134669],[137113],[147495],[147643],[152146],[156150],[156530],[162268],[162656],[174078],[176808],[181991],[186328],[186716],[192617],[192744],[205560],[208470],[218592],[218719],[225326],[238990],[250947],[252845],[273308],[286527],
     [19781,162237],[25868,186297],[28054,192788],[34024,151780],[35275,218182],[35920,218763],[37789,107949],[37973,160190],[38618,225493],[43080,173116],[46249,124693],[47721,185751],[47770,252463],[48509,253012],[50344,188647],[50615,132435],[50763,132914],[50989,190573],[51743,259780],[53542,196428],[56151,202772],[57291,144179],[58536,146853],[58720,207140],[61239,101043],[61270,151829],[61739,215067],[63021,218213],[63055,287973],[63869,288400],[66016,158365],[66065,221208],[66382,160221],[66804,223143],[68768,227620],[69908,165641],[71153,168315],[71337,231988],[73038,172148],[74387,123617],[74418,173165],[75463,238745],[75734,175597],[75882,176076],[76108,240671],[78661,246526],[79232,125338],[79694,248767],[79856,182786],[80678,322816],[81024,323872],[81276,252419],[84717,188678],[84751,255508],[85091,190529],[86680,140418],[87910,195460],[89290,196477],[90335,264745],[90606,198909],[90754,199388],[90980,266671],[92359,148417],[92482,203100],[92961,203480],[94541,150599],[95722,205315],[95771,273668],[96088,207171],[96510,275603],[97398,277623],[98474,280080],[99614,212591],[100284,152568],[101074,215116],[101864,359053],[102405,287654],[105275,289629],[106188,290765],[106440,221164],[108591,168957],[108739,169105],[109636,227948],[110115,228328],[112876,230163],[112925,300382],[113242,232019],[113664,302317],[114909,177451],[115289,177831],[115420,236426],[117733,180275],[119075,238776],[119109,309432],[119449,240627],[122268,245558],[123648,246575],[126308,322756],[129954,254122],[130003,325762],[130916,197390],[130979,255189],[133646,200120],[134800,262426],[138455,264776],[138489,336388],[138829,266627],[140806,209218],[141194,209606],[141271,271179],[145092,345185],[145344,273624],[148540,280408],[149019,280788],[155822,220039],[157586,289660],[157620,361811],[158610,230408],[161520,233318],[162733,297893],[166554,371899],[166806,300338],[169305,242715],[169432,242842],[174141,309113],[177962,316350],[185996,254367],[187569,396910],[187821,325718],[188892,264990],[197453,336069],[200478,277786],[209683,352313],[216789,429150],[218427,289874],[220102,361492],[220848,300022],[251112,394828],[252103,325402],[286485,359238],
     [9933,72840,72923,235849],[13735,87712,87795,261849],[14664,32884,140775,209187],[14955,56022,92768,270642],[19422,107751,107834,294314],[20072,68639,109922,297356],[21378,44766,169476,242886],[21711,42580,115389,236395],[21742,72889,115720,306387],[23710,122070,122153,315773],[27401,86015,132195,259021],[27563,85886,132721,330317],[28387,53042,134769,262395],[28418,87761,135100,333343],[30151,59365,200645,277953],[30577,56667,141315,271223],[32525,146655,146738,348734],[33175,98345,148826,351776],[38004,107800,160521,366208],[39044,69284,162777,297937],[40992,168117,168200,375448],[41281,76862,233780,313704],[41821,73628,170011,306936],[44113,120373,175357,312945],[44275,120244,175883,384241],[45099,78161,177931,316319],[45130,122119,178262,387267],[52283,88500,193323,333892],[54575,139753,198669,339901],[54737,139624,199195,410241],[58751,146704,207471,418668],[59791,98990,209727,352357],[67692,114552,225163,304337],[71368,168166,232319,443516],[77402,122858,243421,387816]
   ]
cell #982 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[3]]+phi[[2, 1],[3, 1]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [34044],[43100],[46276],[53562],[56559],[57318],[61184],[61307],[61759],[69176],[69935],[73517],[74332],[74455],[78681],[79170],[79714],[79883],[88389],[89204],[89327],[92304],[93087],[93512],[94479],[97418],[98882],[99641],[100886],[100988],[101111],[109458],[110241],[110666],[111633],[115000],[115227],[116087],[121065],[122747],[123562],[123685],[124186],[124891],[125276],[128931],[134380],[134607],[135467],[140902],[142005],[143672],[147422],[148362],[149145],[149570],[150537],[151193],[151253],[156241],[156468],[162364],[163467],[165134],[169546],[172093],[172529],[172589],[174005],[177542],[177769],[178629],[186424],[192858],[195405],[195841],[195901],[202699],[203191],[203418],[209314],[210417],[212084],[218833],[227547],[228039],[228266],[236522],[242956],[245503],[245939],[245999],[249914],[262522],[271293],[280007],[280499],[280726],[285417],[285477],[298007],[316446],[320453],[349678],[352427],
     [9953,73374],[13755,88246],[14982,93281],[19442,108285],[20099,110435],[21656,116054],[21779,116292],[23730,122604],[27421,86423],[27590,133234],[28332,135434],[28455,135672],[30265,140869],[30515,142032],[32545,147189],[33202,149339],[37816,108428],[37918,160855],[38041,161093],[38732,162331],[38982,163494],[41012,168651],[41472,169573],[41750,170781],[44133,120781],[44302,176396],[45044,178596],[45167,178834],[48623,186391],[49837,188741],[50542,133040],[50927,191290],[51934,192885],[52212,194093],[54595,140161],[54764,199708],[55330,200756],[58563,147332],[58665,207805],[58788,208043],[59479,209281],[59729,210444],[63683,218276],[64060,218860],[65429,158456],[65489,221305],[67712,114572],[67947,225604],[71180,168794],[71282,232653],[71405,232891],[73742,236489],[74956,238839],[75661,176202],[76046,241388],[77053,242983],[77331,244191],[82000,185842],[82060,252560],[82464,253123],[86707,140445],[88614,262489],[89828,264839],[90533,199514],[90918,267388],[93389,270736],[93766,271320],[95135,205406],[95195,273765],[97653,278064],[104768,289723],[108518,168884],[110543,297450],[110920,298034],[112289,230254],[112349,300479],[116358,235940],[116418,306484],[116822,307047],[122972,316413],[129367,254213],[129427,325859],[130843,197317],[133342,330411],[135738,261940],[135798,333440],[136202,334003],[149447,351870],[149824,352454],[155749,219966],[161159,294405],[161219,366305],[176504,384335],[178900,315864],[178960,387364],[179364,387927],[190431,258948],[199816,410335],[208109,348825],[208169,418765],[232957,375539],[233017,443613],[240529,312872],[266529,339828],[295258,376392]
   ]
cell #983 :
  |C| = 455
  W-rep = phi[[3, 1, 1],[2]]+phi[[3, 1],[2, 1]]+phi[[1, 1, 1],[4]]+phi[[1, 1],[4, 1]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     35 tau_infinity subcells with 1 member(s)
     140 tau_infinity subcells with 2 member(s)
     35 tau_infinity subcells with 4 member(s)
  subcells = [
     [89265],[100893],[109519],[111703],[121072],[124970],[125156],[128992],[134387],[134677],[137114],[147501],[147687],[152154],[156248],[156538],[162371],[162657],[174084],[176816],[181992],[186431],[186717],[192618],[192849],[205568],[208471],[218593],[218824],[225335],[238991],[250948],[252854],[273309],[286536],
     [19787,162332],[25874,186392],[28062,192884],[34045,151786],[35281,218277],[35928,218859],[37823,108435],[37979,160856],[38619,225595],[43101,173122],[46283,124699],[47727,185849],[47778,252559],[48510,253114],[50350,188742],[50621,133047],[50807,133472],[50997,191289],[51744,259787],[53563,196434],[56560,202778],[57325,144185],[58570,147339],[58726,207806],[61245,101049],[61314,151837],[61760,215073],[63029,218316],[63056,288075],[63870,288407],[66022,158463],[66073,221304],[66390,160895],[66805,223904],[69177,227626],[69942,165647],[71187,168801],[71343,232654],[73524,172154],[74393,123623],[74462,173173],[75469,238840],[75740,176209],[75926,176634],[76116,241387],[78682,246532],[79240,125346],[79715,248773],[79890,182792],[80679,322823],[81025,323879],[81277,252524],[84725,188781],[84752,255610],[85092,191254],[86714,140452],[88396,195466],[89334,196485],[90341,264840],[90612,199521],[90798,199946],[90988,267387],[92365,148423],[93094,203198],[93519,203488],[94549,150607],[95728,205413],[95779,273764],[96096,207845],[96511,276364],[97419,277629],[98883,280086],[99648,212597],[100285,152569],[101118,215124],[101865,359060],[102406,287663],[105281,289724],[106189,290772],[106441,221269],[108597,168963],[108783,169149],[110248,228046],[110673,228336],[112882,230261],[112933,300478],[113250,232693],[113665,303078],[115007,177549],[115297,177839],[116094,236529],[117734,180276],[119083,238879],[119110,309534],[119450,241352],[122754,245564],[123692,246583],[126309,322765],[129960,254220],[130011,325858],[130922,197396],[130980,255198],[133654,200128],[135474,262529],[138463,264879],[138490,336490],[138830,267352],[140909,209321],[141195,209607],[141996,271284],[145093,345192],[145345,273729],[149152,280506],[149577,280796],[155828,220045],[157594,289763],[157621,361913],[158618,230416],[161521,233319],[163458,297998],[166555,371906],[166807,300443],[169306,242716],[169537,242947],[174142,309122],[178636,316453],[186004,254375],[187570,396917],[187822,325823],[188893,264991],[197454,336078],[200487,277795],[210408,352418],[216790,429157],[218428,289875],[220103,361501],[220849,300023],[251113,394837],[252104,325403],[286486,359239],
     [9954,72846,73375,235947],[13756,87718,88247,261947],[14670,32890,140870,209282],[14989,56028,93282,270737],[19443,107757,108286,294412],[20106,68645,110436,297451],[21386,44774,169572,242982],[21717,42586,116055,236490],[21786,72897,116291,306483],[23731,122076,122605,315871],[27422,86424,132201,259027],[27597,85892,133235,330412],[28393,53048,135435,262490],[28462,87769,135671,333439],[30152,59366,200747,278055],[30585,56675,142031,271319],[32546,146661,147190,348832],[33209,98351,149340,351871],[38048,107808,161092,366304],[39052,69292,163493,298033],[41013,168123,168652,375546],[41282,76863,233787,313711],[41822,73629,170772,307038],[44134,120782,175363,312951],[44309,120250,176397,384336],[45105,78167,178597,316414],[45174,122127,178833,387363],[52284,88501,194084,333994],[54596,140162,198675,339907],[54771,139630,199709,410336],[58795,146712,208042,418764],[59799,98998,210443,352453],[67713,114573,225169,304343],[71412,168174,232890,443612],[77403,122859,244182,387918]
   ]
cell #984 :
  |C| = 455
  W-rep = phi[[3, 1, 1],[2]]+phi[[3, 1],[2, 1]]+phi[[1, 1, 1],[4]]+phi[[1, 1],[4, 1]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     35 tau_infinity subcells with 1 member(s)
     140 tau_infinity subcells with 2 member(s)
     35 tau_infinity subcells with 4 member(s)
  subcells = [
     [89205],[100887],[109459],[111632],[121066],[124892],[125148],[128932],[134381],[134606],[137030],[147423],[147679],[152066],[156242],[156467],[162363],[162573],[174006],[176728],[181893],[186423],[186633],[192606],[192848],[205480],[208372],[218581],[218823],[225334],[238892],[250936],[252853],[273297],[286535],
     [34046,151194],[37817,108429],[37919,160867],[38733,162343],[43102,172530],[46277,124187],[48624,186403],[49838,188753],[50543,133041],[50799,133464],[50926,191301],[51933,192896],[53564,195842],[56561,202700],[57319,143673],[58564,147333],[58666,207817],[61185,100989],[61306,151252],[61761,285418],[63684,218288],[64059,218871],[65430,158457],[65488,221316],[66302,160887],[66721,223905],[67935,225596],[69178,227548],[69936,165135],[71181,168795],[71283,232665],[73518,172094],[74333,123563],[74454,172588],[74957,238851],[75662,176203],[75918,176626],[76045,241399],[78683,245940],[79169,125275],[79716,320454],[79884,249915],[82001,185843],[82059,252571],[82452,253115],[84066,188773],[84097,255611],[84993,191253],[86708,140446],[86804,259788],[88390,195406],[89326,195900],[89829,264851],[90534,199515],[90790,199938],[90917,267399],[92305,148363],[93088,203192],[93511,203417],[94478,150536],[95136,205407],[95194,273776],[96008,207837],[96427,276365],[97420,349679],[98884,280008],[99642,212085],[100201,152485],[101110,285476],[103455,218308],[103486,288076],[103798,288408],[104769,289735],[105461,290773],[105722,221268],[108519,168885],[108775,169141],[110242,228040],[110665,228265],[112290,230255],[112348,300490],[113162,232685],[113581,303079],[115001,177543],[115226,177768],[116086,236521],[117650,180192],[118424,238871],[118455,309535],[119351,241351],[122748,245504],[123684,245998],[126510,322824],[127664,323880],[127925,252523],[129368,254214],[129426,325870],[130214,255197],[130844,197318],[133566,200040],[135466,262521],[137804,264871],[137835,336491],[138731,267351],[140901,209313],[141111,209523],[141995,271283],[144365,345193],[144626,273728],[149146,280500],[149569,280725],[153851,359061],[155120,287662],[155750,219967],[156935,289755],[156966,361914],[158530,230328],[161422,233220],[163457,297997],[165827,371907],[166088,300442],[169294,242704],[169536,242946],[173376,309121],[178628,316445],[183980,322764],[185916,254287],[186842,396918],[187103,325822],[188794,264892],[196688,336077],[200486,277794],[210407,352417],[216682,429158],[218329,289776],[219337,361500],[220837,300011],[251006,394836],[252092,325391],[286474,359227],
     [9955,73430,116359,235941],[13757,88302,135739,261941],[14983,93356,93390,270748],[19444,108341,161160,294406],[20100,110510,110544,297462],[21657,73743,116066,236501],[21778,116375,116417,306495],[23732,122660,178901,315865],[27423,86425,190432,258949],[27591,133309,133343,330423],[28333,88615,135446,262501],[28454,135755,135797,333451],[30266,59480,140881,209293],[30514,93765,142043,271331],[32547,147245,208110,348826],[33203,149414,149448,351882],[38040,161176,161218,366316],[38981,110919,163505,298045],[41014,168707,232958,375540],[41471,77052,169584,242994],[41738,116810,170773,307039],[44135,120783,240530,312873],[44303,176471,176505,384347],[45045,122973,178608,316425],[45166,178917,178959,387375],[52200,136190,194085,333995],[54597,140163,266530,339829],[54765,199783,199817,410347],[55318,97641,200748,278056],[58787,208126,208168,418776],[59728,149823,210455,352465],[67714,114574,295259,376393],[71404,232974,233016,443624],[71932,121162,233788,313712],[77319,179352,244183,387919]
   ]
cell #985 :
  |C| = 427
  W-rep = phi[[3, 1],[2, 1]]+phi[[3],[2, 2]]+phi[[1, 1],[4, 1]]+phi[[1],[4, 2]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     91 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     49 tau_infinity subcells with 4 member(s)
  subcells = [
     [85970],[86777],[102852],[103771],[107602],[107910],[108975],[108995],[120328],[126217],[126483],[127281],[127348],[128448],[128468],[131426],[132457],[132524],[134104],[139708],[146506],[146814],[153637],[154449],[154715],[154735],[155965],[159073],[159140],[160240],[160260],[165725],[167968],[168276],[174588],[175619],[175686],[184583],[184866],[189131],[189397],[189417],[190647],[196279],[196587],[197900],[198931],[198998],[206023],[206090],[207190],[207210],[220549],[221699],[221982],[226085],[229161],[229228],[230871],[230938],[232038],[232058],[239229],[239495],[239515],[240745],[253604],[254830],[254897],[260471],[260538],[265229],[265495],[265515],[266745],[274159],[274442],[289091],[289158],[290113],[290379],[290399],[295423],[300873],[301156],[323129],[324648],[326253],[326536],[359170],[359389],
     [29094,263724],[38920,296020],[39951,299356],[48811,325245],[51798,331487],[52148,332072],[53455,263744],[63924,360792],[64274,361377],[67761,367360],[67921,367468],[68229,296040],[71905,121135],[80733,394787],[82278,396216],[82438,396324],[82746,325265],[86889,402531],[86956,331570],[91821,147879],[91841,147899],[102033,429076],[103883,430430],[103950,360875],[114724,177266],[115439,171610],[115459,171630],[115618,170510],[124777,182870],[132880,191160],[134819,194922],[134839,194942],[134998,193822],[141389,202915],[141504,201685],[144263,212675],[151631,214918],[151939,215226],[160419,223642],[162851,227763],[162966,226533],[170236,234964],[172967,246377],[173275,246685],[176042,241258],[177981,245020],[178001,245040],[178160,243920],[181394,249029],[181461,249096],[190762,257934],[193548,260964],[199354,267258],[201237,278545],[204313,281621],[204380,281688],[207369,276102],[209801,280223],[209916,278993],[223368,293429],[229584,299869],[232217,302816],[234471,314395],[234538,314462],[240860,311858],[243646,314888],[266860,338814],[268709,349843],[275828,347849],[302542,374563],
     [16785,34231,213561,284498],[22418,45806,237724,317648],[24243,46532,247631,320669],[30453,59667,269306,350440],[31484,60698,272642,353776],[33818,61058,283124,355576],[33937,61652,213581,284518],[41336,76917,304531,385411],[41686,77267,305116,385996],[42874,74206,308547,380460],[42993,78574,237744,317668],[46000,79017,247746,319439],[53336,89078,335503,406460],[55144,97467,340646,419820],[55304,97627,340754,419928],[55612,97935,269326,350460],[56106,93980,341959,413837],[57042,94326,272757,344819],[60971,99945,213740,283398],[68723,111134,368673,438685],[69659,111480,299471,371533],[72017,121247,376531,452629],[72084,121314,304614,385494],[72691,116796,377210,446422],[72999,117104,305890,379189],[74119,117394,237903,308821],[78455,123436,389427,456558],[87563,136176,403210,469734],[87871,136484,332846,405189],[88991,136774,263903,335777],[92504,142787,411953,477380],[92571,142854,341457,413335],[92927,141902,270171,343578],[98429,150038,421133,485635],[99365,150384,353891,423993],[101337,153146,356962,427023],[109658,164249,436801,498842],[109725,164316,368171,438183],[110081,163364,296885,370292],[121921,179338,453308,512896],[122229,179646,386770,455287],[123349,179936,317827,389701],[125713,183216,320784,392738],[148562,211199,483751,537746],[148629,211266,420631,485133],[148985,210314,351305,422752],[153059,215516,284677,357236],[181817,248144,249452,321182],[204736,273155,282044,354289]
   ]
cell #986 :
  |C| = 553
  W-rep = phi[[3, 2, 1],[1]]+phi[[3, 1, 1],[2]]+phi[[3, 2],[1, 1]]+phi[[3, 1],[2, 1]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     91 tau_infinity subcells with 4 member(s)
  subcells = [
     [151191],[152043],[152179],[172527],[176705],[176841],[180943],[181925],[195839],[202697],[203862],[205457],[206279],[208404],[213070],[227545],[228710],[235991],[237233],[238562],[238924],[239154],[245937],[261991],[263233],[270459],[270821],[273496],[274042],[280005],[281170],[285415],[297173],[297535],[306215],[309257],[315915],[317157],[320451],[321616],[333171],[342218],[349676],[351593],[351955],[357845],[368932],[387095],[421392],
     [75141,309853],[79707,392147],[95003,345314],[95019,273479],[97411,419666],[100790,426077],[100884,356603],[116226,377925],[116242,306198],[116356,235938],[118298,309287],[120969,452052],[121063,385223],[124889,391785],[124990,458508],[127537,255086],[133543,200017],[133679,200153],[135606,403925],[135622,333154],[135736,261938],[142233,342248],[142336,270712],[145699,480358],[147420,419304],[147521,482568],[154374,290038],[158507,230305],[159329,231127],[161157,294403],[161454,233252],[163695,368962],[163798,297426],[171119,306461],[174003,449624],[174763,508499],[178768,454023],[178784,387078],[178898,315862],[183920,323054],[184466,326136],[185893,254264],[188464,264562],[188826,264924],[189056,265154],[190429,258946],[191594,330387],[194431,333417],[205678,533577],[208107,348823],[210645,421422],[210748,351846],[216351,359272],[217999,289446],[218361,289808],[221036,300210],[221582,300756],[224251,366282],[232955,375537],[240527,312870],[241692,384311],[244529,387341],[252291,325590],[255333,336213],[266527,339826],[267692,410311],[276711,418742],[287798,361636],[295256,376390],[303425,443590],
     [17554,102941,217191,359940],[25187,127368,251451,395424],[27019,131515,256173,399418],[27414,86416,257343,330496],[34953,104953,216947,362232],[34969,154357,217037,429407],[35105,154807,154931,429667],[37292,159160,291643,433254],[37720,108143,292483,366036],[37814,108426,223009,294456],[43731,174677,310097,449516],[44126,120774,311267,384420],[47002,126699,250702,394882],[47018,183766,183903,394622],[47429,184496,184620,461831],[50022,90013,255929,336809],[50038,189039,256019,464987],[50174,189489,189613,465247],[50540,133038,256981,330134],[50641,133058,328486,401114],[54193,197989,337053,472828],[54588,140154,338223,410420],[58039,206110,346063,480204],[58467,147047,346903,418496],[58561,147330,275469,348876],[62244,153674,216381,428981],[64915,220638,362476,494164],[65297,112157,290894,372028],[65313,112173,221019,300193],[65427,158454,221844,364179],[65724,221612,221736,494663],[66279,160831,161043,366019],[66415,160903,161027,434869],[67705,114565,367206,444514],[70656,230958,372777,501666],[71084,168509,373617,443344],[71178,168792,302183,375590],[75157,239137,309943,508149],[75293,239587,239711,508409],[75659,176200,310905,384058],[75760,176220,382410,451212],[81631,188176,395578,521306],[81868,129235,324001,397039],[81884,129251,252274,325573],[81998,184728,185840,323733],[83453,254917,397788,521152],[83940,137678,255363,336243],[84043,188717,189629,399401],[85025,191267,191491,401144],[86611,140349,401954,475364],[86705,140443,331299,411223],[90029,265137,336899,527529],[90165,265587,265711,527789],[90531,199512,337861,410058],[90632,199532,408410,474524],[95133,205404,274304,416639],[95430,274072,274196,533567],[95985,207781,207993,418479],[96121,207853,207977,481819],[103027,220724,429757,545328],[103329,156809,287828,361666],[103432,154947,218252,359923],[104969,290021,362322,544978],[105105,290471,290595,545238],[105754,221282,222206,433284],[106795,167161,433408,501820],[108516,168882,366844,444152],[108617,168983,435618,504030],[112287,230252,301018,441487],[112584,300786,300910,550721],[113139,232629,232841,443327],[113275,232701,232825,503281],[118401,238815,239727,449499],[119383,241365,241589,451242],[126715,323037,394972,564988],[126936,254485,461841,566040],[127957,185090,252537,395454],[129365,254211,326398,464406],[129662,326166,326290,566030],[130841,197315,399526,472936],[131601,198075,465337,527879],[137781,264815,265727,472811],[138763,267365,267589,474554],[144658,273742,274666,480234],[153782,286781,428991,583202],[154144,359302,359426,583192],[155747,219964,360048,494272],[156912,289699,290611,494147],[158728,230526,494673,550731],[166120,300456,301380,501696],[187135,325836,326760,521182]
   ]
cell #987 :
  |C| = 70
  W-rep = phi[[2, 2],[3]]
  special rep = phi[[2, 2],[3]] , dim = 70
  orbit = [5, 5, 4]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     70 tau_infinity subcells with 1 member(s)
  subcells = [
     [31043],[39510],[42201],[51455],[52663],[55456],[56184],[60257],[67184],[68073],[68801],[72217],[76574],[77782],[82590],[84235],[86048],[87089],[91446],[96890],[97779],[98507],[103624],[104083],[105937],[114044],[116948],[118593],[120406],[121447],[128140],[130453],[136328],[137973],[139786],[142528],[142987],[144841],[155359],[157104],[163990],[164449],[166303],[171302],[173615],[179490],[187318],[191786],[194614],[196927],[202309],[210940],[211399],[219576],[224434],[227157],[241884],[244712],[251904],[258558],[267884],[276894],[279617],[292096],[303608],[312482],[339438],[346516],[373230],[398241]
   ]
cell #988 :
  |C| = 315
  W-rep = phi[[2, 1],[3, 1]]+phi[[2],[3, 2]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [30657],[38115],[39124],[41899],[51069],[51163],[52361],[55700],[55716],[55852],[58862],[59871],[66781],[66882],[68317],[68333],[68469],[71479],[72121],[72137],[72548],[76188],[76282],[77480],[84157],[85580],[85716],[86993],[87009],[87420],[89401],[91060],[91154],[91950],[96487],[96588],[98023],[98039],[98175],[103546],[103987],[104003],[105857],[107459],[109104],[111869],[113641],[113742],[118515],[119938],[120074],[121351],[121367],[121778],[128060],[128577],[130624],[137090],[137895],[139318],[139454],[142450],[142891],[142907],[144761],[146363],[148008],[155530],[157026],[162633],[163912],[164353],[164369],[166223],[167825],[171222],[171739],[173786],[186693],[187238],[191708],[194534],[195051],[197098],[202480],[210862],[211303],[211319],[219747],[223809],[224354],[227328],[241806],[244632],[245149],[258729],[267806],[276269],[276814],[279788],[302983],[303528],[312653],[335944],[339609],
     [11119,124523],[11128,79312],[15371,144009],[15380,94621],[16652,151488],[16674,100362],[20488,165471],[20497,111775],[21844,170699],[21853,115989],[22285,172824],[22307,117811],[24082,124387],[28520,194011],[28529,135369],[28961,196136],[28983,137191],[30404,201094],[30531,201324],[30751,141931],[31323,143873],[33591,212421],[33600,150679],[38871,225942],[38998,226172],[39218,163393],[39790,165335],[41488,234018],[41644,169877],[41764,234564],[41798,170098],[45232,244109],[45241,178531],[45673,246234],[45695,180353],[46665,182616],[46674,125418],[48762,253461],[51950,260018],[52106,193189],[52226,260564],[52260,193410],[55344,268811],[55378,200732],[59618,278402],[59745,278632],[59965,210343],[60537,212285],[61381,101185],[61813,214775],[61835,152646],[64076,288638],[64232,219164],[67961,295525],[67995,225580],[73881,307385],[74529,123759],[77069,313942],[77225,243287],[77345,314488],[77379,243508],[79059,247196],[79406,125512],[79978,182480],[82478,324750],[82512,253099],[88753,334341],[93782,343058],[93938,271624],[94368,272207],[94715,150773],[97667,349945],[97701,278040],[100107,213173],[100261,152545],[110936,369772],[111092,298338],[111522,298921],[116836,378674],[116870,307023],[117556,237336],[117710,180252],[123111,388265],[124049,181057],[136216,404674],[136250,333979],[136936,263336],[141171,209583],[143535,203976],[149840,422232],[149996,352758],[150426,353341],[164997,228824],[170677,236791],[179378,454772],[179412,387903],[180098,317260],[183258,393533],[193989,262791],[211947,281284],[215678,357948],[244087,316715],[249777,321730],[283565,357403],[308988,389868]
   ]
cell #989 :
  |C| = 553
  W-rep = phi[[3, 2, 1],[1]]+phi[[3, 1, 1],[2]]+phi[[3, 2],[1, 1]]+phi[[3, 1],[2, 1]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     91 tau_infinity subcells with 4 member(s)
  subcells = [
     [124648],[124922],[124938],[144134],[147453],[147469],[151754],[152118],[165596],[171483],[173090],[174036],[174052],[176780],[181589],[182741],[194795],[196402],[202746],[204508],[204895],[205003],[205532],[212546],[214625],[215041],[227594],[229356],[235537],[236066],[238294],[238465],[242524],[244893],[246500],[249224],[261537],[262066],[270362],[273336],[280054],[281816],[297076],[306055],[315461],[315990],[333011],[351496],[386935],
     [31601,273246],[43235,309161],[43251,238438],[55977,202629],[56251,342122],[56267,270335],[57511,273371],[61607,284185],[68594,227477],[68868,368836],[68884,297049],[72814,235872],[73178,306090],[76809,313490],[79578,320058],[79704,248741],[85841,258878],[87686,261872],[88050,333046],[92699,270691],[97282,349283],[97408,277597],[98300,279937],[98574,421296],[98590,351469],[100698,356174],[100733,283942],[107309,224615],[107725,294337],[108549,168915],[108565,168931],[109853,297405],[118720,382199],[120199,312802],[120877,384794],[120912,313247],[122044,315796],[122408,386970],[130874,197348],[130890,197364],[132652,330366],[133618,200092],[139579,339758],[144987,416675],[145022,346622],[146213,277075],[146629,348757],[148757,351825],[155780,219997],[155796,220013],[157945,229743],[158053,229851],[158582,230380],[167675,303789],[168091,375471],[173435,449117],[175814,384290],[185331,253702],[185439,253810],[185968,254339],[188196,264294],[188367,264465],[192426,268524],[199126,410290],[216516,286684],[217731,289178],[217902,289349],[220876,300050],[250786,322894],[252131,325430],
     [18498,40068,220786,299960],[19290,67456,159927,294531],[25291,127122,128190,323636],[25444,48844,252041,325340],[26523,53697,255237,336117],[26539,53713,188340,264438],[27285,86098,190036,330037],[27411,86413,132169,258995],[32393,97162,206877,348951],[34528,101724,216489,358952],[34664,62494,286423,359176],[35195,154518,155601,359780],[35230,102644,155679,287412],[35504,64419,287702,361540],[35520,64435,217875,289322],[36764,70128,220911,300085],[37396,105987,158914,364082],[37628,107982,222580,365876],[37663,108060,159684,294002],[40860,114316,231725,375665],[43997,120456,240134,383961],[44123,120771,175331,312919],[46926,80414,250821,394606],[47543,126972,185304,395104],[47679,81460,185752,395328],[47695,81476,185774,323609],[48059,82925,252166,325465],[50264,130695,189200,399258],[50299,130773,131218,328100],[50573,86115,132950,401018],[50589,86131,132972,330010],[51690,91681,259566,340446],[54459,139836,266134,409961],[54585,140151,198643,339875],[58143,144891,205864,416542],[58375,146886,275040,418336],[58410,146964,206634,348422],[62826,102533,217766,429391],[62993,102887,218231,359815],[65838,157918,158764,432934],[65974,106624,158366,433158],[65990,106640,158388,364055],[66354,108089,160810,365911],[67576,114436,294863,375997],[67702,114562,225137,304311],[70760,166353,230712,441390],[70992,168348,301754,443184],[71027,168426,231482,375136],[75383,173857,239298,449356],[75418,173935,174380,382024],[75692,120473,176112,451116],[75708,120489,176134,383934],[83557,187368,254671,464309],[84362,138100,328275,408199],[84522,131107,188231,464971],[84689,131461,188696,399293],[86519,140257,330870,410794],[86554,140292,259323,340203],[90255,197169,265298,472668],[90290,197247,197692,408024],[90564,139853,199424,474428],[90580,139869,199446,409934],[95544,204868,205714,479884],[95680,145528,205316,480108],[95696,145544,205338,416515],[96060,146993,207760,418371],[103751,157231,287587,432362],[105195,219818,290182,494004],[105230,219896,220341,432187],[106083,166449,364215,441523],[106118,166484,292202,373336],[112698,229716,230562,501346],[112834,166990,230164,501570],[112850,167006,230186,441363],[113214,168455,232608,443219],[118880,174269,238329,508133],[119047,174623,238794,449391],[128286,187464,323769,464442],[128321,187499,252010,398347],[129776,253675,254521,520832],[129912,188005,254123,521056],[129928,188021,254145,464282],[130273,196747,399019,472429],[138260,197581,264329,527513],[138427,197935,264794,472703],[154258,286657,286817,543659],[155179,219396,359541,493765],[157391,220230,289213,544962],[157558,220584,289678,494039],[184039,251065,322655,519267],[184401,251240,322929,564972]
   ]
cell #990 :
  |C| = 553
  W-rep = phi[[3, 2, 1],[1]]+phi[[3, 1, 1],[2]]+phi[[3, 2],[1, 1]]+phi[[3, 1],[2, 1]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     91 tau_infinity subcells with 4 member(s)
  subcells = [
     [100467],[100708],[117916],[120887],[124623],[124932],[137296],[142656],[144109],[144997],[147463],[151748],[152107],[152751],[164118],[165571],[171458],[173084],[173540],[174046],[176769],[180458],[182348],[182716],[194770],[196396],[202234],[202740],[204997],[205521],[208827],[211068],[212521],[215035],[227082],[227588],[235531],[238367],[238381],[244868],[246494],[261531],[270278],[273256],[279542],[280048],[296992],[315455],[351412],
     [31690,204972],[42004,171353],[42245,235506],[43152,309089],[43245,238427],[52466,194665],[52707,261506],[55952,202563],[56261,270324],[57500,273326],[61608,214600],[66987,224485],[68569,227411],[68878,297038],[72808,235861],[73167,306045],[76810,242499],[77585,244763],[77826,315430],[79579,248512],[79703,248735],[85448,191914],[85816,258812],[86529,140267],[87680,261861],[88039,333001],[96693,276945],[97283,277368],[97407,277591],[98275,279871],[98584,351458],[100732,283936],[106093,166459],[107719,294326],[108559,168925],[113847,303659],[118721,310604],[119806,242012],[120174,312736],[120911,313241],[122038,315785],[122397,386925],[124927,320004],[128296,187474],[130378,196852],[130884,197358],[133607,200081],[139186,268012],[139554,339692],[145021,346616],[146623,348746],[147458,349229],[155284,219501],[155790,220007],[158047,229845],[158571,230369],[161877,233675],[168085,375460],[174041,382145],[185433,253804],[185957,254328],[188269,264367],[188283,264381],[204900,416132],[217804,289251],[217818,289265],[220796,299970],[250859,322967],[252051,325350],[286433,359186],
     [18587,40157,158022,229820],[19291,67457,107284,224590],[25292,81247,128191,251829],[25533,48933,185408,253779],[26440,53614,255165,336045],[26533,53707,188329,264427],[27286,86099,131940,258483],[27410,86412,132163,258989],[32394,97163,146188,277050],[35205,63154,155613,287381],[35229,102638,155678,287406],[35421,64336,287630,361468],[35514,64429,217864,289311],[36753,70117,220866,300040],[37397,105988,106411,292021],[37638,67228,107994,293971],[37662,108059,159678,293996],[40861,114317,167650,303764],[43998,120457,175102,312407],[44122,120770,175325,312913],[46931,126191,250831,394652],[47082,80757,322732,394804],[47684,127068,185762,323552],[47689,81470,185763,323598],[48048,82914,252121,325420],[50274,84850,130707,328069],[50298,130772,131212,328094],[50578,132960,189982,329953],[50583,86125,132961,329999],[51691,91682,192401,268499],[54460,139837,198414,339363],[54584,140150,198637,339869],[58144,144892,145315,346441],[58385,96934,146898,348391],[58409,146963,206628,348416],[62152,101767,286458,429003],[62831,154423,217776,359466],[62982,102876,218221,359770],[65979,158376,158860,363998],[65984,106634,158377,364044],[66343,108078,160800,365866],[67577,114437,224908,304082],[67701,114561,225131,304305],[70761,166354,166777,373155],[71002,114088,168360,375105],[71026,168425,231476,375130],[75393,119208,173869,381993],[75417,173934,174374,382018],[75697,176122,240080,383877],[75702,120483,176123,383923],[81118,127015,252076,395058],[83558,187369,187792,398166],[84363,138101,256680,337560],[84527,188241,189105,398944],[84678,131450,188686,399248],[86553,140291,259317,340197],[90265,138588,197181,407993],[90289,197246,197686,408018],[90569,199434,266080,409877],[90574,139863,199435,409923],[95685,205326,205810,416458],[95690,145538,205327,416504],[96049,146982,207750,418326],[103752,157232,217698,362983],[105205,157719,219830,432156],[105229,219895,220335,432181],[106117,166483,292196,373330],[106282,158807,220821,432888],[108554,168920,294809,375943],[112839,230174,230658,441306],[112844,167000,230175,441352],[113203,168444,232598,443174],[118885,238339,239203,449042],[119036,174612,238784,449346],[128320,187498,252004,398341],[129917,254133,254617,464225],[129922,188015,254134,464271],[130879,197353,328221,408145],[138265,264339,265203,472354],[138416,197924,264784,472658],[145186,205757,273281,479838],[155785,220002,287533,432308],[157396,289223,290087,493690],[157547,220573,289668,493994],[157950,229748,363672,440980],[166648,230605,299995,501300],[184406,322939,323103,519192],[185336,253707,323226,463899],[187663,254564,325375,520786],[216521,286689,359027,491821],[216883,286860,359211,543613]
   ]
cell #991 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[3]]+phi[[2, 1],[3, 1]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [124647],[144133],[151743],[165595],[171482],[173079],[181427],[181578],[182740],[194794],[196391],[202735],[204346],[204497],[212545],[213598],[214624],[215030],[227583],[229194],[229345],[234504],[235434],[236055],[237761],[242523],[244892],[246489],[248730],[249062],[249213],[260504],[261434],[262055],[263761],[268981],[269343],[270264],[277586],[280043],[281654],[281805],[283364],[283836],[284535],[289124],[295695],[296057],[296978],[304783],[305975],[308787],[313141],[314428],[315358],[315979],[317685],[319377],[319456],[324920],[325282],[331739],[332931],[335743],[340853],[343544],[344757],[344836],[345857],[350115],[350477],[351398],[357202],[361044],[367567],[370258],[371471],[371550],[378468],[378844],[379206],[385663],[386855],[389667],[392676],[392755],[396423],[404468],[404844],[405206],[413504],[420027],[422718],[423931],[424010],[426376],[438352],[446521],[452351],[454566],[454942],[455304],[469833],[485302],[512995],
     [55976,202628],[56168,342050],[68593,227476],[68785,368764],[72050,304755],[72201,376656],[72803,235860],[85840,258877],[86922,331711],[87073,402656],[87675,261860],[91858,340878],[92537,270236],[92688,270681],[98299,279936],[98491,421224],[103916,361016],[104067,430555],[107308,224614],[107714,294325],[109012,367592],[109691,296950],[109842,297395],[115476,306000],[120198,312801],[121280,385635],[121431,452754],[122033,315784],[127314,395977],[128485,396448],[132158,258984],[132490,329911],[132641,330356],[134856,332956],[139578,339757],[142820,413476],[142971,477505],[146212,277074],[146618,348745],[147916,420052],[148595,351370],[148746,351815],[154673,360527],[154752,430148],[159106,363385],[159578,293899],[160277,365821],[164282,438324],[164433,498967],[167674,303788],[168080,375459],[170476,446075],[171647,446546],[175320,312908],[175652,383835],[175803,384280],[178018,386880],[189355,327377],[189434,398689],[192425,268523],[193788,469387],[194959,469858],[198632,339864],[198964,409835],[199115,410280],[201623,412987],[201702,477098],[206056,415845],[206528,348319],[207227,418281],[211232,485274],[211383,537871],[223608,496444],[225126,304300],[226471,437835],[226550,498560],[230904,440693],[231376,375033],[232075,443129],[239453,381301],[239532,448787],[243886,512549],[245057,513020],[254863,463612],[257872,467044],[257951,523145],[259217,340097],[265453,407301],[265532,472099],[276068,535348],[278931,484785],[279010,537464],[290337,431464],[290416,493435],[291437,372571],[292782,435412],[302782,552502],[311796,510206],[311875,557503],[324544,397582],[338752,529586],[338831,572375],[347202,482362],[373916,503824],[402253,475663]
   ]
cell #992 :
  |C| = 245
  W-rep = phi[[2, 2, 1],[2]]+phi[[2, 2],[2, 1]]
  special rep = phi[[2, 2],[2, 1]] , dim = 140
  orbit = [4, 4, 4, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [100890],[121069],[124967],[147498],[151783],[152123],[173119],[174081],[176785],[181594],[196431],[202775],[204513],[205537],[215070],[227623],[229361],[236071],[238470],[246529],[248770],[249229],[262071],[270367],[277626],[280083],[281821],[284190],[297081],[313495],[315995],[320063],[349288],[351501],[382204],
     [13281,191256],[18769,221271],[23256,241354],[25715,252526],[26568,255272],[29932,267354],[31872,273731],[35549,287737],[36769,220921],[37820,108432],[40339,300445],[42427,306450],[43280,309196],[47724,185846],[48064,252176],[49115,325825],[50618,133044],[52889,333406],[53742,336152],[56296,342157],[57516,273381],[58567,147336],[62998,218241],[64464,361575],[66019,158460],[66359,160820],[67410,366271],[68913,368871],[70133,300095],[71184,168798],[72843,235944],[73183,306100],[75737,176206],[78008,387330],[81505,395363],[82930,325475],[84694,188706],[86160,401053],[86711,140449],[87715,261944],[88055,333056],[90609,199518],[92704,270701],[95725,205410],[96065,207770],[97116,418731],[98619,421331],[102892,359825],[106669,433193],[107754,294409],[108094,365921],[108594,168960],[109858,297415],[112879,230258],[113219,232618],[114270,443579],[119052,238804],[120518,451151],[122073,315868],[122413,386980],[127127,323641],[129957,254217],[130919,197393],[131466,399303],[132198,259024],[132657,330376],[133623,200097],[138432,264804],[139898,474463],[145573,480143],[146658,348829],[146998,418381],[148762,351835],[155825,220042],[157563,289688],[158587,230385],[158919,364087],[159932,294536],[167035,501605],[168120,375543],[168460,443229],[174628,449401],[175360,312948],[175819,384300],[185973,254344],[188050,521091],[188372,264470],[190041,330042],[197940,472713],[198672,339904],[199131,410300],[205869,416547],[206882,348956],[217907,289354],[220589,494049],[225166,304340],[230717,441395],[231730,375670],[240139,383966],[254676,464314],[259571,340451],[266139,409966],[287592,432367],[294868,376002],[328280,408204]
   ]
cell #993 :
  |C| = 315
  W-rep = phi[[2, 1],[3, 1]]+phi[[2],[3, 2]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [56034],[68651],[72866],[85898],[87738],[92445],[92760],[93574],[98357],[107777],[107880],[109599],[109914],[110728],[114872],[115035],[115381],[120256],[122096],[132398],[132713],[132792],[134252],[134415],[134761],[139636],[140767],[146681],[146784],[148503],[148818],[149632],[156113],[156276],[158328],[160182],[160198],[162229],[168143],[168246],[175560],[175875],[175954],[177414],[177577],[177923],[185714],[186289],[188639],[188655],[196557],[198872],[199187],[199266],[203063],[203226],[205278],[207132],[207148],[209179],[218174],[218190],[227911],[228074],[229496],[230126],[231980],[231996],[235812],[236387],[238737],[238753],[254085],[261812],[262387],[263682],[264737],[264753],[270634],[270650],[280371],[280534],[289621],[289637],[294277],[295978],[297348],[297364],[315736],[316311],[325203],[330309],[330325],[348697],[351768],[351784],[365649],[375411],[384233],[384249],[410233],[410249],[418109],[442957],[471651],
     [42713,236813],[45970,124705],[46091,181650],[53175,262813],[56621,271051],[57012,144191],[57133,204569],[60860,213503],[60883,151806],[69238,297765],[69629,165653],[69750,229417],[72329,304870],[72969,172160],[73571,306761],[74008,237666],[74031,173142],[78294,316737],[78749,181335],[87201,331826],[87841,195472],[88443,333717],[88880,263666],[88903,196454],[92133,340939],[92245,269248],[92839,203457],[94058,204254],[98944,352185],[99335,212603],[99456,281877],[104195,361131],[109287,367653],[109399,295962],[109993,228305],[111212,229102],[115131,234412],[115397,236212],[121559,385750],[122199,245570],[122801,387641],[123238,317590],[123261,246552],[125683,182798],[125804,249285],[128760,396509],[128872,325187],[134511,260412],[134777,262212],[140783,269073],[143099,413591],[148191,420113],[148303,350382],[148897,280765],[150116,281562],[151909,215196],[152948,284440],[152971,215093],[156372,289032],[162245,295787],[164561,438439],[171922,446607],[172034,379111],[173245,246655],[177673,314336],[177939,316136],[181135,318661],[181729,249364],[182948,248970],[186305,325012],[195234,469919],[195346,405111],[203322,343452],[204054,344041],[204648,281956],[209195,350207],[211511,485389],[213253,282586],[213519,284456],[228170,370166],[228902,370755],[236403,378936],[237416,308009],[237682,317606],[245332,513081],[245444,455209],[247025,318677],[262403,404936],[263416,334965],[269264,350398],[272036,344057],[280630,422626],[281362,423215],[298750,370771],[305828,379127],[316327,455034],[317340,388889],[321808,460331],[332784,405127],[353170,423231],[358028,427871],[386708,455225],[393362,460347],[425690,489907],[448339,514813]
   ]
cell #994 :
  |C| = 70
  W-rep = phi[[2, 2],[3]]
  special rep = phi[[2, 2],[3]] , dim = 70
  orbit = [5, 5, 4]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     70 tau_infinity subcells with 1 member(s)
  subcells = [
     [42013],[52475],[55731],[66996],[68348],[72152],[72527],[77594],[85595],[87024],[87399],[91929],[96702],[98054],[104018],[105872],[107438],[109083],[113856],[119953],[121382],[121757],[128075],[128556],[130603],[139333],[142922],[144776],[146342],[147987],[155509],[158005],[164384],[166238],[167804],[171237],[171718],[173765],[185391],[187253],[194549],[195030],[197077],[202459],[204955],[211334],[219726],[224369],[227307],[229803],[235489],[244647],[245128],[253762],[258708],[261489],[276829],[279767],[287364],[293954],[303543],[312632],[315413],[328052],[339588],[348374],[375088],[381976],[407976],[432139]
   ]
cell #995 :
  |C| = 315
  W-rep = phi[[2, 1],[3, 1]]+phi[[2],[3, 2]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [72911],[73555],[87783],[88427],[91874],[92117],[92776],[107822],[109028],[109271],[109930],[114761],[115492],[115735],[122141],[122785],[128501],[128744],[132729],[132837],[134141],[134872],[135115],[141426],[146726],[147932],[148175],[148834],[154768],[156002],[160293],[160536],[160624],[162888],[168188],[171663],[171906],[175891],[175999],[177303],[178034],[178277],[184903],[184919],[189450],[190684],[190700],[194975],[195218],[199203],[199311],[201718],[202952],[207243],[207486],[207574],[209838],[222019],[222035],[226566],[227800],[229541],[232091],[232334],[232422],[235001],[235017],[239548],[240782],[240798],[245073],[245316],[257967],[261001],[261017],[264108],[265548],[266782],[266798],[274479],[274495],[279026],[280260],[290432],[293466],[293482],[299409],[301193],[301209],[311891],[314925],[314941],[326573],[326589],[329625],[332125],[338847],[347886],[347902],[361430],[374600],[374616],[383549],[409549],[440083],
     [31273,271688],[33887,213857],[39740,298402],[42534,306828],[42943,238020],[45912,247668],[52996,333784],[53405,264020],[55524,341006],[56581,342818],[56954,272679],[60487,352822],[60820,213614],[60928,151851],[68141,367720],[69198,369532],[69571,299393],[72289,376738],[72397,305153],[73968,237777],[74076,173187],[78115,387708],[78524,317944],[78821,181666],[82658,396576],[87161,402738],[87269,332109],[88840,263777],[88948,196499],[92205,269359],[92884,203502],[94130,204585],[97847,420180],[98904,421992],[99277,353813],[101406,284794],[104155,430637],[104263,361414],[109359,296073],[110038,228350],[111284,229433],[114777,304886],[115823,236829],[117016,446674],[121519,452836],[121627,386033],[123198,317701],[123306,246597],[125625,320706],[128832,325298],[134157,331842],[135203,262829],[136396,469986],[141442,271067],[143059,477587],[143167,413874],[148263,350493],[148942,280810],[150188,281893],[151337,355613],[152908,284551],[153016,215138],[156018,361147],[162904,297781],[164521,499049],[164629,438722],[171994,379222],[172673,380497],[177319,385766],[178365,316753],[179558,513148],[181095,319472],[181774,249409],[183020,249301],[195306,405222],[195985,406497],[202968,413607],[204014,344852],[204693,282001],[209854,352201],[211471,537953],[211579,485672],[212899,355629],[213945,284882],[227816,438455],[228862,371566],[237062,380513],[238108,318032],[245404,455320],[246083,456595],[247684,320722],[263062,406513],[269950,413890],[272695,353829],[280276,485405],[281322,424026],[285561,427060],[296664,438738],[305169,386049],[316986,456611],[321768,392771],[351084,485688],[357674,427076],[391276,459647],[415235,487033]
   ]
cell #996 :
  |C| = 455
  W-rep = phi[[3, 1, 1],[2]]+phi[[3, 1],[2, 1]]+phi[[1, 1, 1],[4]]+phi[[1, 1],[4, 1]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     35 tau_infinity subcells with 1 member(s)
     140 tau_infinity subcells with 2 member(s)
     35 tau_infinity subcells with 4 member(s)
  subcells = [
     [89251],[109505],[111687],[128978],[134186],[134661],[137124],[152341],[156047],[156522],[162164],[162667],[177003],[182137],[182258],[186224],[186727],[192628],[192642],[208616],[208737],[214379],[218603],[218617],[225319],[239836],[242278],[248454],[250958],[252838],[274784],[277310],[286520],[310546],[345957],
     [19773,162129],[25860,186189],[27964,259773],[28046,192681],[35267,217374],[35830,288393],[35912,218656],[37965,223305],[38629,225394],[47166,322809],[47641,184948],[47762,251670],[48520,252913],[50336,256356],[50981,257638],[58712,275765],[61231,101035],[61298,151700],[62164,358992],[62933,217409],[63066,287215],[65936,222064],[66057,291862],[66577,160770],[66815,293105],[71329,302479],[74379,123609],[74446,173036],[75455,310280],[76100,311562],[79224,125330],[79292,124685],[80382,322686],[81130,323191],[81189,251631],[84629,256391],[84762,327903],[85237,190729],[85358,191204],[89318,196348],[90327,337236],[90972,338518],[92351,148409],[92989,202006],[94533,150591],[94601,144171],[95642,274524],[95763,346282],[96283,207720],[96521,347525],[100295,152579],[100377,151821],[101102,214987],[102501,286925],[105267,362659],[106294,363637],[106353,291823],[107063,223340],[110143,226854],[111755,165633],[112796,301238],[112917,372996],[113437,232568],[113675,374239],[114806,177348],[115281,177823],[115969,172140],[117744,180286],[117826,173157],[118987,310315],[119120,381827],[119595,240827],[119716,241302],[123676,246446],[125140,248687],[125398,182778],[129874,326618],[129995,398007],[131075,327613],[131882,257599],[133841,200315],[135349,195452],[137206,196469],[138367,337271],[138500,407827],[138975,266827],[139096,267302],[140702,209114],[141205,209617],[141471,202997],[141946,203472],[145198,416097],[145257,346243],[145967,275800],[147671,277543],[149047,279314],[150659,212583],[152661,215108],[155056,290720],[157498,362694],[157631,431990],[161666,233464],[161787,233585],[162933,227845],[163408,228320],[166660,440945],[166719,372957],[167429,302514],[169316,242726],[169330,242740],[170208,236322],[174237,381537],[175044,311523],[178511,245550],[180368,246567],[185208,326878],[187675,463864],[187734,397968],[189738,265836],[192180,268278],[193520,262322],[197549,407537],[198356,338479],[200471,277779],[201350,271077],[209883,280305],[210358,280780],[216895,491786],[217640,362925],[220198,431700],[222324,301498],[224850,304024],[226198,297791],[243618,316246],[251208,461680],[251345,397682],[256622,337502],[278658,352211],[286413,429263],[291537,372671],
     [14656,32876,140667,209079],[21288,44676,233773,313697],[21370,44758,169369,242779],[21703,42572,170173,236287],[21770,72760,115802,235046],[28379,53034,193485,262287],[28446,87632,135182,261046],[30162,59376,200546,277854],[30569,56659,201389,271116],[30637,56014,141696,269834],[38032,107671,160603,293511],[39036,69276,226237,297830],[39104,68631,163158,296548],[41832,73639,234640,306837],[41914,72881,170433,305594],[45091,78153,243583,316211],[45158,121990,178344,314970],[50791,132115,132942,258255],[51049,85878,190954,329509],[52294,88511,260640,333793],[52376,87753,193745,332550],[58779,146575,207553,347931],[59783,98982,278697,352250],[59851,98337,210108,350968],[66897,107792,223565,365415],[71396,168037,232401,374645],[75910,175277,176104,312179],[76168,120236,241052,383433],[77413,122869,314564,387717],[77495,122111,243843,386474],[90782,198589,199416,339135],[91040,139616,267052,409433],[96603,146696,276025,417875],[108767,169133,225083,304257],[113757,168158,302739,442723]
   ]
cell #997 :
  |C| = 413
  W-rep = phi[[3, 2, 2],[]]+phi[[3, 2, 1],[1]]+phi[[3, 1],[2, 1]]+phi[[3],[2, 2]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     140 tau_infinity subcells with 2 member(s)
     21 tau_infinity subcells with 4 member(s)
  subcells = [
     [94787],[118169],[118189],[141663],[142104],[142124],[144434],[152433],[160721],[163125],[163566],[163586],[170351],[170895],[177095],[182068],[182376],[190921],[193663],[194207],[201570],[207671],[208547],[208855],[210075],[210516],[210536],[214244],[214311],[223483],[226418],[232519],[239067],[241019],[242143],[242210],[243761],[244305],[257819],[264205],[267019],[273949],[274016],[275943],[278878],[302657],[309155],[311743],[338699],
     [24376,248346],[32732,277202],[34098,283783],[43527,309752],[44558,313088],[46042,319324],[46371,248366],[57084,344704],[57476,345219],[57826,345804],[59133,277222],[61016,283239],[65081,111941],[66669,108404],[69701,371418],[73493,378415],[74164,308662],[74585,380838],[74745,380946],[75053,309772],[78918,247905],[81353,127441],[81652,129019],[83811,137549],[83831,137569],[85168,133131],[85476,133439],[88365,404415],[89036,335618],[93178,412632],[93486,342733],[94227,272916],[94899,415513],[94966,345302],[96375,147308],[99407,423878],[101750,153657],[101921,154015],[102692,154827],[102759,154894],[103200,156680],[103220,156700],[105530,165896],[106517,159233],[106928,160923],[106995,160990],[110332,437480],[110640,369447],[111381,299630],[113529,168770],[115920,306735],[116122,445743],[116189,377913],[119526,176293],[119834,176601],[122723,454513],[123394,389542],[125755,392623],[126197,183796],[126998,184603],[127169,184961],[127189,184981],[127733,186911],[131266,189509],[131333,189576],[131774,191362],[131794,191382],[133933,200407],[135300,333691],[135502,469055],[135569,403913],[138906,199605],[139214,199913],[145421,206183],[145832,207873],[145899,207940],[149236,484430],[149544,421907],[150285,354050],[153104,357077],[154429,217067],[154620,217437],[158790,221719],[158961,222077],[158981,222097],[159525,224027],[161597,233395],[161905,233703],[166883,231031],[167294,232721],[167361,232788],[174428,239607],[174495,239674],[174936,241460],[174956,241480],[178462,387615],[178664,512217],[178731,454011],[183117,320943],[187898,254990],[188969,265067],[189111,256049],[189302,256419],[192045,268143],[192112,268210],[197740,265607],[197807,265674],[198248,267460],[198268,267480],[205740,274179],[205911,274537],[205931,274557],[206475,276487],[214042,284979],[218504,289951],[220389,290491],[220456,290558],[221489,300663],[221556,300730],[230588,300893],[230759,301251],[230779,301271],[231323,303201],[238205,318129],[239209,309973],[239400,310343],[252744,326043],[252811,326110],[254547,326273],[254718,326631],[254738,326651],[255231,336111],[265209,336929],[265400,337299],[286843,359409],[287696,361534],[290093,362352],[290284,362722],[322798,394870],[323109,395002],
     [19629,41199,224742,303916],[26815,53989,255828,336708],[27846,55020,259164,340044],[35796,64711,288293,362131],[36729,70093,290799,371933],[37079,70443,291384,372518],[38386,71750,224762,303936],[48024,82890,323906,396944],[48374,83240,324491,397529],[49466,89457,326914,406838],[49626,89617,327022,406946],[49934,89925,255848,336728],[62387,102193,359087,429184],[63312,104397,360064,431001],[63472,104557,360172,431109],[63780,104865,288313,362151],[65193,112053,363053,440361],[65260,112120,290882,372016],[80573,126595,394679,461601],[81764,129131,395645,463280],[81831,129198,323989,397027]
   ]
cell #998 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[3]]+phi[[2, 1],[3, 1]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [79308],[94617],[100372],[111771],[115985],[117821],[124477],[124535],[125414],[135365],[137201],[141941],[143963],[144021],[150675],[151587],[152357],[152656],[163403],[165425],[165483],[169967],[170108],[170711],[172923],[177019],[178527],[180363],[182253],[182570],[182628],[193279],[193420],[194023],[196235],[200742],[201193],[201336],[208732],[210353],[212375],[212433],[213883],[214287],[214874],[219254],[225590],[226041],[226184],[234030],[234565],[238046],[242186],[243377],[243518],[244121],[246333],[247881],[247954],[253109],[253560],[260030],[260565],[264046],[268812],[271714],[272892],[272965],[273992],[278050],[278501],[278644],[284820],[288650],[295526],[298428],[299606],[299679],[306711],[307033],[307484],[313954],[314489],[317970],[320919],[320992],[324751],[333667],[333989],[334440],[343070],[349946],[352848],[354026],[354099],[356526],[369784],[378675],[385146],[387591],[387913],[388364],[404675],[422244],[454773],
     [30487,269406],[30653,141761],[38954,296120],[39120,163223],[41386,233990],[41444,304625],[41909,170432],[51065,191019],[51848,259990],[51906,331581],[52371,193744],[55260,268830],[55806,201296],[55864,201654],[59701,350540],[59867,210173],[63974,288610],[64032,360886],[66593,160786],[66892,223564],[67877,295544],[68423,226144],[68481,226502],[72647,234583],[76184,241117],[76967,313914],[77025,385505],[77490,243842],[81403,324217],[82394,324769],[85353,191199],[85670,257545],[85728,257903],[87519,260583],[91056,267117],[93680,343030],[93738,413346],[96299,207736],[96598,276024],[97583,349964],[98129,278604],[98187,278962],[102735,288070],[102808,360376],[106567,291110],[106971,223240],[107558,293048],[110834,369744],[110892,438194],[113453,232584],[113752,302738],[115761,378141],[116752,378693],[119711,241297],[120028,311469],[120086,311827],[121877,314507],[131309,255605],[131382,327226],[133857,200331],[135141,404141],[136132,404693],[139091,267297],[139408,338425],[139466,338783],[141639,342490],[141712,412836],[145471,345530],[145875,275700],[146462,347468],[149738,422204],[149796,485144],[160562,435085],[161782,233580],[163101,369204],[163174,437684],[166933,372244],[167337,302414],[167924,374182],[174471,309529],[174544,381150],[178303,454239],[179294,454791],[187948,397255],[190897,401386],[190970,466893],[192088,268186],[197783,336485],[197856,407150],[207512,482035],[210051,421664],[210124,484634],[220432,361908],[220505,431313],[221532,300706],[222932,366532],[232360,503497],[240995,451484],[241068,510055],[252787,326086],[266995,474796],[267068,529435],[275392,418992],[302106,443840],[331222,411146]
   ]
cell #999 :
  |C| = 315
  W-rep = phi[[2, 1],[3, 1]]+phi[[2],[3, 2]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [115711],[116010],[132886],[135091],[135390],[140654],[140825],[141596],[160512],[160706],[162116],[162287],[163058],[169359],[170160],[170331],[176048],[178253],[178552],[184938],[186176],[186347],[190719],[190854],[192671],[193472],[193643],[199360],[201379],[207462],[207656],[209066],[209237],[210008],[217361],[218646],[222054],[223292],[223463],[226227],[229590],[232310],[232504],[235036],[236274],[236445],[240817],[240952],[242769],[243570],[243741],[251660],[256343],[257628],[258165],[261036],[262274],[262445],[264190],[266817],[266952],[269821],[271106],[274514],[275752],[275923],[278687],[291852],[293501],[296535],[297820],[299428],[301228],[302466],[302637],[305584],[310267],[311552],[312089],[314960],[316198],[316369],[326608],[329496],[332144],[332540],[337223],[338508],[339045],[346272],[347921],[350955],[352240],[361449],[362646],[365405],[371764],[372986],[374635],[383420],[386464],[397997],[409420],[417865],[442713],
     [34028,283219],[43084,308642],[46171,319133],[53546,335598],[56543,342713],[57213,344513],[60977,213833],[61167,283048],[61743,357057],[69160,369427],[69830,371227],[72446,377033],[73143,377830],[74125,237996],[74315,308471],[78665,389522],[78903,247838],[79778,392432],[87318,403033],[88015,403830],[88997,263996],[89187,335427],[92093,411547],[92287,341263],[92933,270964],[93018,412524],[94212,272849],[98866,421887],[99536,423687],[100068,425446],[100971,356886],[104312,430932],[109247,436395],[109441,367977],[110087,297678],[110172,437372],[111366,299563],[114796,376722],[114931,444777],[115905,306668],[117517,448095],[121676,453131],[122373,453928],[123355,317920],[123545,389351],[124169,391147],[128720,462874],[128914,396833],[134176,402722],[134311,468089],[135285,333624],[136897,471407],[141461,342116],[143216,477882],[143655,415106],[148151,483345],[148345,420437],[148991,352098],[149076,484322],[150270,353983],[151096,355648],[153065,284770],[156037,430621],[156172,492751],[162923,368830],[164678,499344],[165117,439954],[171882,506036],[172076,446931],[172432,380532],[177338,452820],[177473,511251],[178447,387548],[180059,514569],[181823,249458],[183102,320876],[195194,525416],[195388,470243],[195744,406532],[201916,413909],[202987,477571],[203122,531655],[204742,282050],[209873,421290],[211628,538248],[212067,486904],[214027,284964],[215639,489663],[226764,438757],[227835,499033],[227970,548809],[238190,318114],[245292,559774],[245486,513405],[245842,456630],[247703,320741],[249897,459518],[272714,353848],[279224,485707],[280295,537937],[280430,578515],[285320,427095],[305188,386068],[319670,392969],[345050,424224]
   ]
cell #1000 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[3]]+phi[[2, 1],[3, 1]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [181529],[181662],[204448],[204581],[213610],[213669],[229296],[229429],[235306],[236825],[237773],[237832],[247647],[249164],[249297],[261306],[262825],[263773],[263832],[269355],[270100],[271063],[272658],[281756],[281889],[284125],[284547],[284606],[296069],[296814],[297777],[299372],[304882],[305132],[305269],[306762],[313430],[315230],[316749],[317697],[317756],[319468],[320213],[320685],[325294],[331838],[332088],[332225],[333718],[340833],[340940],[344848],[349438],[350489],[351234],[352197],[353792],[355592],[356101],[361143],[361393],[367547],[367654],[371562],[379218],[380476],[384721],[385762],[386012],[386149],[387642],[391048],[392767],[396403],[396510],[405218],[406476],[413603],[413853],[415007],[416031],[420007],[420114],[424022],[427039],[438451],[438701],[439855],[446261],[446501],[446608],[455316],[456574],[459419],[469573],[469813],[469920],[485401],[485651],[486805],[489020],[510881],[512735],[512975],[513082],
     [56577,342813],[69194,369527],[72285,376733],[87157,402733],[91870,411452],[92639,269869],[92772,341635],[98900,421987],[104151,430632],[109024,436300],[109793,296583],[109926,368349],[114740,376610],[115488,377115],[115547,305555],[121515,452831],[128497,462779],[132592,329544],[132725,400531],[134120,402610],[134868,403115],[134927,332511],[141405,341345],[143055,477582],[147928,483250],[148697,351003],[148830,420809],[154764,492376],[155981,430509],[159867,293771],[160289,434059],[160348,365376],[162867,368059],[164517,499044],[171659,505941],[175754,383468],[175887,450629],[177282,452708],[178030,453213],[178089,386435],[184882,462393],[189446,464669],[190191,329775],[190663,400241],[194971,525321],[199066,409468],[199199,473941],[201714,531280],[202931,477459],[206817,348191],[207239,481009],[207298,417836],[209817,420519],[211467,537948],[217262,430103],[221998,432588],[222507,365090],[226562,548434],[227779,498921],[231665,374905],[232087,502471],[232146,442684],[234980,505555],[239544,507831],[240289,383699],[240761,450339],[245069,559679],[256244,398644],[257963,567542],[259506,340386],[260980,524935],[265544,527211],[266289,409699],[266761,473651],[269722,477053],[274458,479538],[274967,417550],[279022,578140],[280239,537825],[290428,544660],[293445,546834],[295018,376152],[296436,498515],[301172,501000],[301681,442398],[310168,448742],[311887,592661],[314904,559293],[326552,520486],[329397,523100],[330797,410721],[337124,472054],[338843,603123],[347865,576540],[350856,537419],[362547,493390],[363571,440879],[364762,496630],[374579,589157],[383321,557458],[396163,463798],[409321,572330],[417222,535534],[442070,552688],[467719,530261]
   ]
cell #1001 :
  |C| = 245
  W-rep = phi[[2, 2, 1],[2]]+phi[[2, 2],[2, 1]]
  special rep = phi[[2, 2],[2, 1]] , dim = 140
  orbit = [4, 4, 4, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [214512],[242411],[248395],[277251],[283268],[283799],[308691],[309801],[313104],[319340],[335647],[342762],[344720],[345820],[357106],[369476],[371434],[378431],[381025],[389571],[392067],[392639],[404431],[412711],[419586],[421936],[423894],[426339],[437559],[452314],[454529],[458554],[482614],[484509],[508545],
     [50899,329081],[65461,363255],[76018,383005],[82032,395847],[83860,398470],[90890,409005],[95167,415715],[103249,429929],[105546,363132],[107196,223843],[112321,440563],[116390,445945],[118218,448568],[127218,324257],[127749,395724],[129399,463482],[131823,257585],[135770,469257],[137598,471880],[142153,476879],[144450,415592],[146100,276303],[154636,360358],[156729,493216],[159010,291150],[159541,293030],[161191,496314],[163615,498341],[165912,440440],[167562,303017],[170380,378181],[170911,445822],[174985,311509],[178932,512419],[185010,519442],[186927,463359],[189318,327208],[191411,522926],[192313,268411],[193692,404181],[194223,469134],[198297,338465],[201586,412818],[205960,345570],[206491,347450],[208141,535218],[210565,537245],[217453,492117],[222126,545790],[223512,435125],[224043,496191],[224791,303965],[226434,437666],[230808,372284],[231339,374164],[232989,552372],[239416,381132],[241509,557284],[243790,454279],[244321,512296],[251497,462113],[254767,397295],[255877,336757],[256435,521827],[257263,401658],[257835,466875],[259180,340060],[265416,407132],[267509,572156],[274586,575496],[275972,482075],[276503,535095],[278894,484616],[288342,362180],[290300,431295],[291400,372534],[291689,494945],[292745,435375],[301300,588113],[302686,503537],[303217,552249],[310359,556185],[311187,451756],[311759,510037],[324507,397545],[326680,599155],[327101,407025],[328532,466768],[337315,571057],[338143,475068],[338715,529417],[346109,533849],[347165,482325],[360251,431188],[362738,584205],[367126,444434],[372823,551003],[373879,503787],[382456,509930],[397834,566312],[402216,475626],[408456,529310],[429803,545374],[435664,504076],[465383,527925]
   ]
cell #1002 :
  |C| = 315
  W-rep = phi[[2, 1],[3, 1]]+phi[[2],[3, 2]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [141756],[142675],[160727],[163218],[164137],[169379],[169645],[170443],[191014],[191136],[192691],[192957],[193755],[200587],[201399],[201665],[207677],[210168],[211087],[217404],[218666],[218932],[223335],[223575],[225435],[226247],[226513],[232525],[234681],[241112],[241234],[242789],[243055],[243853],[251680],[252954],[256386],[257648],[257914],[260681],[264211],[267112],[267234],[269864],[271126],[271392],[275795],[276035],[277895],[278707],[278973],[287256],[291872],[293146],[293679],[296578],[297840],[298106],[299845],[302509],[302749],[305604],[306878],[310310],[311572],[311838],[314605],[327944],[329539],[332560],[333834],[335470],[337266],[338528],[338794],[341676],[346292],[347566],[348099],[350998],[352260],[352526],[362689],[365425],[368020],[368390],[373006],[374280],[374813],[381868],[383463],[386484],[387758],[396876],[398017],[400572],[406710],[407868],[409463],[417885],[420850],[432031],[442733],[450670],[473982],
     [46301,319419],[57343,344799],[61188,355293],[69960,371513],[73930,379169],[74336,380177],[78924,247998],[79156,319153],[79908,392718],[88802,405169],[89208,406177],[92308,411849],[93630,413252],[94233,273009],[94465,344533],[99666,423973],[99921,283331],[100992,426740],[109462,436697],[110784,438100],[111387,299723],[111619,371247],[115091,444885],[115213,377053],[115926,307528],[116636,446314],[117370,308754],[123160,455267],[123566,456275],[124190,457966],[125262,392452],[128935,463176],[134471,468197],[134593,403053],[135306,334484],[136016,469626],[136750,335710],[140697,411630],[140937,476026],[141878,343511],[143676,478981],[148366,483647],[149688,485050],[150291,354143],[150523,423707],[151239,425466],[156332,492859],[156454,430952],[162159,436478],[162399,497488],[163340,370225],[165138,500443],[170203,378572],[172097,506338],[172575,448115],[177633,511359],[177755,453151],[178468,388408],[179178,512788],[179912,389634],[180866,391190],[183123,321036],[186219,462957],[186459,520019],[193515,404572],[195409,525718],[195887,471427],[203282,531763],[203404,477902],[203785,415149],[209109,483428],[209349,536392],[210290,422685],[212088,539347],[214048,284985],[215492,357169],[228130,548917],[228252,499364],[228633,439997],[235214,446974],[236317,506119],[236557,554377],[238211,318135],[243613,454670],[245507,560076],[245985,514589],[248120,321158],[249918,517144],[261214,470286],[262317,525499],[262557,569249],[273131,354265],[280590,578623],[280712,538268],[281093,486947],[283091,356929],[285463,489683],[308514,389394],[315138,513448],[316241,559857],[316481,594368],[321539,459561],[341306,420480],[355826,427273],[380710,456808]
   ]
cell #1003 :
  |C| = 175
  W-rep = phi[[2, 2],[2, 1]]+phi[[1],[3, 3]]
  special rep = phi[[2, 2],[2, 1]] , dim = 140
  orbit = [4, 4, 4, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 140
     105 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [38106],[50943],[58853],[65505],[66747],[71470],[76062],[82076],[84123],[85564],[89392],[90934],[95211],[96453],[103512],[105678],[105841],[111649],[112365],[113607],[116434],[118481],[119922],[127881],[128044],[129443],[130437],[134623],[135814],[137056],[137861],[139302],[142416],[144582],[144745],[155343],[156484],[156992],[161235],[162599],[163878],[166044],[166207],[171043],[171206],[173599],[178976],[186659],[187059],[187222],[191166],[191674],[192724],[194355],[194518],[196911],[202293],[208185],[210828],[217585],[218699],[219560],[223775],[224175],[224338],[227141],[233033],[241264],[241772],[244453],[244616],[251713],[251888],[256567],[257681],[258542],[267264],[267772],[276235],[276635],[276798],[279601],[291905],[292080],[299875],[302949],[303349],[303512],[310491],[311605],[312466],[335910],[337447],[338561],[339422],[346325],[346500],[362870],[371280],[373039],[373214],[398050],[398225],[403086],[430985],
     [61372,101176],[74520,123750],[79186,125292],[94495,150553],[99951,151269],[100227,152511],[115243,177785],[117400,172605],[117676,180218],[124015,181023],[136780,195917],[141137,209549],[141908,203434],[143501,203942],[163370,228282],[164963,228790],[169412,242822],[170643,236757],[179942,246015],[193955,262757],[201432,271159],[210320,280742],[211913,281250],[215522,285493],[226280,297873],[244053,316681],[248150,321188],[249743,321696],[273161,354295],[278740,352293],[283531,357369],[308954,389834],[319186,392485],[344566,423740],[377086,453184]
   ]
cell #1004 :
  |C| = 245
  W-rep = phi[[2, 2, 1],[2]]+phi[[2, 2],[2, 1]]
  special rep = phi[[2, 2],[2, 1]] , dim = 140
  orbit = [4, 4, 4, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [284174],[313479],[319951],[349176],[355517],[356079],[380401],[381472],[384699],[391026],[406401],[413158],[414985],[416009],[426964],[438006],[439833],[446239],[448603],[456499],[458849],[459397],[469551],[476914],[482909],[484956],[486783],[488998],[498376],[510859],[512713],[516279],[535752],[537280],[556271],
     [86032,400946],[105921,432634],[120390,451044],[128124,462439],[130341,464583],[139770,474356],[144825,479584],[155247,492290],[157983,432482],[159916,294520],[166287,501046],[171286,505601],[173503,507745],[184807,396005],[185369,462287],[187302,520532],[189929,329939],[194598,524981],[196815,527125],[202197,531194],[204933,479432],[206866,348940],[217240,430123],[219464,544574],[221923,363413],[222485,365796],[224418,546880],[227045,548348],[229781,500894],[231714,375654],[234905,446103],[235467,505449],[240027,383863],[244696,559339],[251792,565091],[253740,520380],[256222,398664],[258446,567456],[259555,340435],[260905,469415],[261467,524829],[266027,409863],[269700,477073],[274383,415873],[274945,418256],[276878,576586],[279505,578054],[287342,543820],[291984,584532],[293370,496472],[293932,546728],[294756,375890],[296414,498535],[301097,440721],[301659,443104],[303592,589203],[310146,448762],[312370,592575],[314829,512577],[315391,559187],[323343,519477],[326477,463640],[327548,407472],[328030,566702],[328827,467215],[329375,523120],[330775,410699],[337102,472074],[339326,603037],[346404,605279],[347790,535376],[348352,576434],[350834,537439],[360698,431635],[362525,493410],[363549,440857],[363789,545825],[364740,496608],[373118,613746],[374504,552530],[375066,589051],[381954,591821],[382751,510377],[383299,557478],[396141,463776],[398129,620987],[398505,471915],[399707,522961],[407954,602283],[408751,529757],[409299,572350],[416249,575531],[417200,535512],[429964,493251],[432117,611339],[435959,504371],[441097,588148],[442048,552666],[449805,557319],[464016,599190],[467697,530239],[473117,572191],[492203,584291],[496848,552906],[521913,571143]
   ]
cell #1005 :
  |C| = 245
  W-rep = phi[[2, 1],[2, 2]]+phi[[1, 1],[3, 2]]
  special rep = phi[[2, 1],[2, 2]] , dim = 140
  orbit = [4, 4, 3, 3]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [20467],[28234],[36100],[38673],[48564],[51169],[51838],[63110],[63964],[66859],[76288],[81393],[84806],[85660],[91160],[96565],[106557],[111875],[113719],[119164],[120018],[137168],[138544],[139398],[145461],[157675],[162711],[165415],[166923],[186771],[187938],[193269],[219244],[225488],[253007],
     [11098,46644],[15350,33570],[16680,61086],[21558,44946],[22313,74234],[24124,78861],[28989,89106],[30206,59420],[30757,56847],[31365,94170],[33776,99839],[39224,69464],[39832,111324],[41376,76957],[41876,73683],[42074,115863],[42832,117288],[45701,123464],[52338,88555],[52536,135243],[53294,136668],[55796,93670],[55908,92816],[56064,141796],[59971,99170],[60579,150228],[61841,153174],[67057,160664],[68413,110824],[68525,109970],[68681,163258],[72731,115751],[72765,170289],[77457,122913],[77655,178405],[78413,179830],[79412,125518],[80020,183060],[85772,132769],[85928,191054],[87603,135131],[87637,193601],[94721,150779],[96763,207614],[98119,149728],[98231,148874],[98387,210208],[100339,152623],[100537,213985],[101295,215410],[107642,160552],[107676,223421],[113917,232462],[117788,180330],[117986,238148],[120130,175931],[120286,241152],[121961,178293],[121995,243699],[124467,182560],[124579,181706],[124735,248038],[137366,264148],[139510,199243],[139666,267152],[141249,209661],[143953,212365],[144065,204625],[144221,273049],[146546,207502],[146580,275881],[151671,213873],[151705,283177],[152821,284922],[165527,229473],[165683,299763],[168008,232350],[168042,302595],[169957,243367],[170755,236869],[173007,238036],[173041,308600],[180528,318072],[182672,249341],[182828,321076],[194067,262869],[196319,264036],[196353,335556],[200640,277948],[201977,271704],[202011,342012],[212477,281933],[212633,354183],[214958,284810],[214992,357015],[226825,298418],[226859,368726],[234734,306931],[244165,316793],[246417,317960],[246451,389480],[260734,333887],[279285,352838],[279319,421186],[314658,387811]
   ]
cell #1006 :
  |C| = 427
  W-rep = phi[[3, 1],[2, 1]]+phi[[3],[2, 2]]+phi[[1, 1],[4, 1]]+phi[[1],[4, 2]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     91 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     49 tau_infinity subcells with 4 member(s)
  subcells = [
     [51172],[51860],[63113],[63986],[66862],[67048],[67885],[76291],[81415],[81424],[82402],[84809],[85682],[85691],[86872],[91163],[96568],[96754],[102776],[102816],[103866],[106579],[106588],[107526],[107566],[108883],[111878],[113722],[113908],[119167],[120040],[120049],[126900],[127264],[128356],[131350],[131390],[132440],[137171],[137357],[138547],[139420],[139429],[145483],[145492],[146430],[146470],[153746],[153923],[154340],[157678],[158692],[159056],[162714],[165446],[166945],[166954],[167892],[167932],[174512],[174552],[175602],[183886],[186774],[187960],[187969],[189022],[193300],[196203],[197824],[197864],[198914],[205642],[206006],[219275],[220473],[220513],[226009],[230490],[230854],[239120],[253528],[254449],[254813],[259831],[265120],[286745],[288451],[290004],[322867],[323020],
     [20470,165437],[28237,193291],[28952,196243],[30710,92819],[36103,219266],[38123,160667],[38676,225697],[38862,226049],[39177,109973],[39772,229144],[41398,76979],[41975,115773],[48567,253216],[48753,253568],[51122,132772],[51869,260130],[52088,260454],[52437,135153],[55268,97591],[55818,93692],[55935,141720],[58870,207617],[59924,148877],[63995,288750],[64214,289074],[66958,160574],[67810,295406],[67845,295605],[68435,110846],[68552,163182],[71487,232465],[72000,121230],[72655,116760],[76241,175934],[77556,178315],[79415,125521],[82327,324631],[82362,324830],[85799,190978],[86794,331450],[87527,136140],[89409,264151],[91113,199246],[91729,147787],[92487,142770],[94724,150782],[96664,207524],[98141,149750],[98258,210132],[100342,152626],[100528,152812],[102082,359153],[103788,360755],[109641,164232],[113818,232372],[117791,180333],[117977,180519],[120157,241076],[121885,179302],[124498,182591],[126500,394750],[139537,267076],[141252,209664],[143984,212396],[148545,211182],[151555,214842],[169988,243398],[172891,246301],[201161,278469],[233831,313755],
     [11101,46647,124489,182582],[11136,78864,79365,181709],[15353,33573,143975,212387],[15388,94173,94674,204628],[16643,61804,151595,214882],[16683,61089,100438,213895],[20505,111327,111828,229476],[21561,44949,169979,243389],[21861,115866,116613,236872],[22276,45664,172931,246341],[22316,74237,117887,238058],[24064,79960,181377,249012],[24115,79050,124606,247962],[28537,135246,135993,262872],[28992,89109,137267,264058],[30209,59423,200849,278157],[30395,59609,201201,278509],[30760,56850,142627,271726],[31305,60519,204296,281604],[31356,94359,144092,272973],[33608,150231,150732,281936],[39227,69467,164089,298440],[39823,111513,165554,299687],[41407,76988,234130,314054],[41626,77207,234454,314378],[41879,73686,170874,307140],[42065,73872,171441,307492],[45249,178408,179155,316796],[45704,123467,180429,317982],[46682,125471,183063,249344],[52341,88558,194186,334096],[52527,88744,194753,334448],[55193,97516,268692,349826],[55228,97551,268891,350025],[55827,93701,202122,343170],[59974,99173,211039,352860],[60570,150417,212504,354107],[61389,101193,213988,284925],[61844,152722,153177,284832],[68444,110855,226970,369884],[71922,121152,304494,385374],[72615,116720,235344,378754],[74537,123767,238151,318075],[77460,122916,244284,388020],[77646,123102,244851,388372],[80011,182699,183249,321000],[87487,136100,261344,404754],[98150,149759,279430,422344],[121845,179262,315268,454852]
   ]
cell #1007 :
  |C| = 553
  W-rep = phi[[3, 2, 1],[1]]+phi[[3, 1, 1],[2]]+phi[[3, 2],[1, 1]]+phi[[3, 1],[2, 1]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     91 tau_infinity subcells with 4 member(s)
  subcells = [
     [79363],[79558],[94672],[97262],[100446],[100701],[111826],[116611],[117895],[118700],[120880],[124616],[124911],[125469],[135991],[137275],[142635],[144102],[144517],[144990],[147442],[150730],[152412],[152730],[164097],[165564],[170978],[171451],[173533],[174025],[177074],[179153],[180437],[182709],[194290],[194763],[202227],[204884],[204909],[211047],[212514],[227075],[235443],[238300],[244388],[244861],[261443],[279535],[315367],
     [22563,173511],[30708,142543],[30903,202205],[31683,204961],[39175,164005],[39370,227053],[41983,171294],[42238,235495],[43224,238377],[46502,182327],[51120,191801],[52445,194606],[52700,261495],[55945,202552],[56240,270274],[57420,273252],[59264,208806],[59922,210955],[60117,279513],[61512,214394],[61606,214593],[66648,161412],[66966,224426],[67556,114416],[68562,227400],[68857,296988],[76239,241899],[76714,242293],[76808,242492],[77564,244704],[77819,315419],[79577,248505],[84342,138080],[85809,258801],[86522,140260],[91111,267899],[95388,274799],[96354,208362],[96672,276886],[97281,277361],[98268,279860],[98563,351408],[100687,283872],[103731,157211],[105613,165979],[106086,166452],[108538,168904],[113508,233210],[113826,303600],[118719,310597],[120167,312725],[120866,313177],[127816,186994],[128289,187467],[130371,196845],[130863,197337],[133912,200386],[139547,339681],[144976,346552],[155277,219494],[155769,219986],[157934,229732],[157959,229757],[173424,381560],[185320,253691],[185345,253716],[188202,264300],[216505,286673],[217737,289184],[250792,322900],
     [12588,29239,130349,196823],[13139,51495,85427,191893],[17605,62948,103639,217520],[17800,36246,155255,219472],[18580,40150,158011,229809],[19195,67199,107078,224110],[19289,67455,107277,224583],[23114,76614,119785,241991],[25271,47831,128132,251800],[25290,81240,128189,251822],[25526,48926,185397,253768],[26512,53686,188279,264377],[27070,84250,84644,256502],[27265,51315,86040,258454],[27284,86097,131933,258476],[29790,91486,139165,267991],[32298,96905,145982,276570],[32392,97161,146181,277043],[35184,102574,155600,287318],[35198,63147,155602,287370],[35493,64408,217814,289261],[36673,70037,220792,299966],[37376,66126,105929,291992],[37395,105986,106404,292014],[37617,107981,159614,293908],[37631,67221,107983,293960],[38517,71881,161856,233654],[40765,114059,167444,303284],[40859,114315,167643,303757],[43782,118608,119002,310426],[43977,76434,120398,312378],[43996,120455,175095,312400],[47445,126877,185303,323202],[47668,81449,185753,323548],[47968,82834,252047,325346],[50253,130694,131148,328006],[50267,84843,130696,328058],[50562,86104,132951,329949],[51595,91586,192195,268293],[51689,91680,192394,268492],[54244,137988,138382,337382],[54439,91306,139778,339334],[54458,139835,198407,339356],[58123,95832,144833,346412],[58142,144890,145308,346434],[58364,146885,206564,348328],[58378,96927,146887,348380],[62260,153723,216488,359003],[62331,102137,286429,359182],[62723,102426,217767,359462],[64966,157119,157513,362805],[65682,112542,222339,301513],[65740,157917,158669,363648],[65963,106613,158367,363994],[67575,114435,224901,304075],[70740,112986,166295,373126],[70759,166352,166770,373148],[70981,168347,231412,375042],[70995,114081,168349,375094],[75372,173856,174310,381930],[75386,119201,173858,381982],[75681,120462,176113,383873],[80498,126329,250822,394648],[82253,129620,185223,326893],[83537,130064,187310,398137],[83556,187367,187785,398159],[84361,138099,256673,337553],[84419,131000,188232,398940],[86508,140246,259253,340133],[90244,197168,197622,407930],[90258,138581,197170,407982],[90553,139842,199425,409873],[95446,204867,205619,416108],[95669,145517,205317,416454],[103750,157230,217691,362976],[105184,219817,220271,432093],[105198,157712,219819,432145],[106072,166438,292132,373266],[112600,229715,230467,440956],[112823,166979,230165,441302],[118777,174162,238330,449038],[128275,187453,251940,398277],[129678,253674,254426,463875],[129901,187994,254124,464221],[130262,196736,327636,407560],[138157,197474,264330,472350],[154160,286656,286722,491797],[155168,219385,286948,431723],[157288,220123,289214,493686],[184028,251054,322709,461703],[184298,251133,322930,519188]
   ]
cell #1008 :
  |C| = 553
  W-rep = phi[[3, 2, 1],[1]]+phi[[3, 1, 1],[2]]+phi[[3, 2],[1, 1]]+phi[[3, 1],[2, 1]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     91 tau_infinity subcells with 4 member(s)
  subcells = [
     [79360],[79565],[94669],[97269],[100453],[100710],[111823],[116608],[117902],[118707],[120889],[124625],[124912],[125466],[135988],[137282],[142642],[144111],[144619],[144999],[147443],[150727],[152409],[152737],[164104],[165573],[171080],[171460],[173638],[174026],[177071],[179150],[180444],[182718],[194392],[194772],[202332],[204885],[205012],[211054],[212523],[227180],[235546],[238308],[244490],[244870],[261546],[279640],[315470],
     [22570,173607],[30705,142468],[30910,202301],[31692,205056],[39172,163930],[39377,227149],[41990,171214],[42247,235590],[43225,238475],[46489,182334],[51117,191726],[52452,194526],[52709,261590],[55954,202465],[56241,270372],[57421,273258],[59251,208813],[59919,210880],[60124,279609],[61509,214401],[61586,214602],[66645,161409],[66973,224346],[67563,114423],[68571,227313],[68858,297086],[76236,241824],[76711,242300],[76788,242501],[77571,244624],[77828,315514],[79572,248514],[84349,138087],[85818,258714],[86531,140269],[91108,267824],[95385,274806],[96351,208359],[96679,276806],[97276,277370],[98277,279773],[98564,351506],[100686,283873],[103738,157218],[105715,166081],[106095,166461],[108539,168905],[113505,233207],[113833,303520],[118714,310606],[120176,312638],[120865,313178],[127918,187096],[128298,187476],[130476,196950],[130864,197338],[133909,200383],[139556,339594],[144975,346553],[155382,219599],[155770,219987],[157935,229733],[158062,229860],[173423,381561],[185321,253692],[185448,253819],[188210,264308],[216506,286674],[217745,289192],[250800,322908],
     [12595,29246,130445,196919],[13126,51217,85434,191900],[17602,62955,103564,217622],[17807,36253,155351,219568],[18589,40159,158106,229904],[19192,66799,107085,224212],[19269,67110,107286,224592],[23101,76336,119792,241998],[25278,47838,128052,251896],[25285,81249,128104,251927],[25535,48935,185492,253863],[26513,53687,188377,264475],[27067,84175,84651,256604],[27272,51322,85572,258550],[27279,85624,131942,258581],[29777,91208,139172,267998],[32295,96505,145989,276672],[32372,96816,146190,277052],[35183,102575,155501,287421],[35207,63156,155515,287465],[35494,64409,217912,289359],[36674,70038,220798,299972],[37383,66133,105849,292088],[37390,105901,106413,292119],[37616,107430,159615,294011],[37640,67230,107444,294055],[38504,71868,161863,233661],[40762,113659,167451,303386],[40839,113970,167652,303766],[43779,118533,119009,310528],[43984,76441,119930,312474],[43991,119982,175104,312505],[47444,126878,185291,323210],[47669,81450,185651,323646],[47969,82835,252053,325352],[50252,130595,131149,328109],[50276,84852,130609,328153],[50563,86105,132335,330047],[51592,91583,192202,268300],[51669,91660,192403,268501],[54241,137913,138389,337484],[54446,91313,139310,339430],[54453,139362,198416,339461],[58130,95839,144753,346508],[58137,144805,145317,346539],[58363,146334,206565,348431],[58387,96936,146348,348475],[62259,153724,216476,359011],[62332,102138,286435,359188],[62724,102427,217757,359468],[64963,157044,157520,362907],[65679,112539,222346,301520],[65739,157905,158670,363656],[65964,106614,158265,364092],[67570,114430,224910,304084],[70747,112993,166215,373222],[70754,166267,166779,373253],[70980,167796,231413,375145],[71004,114090,167810,375189],[75371,173757,174311,382033],[75395,119210,173771,382077],[75682,120463,175497,383971],[80499,126330,250812,394654],[82250,129617,185230,326900],[83544,130071,187230,398233],[83551,187282,187794,398264],[84356,138094,256682,337562],[84420,131001,188222,398946],[86507,140245,259254,340134],[90243,197069,197623,408033],[90267,138590,197083,408077],[90554,139843,198809,409971],[95445,204855,205620,416116],[95670,145518,205215,416552],[103745,157225,217700,362985],[105183,219718,220272,432196],[105207,157721,219732,432240],[106071,166437,292133,373267],[112599,229703,230468,440964],[112824,166980,230063,441400],[118778,174163,238320,449044],[128274,187452,251941,398278],[129677,253662,254427,463883],[129902,187995,254022,464319],[130261,196735,327637,407561],[138158,197475,264320,472356],[154159,286644,286723,491805],[155167,219384,286949,431724],[157289,220124,289204,493692],[184027,251053,322710,461704],[184299,251134,322920,519194]
   ]
cell #1009 :
  |C| = 427
  W-rep = phi[[3, 1],[2, 1]]+phi[[3],[2, 2]]+phi[[1, 1],[4, 1]]+phi[[1],[4, 2]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     91 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     49 tau_infinity subcells with 4 member(s)
  subcells = [
     [51202],[51841],[63122],[63967],[66871],[67089],[67862],[76321],[81396],[81437],[82379],[84818],[85663],[85704],[86870],[91193],[96577],[96795],[102778],[102793],[103864],[106560],[106601],[107528],[107543],[108881],[111908],[113731],[113949],[119176],[120021],[120062],[126902],[127262],[128354],[131352],[131367],[132438],[137180],[137398],[138556],[139401],[139442],[145464],[145505],[146432],[146447],[153748],[153921],[154338],[157687],[158694],[159054],[162723],[165459],[166926],[166967],[167894],[167909],[174514],[174529],[175600],[183884],[186783],[187941],[187982],[189020],[193313],[196205],[197826],[197841],[198912],[205644],[206004],[219288],[220475],[220490],[226011],[230492],[230852],[239118],[253530],[254451],[254811],[259833],[265118],[286747],[288453],[290002],[322869],[323018],
     [20556,165418],[28267,193272],[29077,196220],[36133,219247],[38685,225491],[38903,226026],[39937,229142],[41379,76960],[48576,253010],[48794,253545],[51882,259928],[52134,260452],[55245,97568],[55799,93673],[55920,92828],[64008,288548],[64260,289072],[67097,107928],[67820,295404],[67847,295427],[68416,110827],[68537,109982],[71998,121228],[72632,116737],[72734,115754],[79445,125551],[82337,324629],[82364,324652],[85784,132781],[86796,331439],[87504,136117],[87606,135134],[91727,147785],[92485,142768],[92605,141697],[94754,150812],[96803,146832],[98122,149731],[98243,148886],[100351,152635],[100569,152853],[102092,359151],[103790,360744],[107645,160555],[109639,164230],[109759,163159],[113957,168294],[117800,180342],[118018,180560],[120142,175943],[121862,179279],[121964,178296],[124511,182604],[126502,394739],[132558,190955],[137406,196605],[139522,199255],[141261,209673],[143997,212409],[146549,207505],[148543,211180],[148663,210109],[151557,214844],[168011,232353],[170001,243411],[172893,246303],[175720,241053],[199032,267053],[201163,278471],[233833,313757],
     [11187,24444,124470,182563],[15439,33659,143956,212368],[16713,33879,151674,213876],[16768,34214,151572,214859],[21591,44979,169960,243370],[22346,42935,173010,238039],[22401,45789,172908,246318],[24156,46074,181495,247939],[24164,46018,124591,181718],[24229,46518,181375,249010],[29022,53397,196322,264039],[30218,59432,200643,277951],[30436,59650,201178,278486],[30790,56880,201980,271707],[31397,57116,204414,272950],[31405,57060,144077,204637],[31470,60684,204294,281602],[39257,69497,226828,298421],[39864,69733,229262,299664],[39872,69677,165539,229485],[41420,77001,233928,313852],[41672,77253,234452,314376],[41888,73695,234737,306934],[42106,73913,235272,307469],[42114,73017,170767,236881],[45734,78516,246420,317963],[52350,88567,260737,333890],[52568,88785,261272,334425],[52576,87889,194079,262881],[55203,97526,268690,349824],[55230,97553,268713,349847],[55840,93714,269561,342968],[60004,99203,279288,352841],[60611,99439,281722,354084],[60619,99383,212489,281945],[61874,101398,214961,284813],[68457,110868,296275,369682],[71924,121154,304483,385363],[72617,116722,305277,378576],[77469,122925,314661,387814],[77687,123143,315196,388349],[77695,122247,244177,316805],[80052,125787,249130,320977],[80060,125731,182684,249353],[87489,136102,332233,404576],[98163,149772,350695,422142],[100577,151957,152861,215244],[118026,173293,180568,246703],[121847,179264,386157,454674]
   ]
cell #1010 :
  |C| = 70
  W-rep = phi[[2, 2],[3]]
  special rep = phi[[2, 2],[3]] , dim = 70
  orbit = [5, 5, 4]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     70 tau_infinity subcells with 1 member(s)
  subcells = [
     [42385],[52847],[56210],[67368],[68827],[72243],[73102],[77966],[86074],[87115],[87974],[92052],[97074],[98533],[104109],[105963],[108013],[109206],[114228],[120432],[121473],[122332],[128166],[128679],[130726],[139812],[143013],[144867],[146917],[148110],[155632],[158136],[164475],[166329],[168379],[171328],[171841],[173888],[185522],[187344],[194640],[195153],[197200],[202582],[205086],[211425],[219849],[224460],[227430],[229934],[235620],[244738],[245251],[253893],[258831],[261620],[276920],[279890],[287495],[294085],[303634],[312755],[315544],[328183],[339711],[348505],[375219],[382107],[408107],[432270]
   ]
cell #1011 :
  |C| = 315
  W-rep = phi[[2, 1],[3, 1]]+phi[[2],[3, 2]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [72775],[85974],[87647],[92590],[107686],[107894],[109744],[115345],[115363],[115532],[120332],[122005],[132416],[132543],[134725],[134743],[134912],[139712],[140731],[140749],[141294],[146590],[146798],[148648],[158346],[160164],[160333],[162193],[162211],[162756],[165729],[168052],[168260],[169455],[175578],[175705],[177887],[177905],[178074],[185732],[186253],[186271],[188621],[190552],[192767],[196571],[198890],[199017],[205296],[207114],[207283],[209143],[209161],[209706],[218156],[218742],[221187],[229120],[230144],[231962],[232131],[235830],[236351],[236369],[238719],[240650],[242865],[252442],[254103],[260430],[261830],[262351],[262369],[264719],[266650],[270616],[271202],[273647],[289050],[289603],[294295],[297330],[297916],[300361],[306366],[315754],[316275],[316293],[325741],[329738],[330291],[333322],[348715],[351750],[352336],[366187],[375429],[383662],[384215],[387246],[409662],[410215],[418647],[440196],[443495],
     [33804,213654],[33822,151715],[42860,237817],[42878,173051],[45893,247536],[45984,181480],[53322,263817],[53340,196363],[56092,270085],[56110,202021],[56935,272547],[57026,204399],[60838,213485],[68709,296799],[68727,226869],[69552,299261],[69643,229247],[72378,305021],[72590,305254],[72983,235257],[73986,237648],[78441,317741],[78459,246461],[87250,331977],[87462,332210],[87855,261257],[88858,263648],[91992,340818],[92223,269230],[92411,341326],[92463,269466],[98415,351219],[98433,279329],[99258,353681],[99349,281707],[101323,284591],[101341,215002],[104244,361282],[109146,367532],[109377,295944],[109565,368040],[109617,296180],[114838,376591],[114890,304685],[121608,385901],[121820,386134],[122213,315181],[123216,317572],[124781,182874],[125606,320574],[125697,249115],[128619,396388],[128850,325169],[134218,402591],[134270,331641],[143148,413742],[144267,212679],[148050,419992],[148281,350364],[148469,420500],[148521,350600],[151318,354781],[151923,215210],[152926,284422],[156079,430490],[156131,360946],[164610,438590],[171781,446486],[172012,379093],[172654,379665],[173259,246669],[177380,452689],[177432,385565],[181113,318643],[181353,248988],[195093,469798],[195324,405093],[195966,405665],[203029,477440],[203081,413406],[204032,344023],[204272,281580],[211560,485540],[213012,282604],[227877,498902],[227929,438254],[228880,370737],[234430,314354],[237175,308027],[245191,512960],[245422,455191],[246064,455763],[263175,334983],[270063,343470],[280337,537806],[280389,485204],[281340,423197],[285542,490445],[296777,370184],[317099,388907],[321786,460313],[351197,422644],[357787,427889],[391389,459760],[415348,487146]
   ]
cell #1012 :
  |C| = 553
  W-rep = phi[[3, 2, 1],[1]]+phi[[3, 1, 1],[2]]+phi[[3, 2],[1, 1]]+phi[[3, 1],[2, 1]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     91 tau_infinity subcells with 4 member(s)
  subcells = [
     [78990],[79504],[94299],[97208],[100004],[100638],[111453],[116563],[117453],[118646],[120817],[124101],[124828],[135943],[136833],[142581],[143587],[144612],[144927],[147359],[150357],[164043],[165049],[171073],[171388],[173629],[173942],[179105],[179995],[183189],[194385],[194700],[202323],[204873],[205011],[210993],[211999],[214685],[215575],[227171],[235545],[238307],[242584],[244483],[244798],[249829],[261545],[279631],[315469],
     [43333,173618],[46499,248823],[56349,202312],[56425,142540],[57602,205068],[59261,277679],[61464,283961],[61601,284276],[67502,114362],[68966,227160],[69042,164002],[73269,235602],[73348,171305],[74758,238476],[76666,313266],[76803,313581],[79518,320077],[84288,138026],[86289,191798],[86459,140197],[88141,261602],[88220,194617],[93191,270373],[93304,202564],[94813,273259],[95340,346641],[97222,349302],[98672,279620],[98748,210952],[100612,356157],[103677,157157],[105708,166074],[106023,166389],[107369,161364],[108259,224437],[108455,168821],[110345,297087],[110458,227412],[118660,382218],[120647,241896],[120791,384777],[122499,315526],[122578,244715],[127911,187089],[128226,187404],[130467,196941],[130780,197254],[133257,258813],[140027,267896],[144901,416658],[146273,208314],[147163,276897],[149249,351507],[149362,279872],[155373,219590],[155686,219903],[157923,229721],[158061,229859],[167735,233162],[168625,303611],[173412,449055],[176419,312737],[185309,253680],[185447,253818],[188209,264307],[192486,268584],[199731,339693],[216494,286662],[217744,289191],[250799,322907],
     [13136,51492,132251,191839],[19147,67196,159703,224205],[19284,67450,160018,224520],[23111,76611,175413,241937],[26621,53795,130456,196930],[26697,84247,131237,256597],[27211,86051,86213,258561],[27225,86092,190055,258572],[29787,91483,198725,267937],[32250,96902,206653,276665],[32387,97156,206968,276980],[35602,64517,155362,219579],[35678,102663,103636,217615],[36855,70219,158118,229916],[36934,105940,106722,292099],[36948,105981,158933,292110],[37542,107980,222563,294010],[37568,107995,108180,294067],[38514,71878,225219,304393],[40717,114056,231501,303379],[40854,114310,231816,303694],[43409,118605,174399,310521],[43923,120409,120571,312485],[43937,120450,240153,312496],[48150,83016,185504,253875],[48229,81558,128143,251907],[48243,127141,128184,251918],[49639,89630,188378,264476],[49726,130693,189183,328108],[49752,130708,131552,328165],[50479,132952,133144,330048],[51547,91538,259342,340222],[51684,91675,259657,340537],[53871,137985,197711,337477],[54385,139789,139951,339441],[54399,139830,266153,339452],[57681,144844,145626,346519],[57695,144885,205883,346530],[58289,146884,275023,348430],[58315,146899,147084,348487],[63485,104570,217913,289360],[63572,154501,155599,287420],[63598,102978,155614,287477],[64593,157116,220360,362900],[65107,111967,220799,299973],[65122,157916,221589,363655],[65366,158368,159246,364093],[65634,112494,292221,373355],[67516,114376,294882,376016],[70298,166306,167088,373233],[70312,166347,230731,373244],[70906,168346,301737,375144],[70932,168361,168546,375201],[74845,173855,239281,382032],[74871,173870,174714,382089],[75598,176114,176306,383972],[81678,129045,252054,325353],[81693,184473,185302,323209],[81937,127454,185754,323647],[82205,129572,252029,398366],[83095,187321,188103,398244],[83109,187362,254690,398255],[83742,188233,189045,398947],[84302,138040,328294,408218],[86433,140171,330853,410777],[89717,197167,265281,408032],[89743,197182,198026,408089],[90470,199426,199618,409972],[94828,204866,274049,416115],[95072,205318,206196,416553],[101947,154041,286436,359189],[101962,216358,216487,359010],[103131,154363,217768,359469],[103691,157171,287606,432381],[104657,219816,290165,432195],[104683,219831,220675,432252],[105997,166363,364198,441506],[111982,229714,300763,440963],[112226,230166,231044,441401],[118100,238331,239143,449045],[126414,183909,250823,394655],[128200,187378,323752,464425],[129060,253673,326143,463882],[129304,254125,255003,464320],[130250,196724,398957,472367],[137480,264331,265143,472357],[154056,286655,359279,491804],[155156,219373,359479,493703],[156611,289215,290027,493693],[184016,251042,394665,519205],[184192,322931,323043,519195]
   ]
cell #1013 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[3]]+phi[[2, 1],[3, 1]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [79307],[79370],[94616],[94679],[100253],[100361],[111770],[111833],[115984],[117132],[117702],[117810],[124386],[125413],[125476],[135364],[136512],[137082],[137190],[141163],[141930],[142754],[143872],[150674],[150737],[152356],[152537],[152645],[162625],[163392],[164216],[165334],[169724],[169876],[170097],[171523],[177018],[178526],[179674],[180244],[180352],[181049],[182242],[182479],[186685],[193036],[193188],[193409],[194835],[200731],[200878],[203968],[208721],[209575],[210342],[211166],[212284],[213172],[214184],[219011],[219163],[225579],[225726],[228816],[236783],[237335],[242083],[243134],[243286],[243507],[244933],[247119],[253098],[253245],[262783],[263335],[271471],[271623],[272130],[273889],[278039],[278186],[281276],[298185],[298337],[298844],[306608],[307022],[307169],[316707],[317259],[321722],[333564],[333978],[334125],[352605],[352757],[353264],[357947],[387488],[387902],[388049],[393456],[426470],[452445],
     [30652,141760],[30715,201655],[31109,202809],[39119,163222],[39182,226503],[39576,227657],[41591,234158],[41790,234584],[41898,170431],[51064,191018],[51127,257904],[52053,260158],[52252,260584],[52360,193743],[55370,268831],[55715,201295],[59866,210172],[59929,278963],[60323,280117],[64179,288778],[66592,160785],[66773,293049],[66881,223563],[67987,295545],[68332,226143],[72136,233989],[76183,241116],[76246,311828],[77172,314082],[77371,314508],[77479,243841],[82504,324770],[84149,327227],[85342,191188],[85579,257544],[87008,259989],[91055,267116],[91118,338784],[93885,343198],[96298,207735],[96479,347469],[96587,276023],[97693,349965],[98038,278603],[103538,360377],[104002,288609],[105856,291109],[106868,223229],[111039,369912],[113452,232583],[113633,374183],[113741,302737],[116862,378694],[118507,381151],[119700,241286],[119937,311468],[121366,313913],[128059,324216],[130547,255594],[133856,200330],[136242,404694],[137887,407151],[139080,267286],[139317,338424],[142442,412837],[142906,343029],[144760,345529],[145772,275689],[149943,422372],[155453,288059],[157018,431314],[161771,233569],[163904,437685],[164368,369743],[166222,372243],[167234,302403],[171221,378140],[173709,309518],[179404,454792],[187237,397254],[191700,466894],[191985,268083],[194533,404140],[197021,336474],[202403,342479],[210854,484635],[211318,422203],[219670,361897],[221429,300603],[224353,435084],[227251,369193],[241798,510056],[244631,454238],[252684,325983],[258652,401375],[267798,529436],[276813,482034],[279711,421653],[292876,366429],[303527,503496],[312576,451473],[339532,474785],[347296,418889],[374010,443737],[402347,475757]
   ]
cell #1014 :
  |C| = 315
  W-rep = phi[[2, 1],[3, 1]]+phi[[2],[3, 2]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [72852],[85979],[87724],[92682],[107763],[107895],[109836],[115375],[115630],[120337],[122082],[132417],[132635],[134755],[135010],[139717],[140761],[141305],[146667],[146799],[148740],[158347],[160176],[160431],[162223],[162767],[165734],[168129],[168261],[169466],[170027],[175579],[175797],[177917],[178172],[185733],[186283],[188633],[190563],[192778],[193339],[196572],[198891],[199109],[200661],[205297],[207126],[207381],[209173],[209717],[218168],[218753],[221198],[225509],[229121],[230145],[231974],[232229],[235831],[236381],[238731],[240661],[242876],[243437],[252453],[253028],[254104],[260431],[261831],[262381],[264731],[266661],[270628],[271213],[273658],[277969],[289051],[289615],[294296],[297342],[297927],[300372],[306377],[306952],[315755],[316305],[325752],[329739],[330303],[333333],[333908],[348716],[351762],[352347],[366198],[375430],[383663],[384227],[387257],[387832],[409663],[410227],[418658],[440197],[443506],
     [33827,151792],[42883,173128],[45985,181572],[53345,196440],[56115,202784],[57027,204491],[60839,213497],[60944,213752],[68732,227632],[69644,229339],[72984,236049],[73987,237660],[74092,237915],[78464,246538],[78756,247547],[87856,262049],[88859,263660],[88964,263915],[92224,269242],[92464,270258],[92900,270883],[94065,272558],[98438,280092],[99350,281799],[101346,215079],[109378,295956],[109618,296972],[110054,297597],[111219,299272],[114891,304777],[115138,305032],[115404,306023],[122214,315973],[123217,317584],[123322,317839],[124786,182879],[125698,249207],[128851,325181],[134271,331733],[134518,331988],[134784,332979],[140790,340901],[141289,342048],[144272,212684],[148282,350376],[148522,351392],[148958,352017],[150123,353692],[151924,215211],[152927,284434],[153032,284689],[156132,361038],[156379,361293],[162252,367615],[162751,368762],[169450,376654],[172013,379105],[173260,246670],[177433,385657],[177680,385912],[177946,386903],[181114,318655],[181354,248989],[182955,320585],[186312,396471],[192762,402654],[195325,405105],[203082,413498],[203329,413753],[204033,344035],[204273,281581],[209202,420075],[209701,421222],[213013,282605],[213260,354792],[218737,430553],[227930,438346],[228177,438601],[228881,370749],[234431,314355],[236410,446569],[237176,308028],[237423,379676],[242860,452752],[245423,455203],[262410,469881],[263176,334984],[263423,405676],[270064,343471],[271197,477503],[280390,485296],[280637,485551],[281341,423209],[296778,370185],[297911,498965],[316334,513043],[317100,388908],[317347,455774],[321787,460325],[351198,422645],[352331,537869],[357788,427890],[358035,490456],[391390,459761],[415349,487147]
   ]
cell #1015 :
  |C| = 70
  W-rep = phi[[2, 2],[3]]
  special rep = phi[[2, 2],[3]] , dim = 70
  orbit = [5, 5, 4]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     70 tau_infinity subcells with 1 member(s)
  subcells = [
     [30980],[39447],[42187],[51392],[52649],[55442],[56193],[60194],[67170],[68059],[68810],[72226],[76511],[77768],[82576],[84221],[86057],[87098],[91383],[96876],[97765],[98516],[103610],[104092],[105946],[114030],[116934],[118579],[120415],[121456],[128149],[130462],[136314],[137959],[139795],[142514],[142996],[144850],[155368],[157090],[163976],[164458],[166312],[171311],[173624],[179476],[187327],[191772],[194623],[196936],[202318],[210926],[211408],[219585],[224443],[227166],[241870],[244721],[251913],[258567],[267870],[276903],[279626],[292105],[303617],[312491],[339447],[346525],[373239],[398250]
   ]
cell #1016 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[3]]+phi[[2, 1],[3, 1]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [61291],[61309],[74439],[74457],[79172],[79272],[89311],[89329],[92982],[93514],[94481],[94581],[100236],[101095],[101113],[110136],[110668],[111635],[111735],[115229],[115949],[116089],[117685],[123669],[123687],[125133],[125278],[125378],[134609],[135329],[135469],[137065],[140904],[141146],[141355],[142017],[147664],[149040],[149572],[150539],[150639],[151255],[152321],[152520],[156470],[162366],[162608],[162817],[163479],[169516],[169558],[172591],[176983],[177771],[178491],[178631],[180227],[181032],[181950],[186426],[186668],[192828],[192870],[195903],[203420],[203951],[208429],[209316],[209558],[209767],[210429],[213095],[218803],[218845],[228268],[228799],[236524],[236766],[237258],[238949],[242926],[242968],[246001],[262524],[262766],[263258],[270846],[271263],[271305],[280728],[281259],[285479],[297560],[297977],[298019],[316448],[316690],[317182],[321705],[351980],[352397],[352439],[357870],[392172],[419691],
     [21763,115715],[21781,170321],[21910,170789],[28439,135095],[28457,193633],[28586,194101],[30309,200764],[30517,201277],[30617,141584],[38025,160516],[38043,223453],[38776,225612],[38984,226125],[39084,163046],[41474,233971],[41773,170053],[45151,178257],[45169,243731],[45298,244199],[48667,253131],[50784,132935],[50929,257526],[51029,190842],[51936,259971],[52235,193365],[55353,200687],[58772,207466],[58790,275913],[59523,278072],[59731,278585],[59831,209996],[64062,288591],[65491,291091],[66557,160750],[66756,223185],[67970,225535],[71389,232314],[71407,302627],[73786,307055],[75903,176097],[76048,311450],[76148,240940],[77055,313895],[77354,243463],[82062,324198],[82487,253054],[84132,255550],[85050,190613],[88658,334011],[90775,199409],[90920,338406],[91020,266940],[93768,343011],[95197,345511],[96263,207700],[96462,275645],[97676,277995],[103521,288015],[105779,221248],[108760,169126],[110922,369725],[112351,372225],[113417,232548],[113616,302359],[116420,378122],[116845,306978],[118490,309474],[119408,240711],[123016,387935],[127982,252503],[129429,397236],[133821,200295],[135800,404122],[136225,333934],[137870,336430],[138788,266711],[142425,342435],[144683,273708],[149826,422185],[157001,361853],[161221,435066],[161479,233277],[163887,369149],[166145,300422],[171144,306427],[178962,454220],[179387,387858],[187160,325802],[188851,264949],[191683,401331],[194456,333383],[208171,482016],[210837,421609],[218386,289833],[224276,366248],[233019,503478],[241781,451429],[244554,387307],[257368,330521],[267781,474741],[276736,418708],[303450,443556],[311292,384445],[338248,410445],[367231,444539]
   ]
cell #1017 :
  |C| = 392
  W-rep = phi[[3, 2],[1, 1]]+phi[[3, 1],[2, 1]]+phi[[1],[4, 2]]+phi[[],[4, 3]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     56 tau_infinity subcells with 1 member(s)
     140 tau_infinity subcells with 2 member(s)
     14 tau_infinity subcells with 4 member(s)
  subcells = [
     [56473],[69090],[69820],[73402],[74815],[86337],[87308],[88274],[89182],[93248],[93367],[95033],[98796],[104302],[107931],[108313],[109058],[109436],[110402],[110521],[111593],[116256],[118265],[120695],[122632],[128531],[128909],[133320],[134171],[134567],[135636],[140075],[142200],[144342],[146835],[147217],[149306],[149425],[156032],[156428],[162038],[162073],[163662],[168297],[168679],[176482],[178798],[186098],[186133],[192556],[196608],[199794],[210612],[216597],[218531],[250886],
     [13264,132876],[19356,160323],[19460,160701],[23239,176038],[26745,189480],[27475,133201],[27494,190714],[29915,199350],[32459,207273],[32563,207651],[35726,154798],[36988,159303],[37007,222049],[37882,223249],[37896,161057],[40046,229580],[40926,232121],[41030,232499],[43457,239578],[44187,176363],[44206,240812],[46021,79038],[46161,79768],[48283,127511],[48302,184933],[49696,89687],[49801,256300],[49815,189643],[50887,191458],[53476,263807],[53580,264185],[53919,265578],[54649,199675],[54668,266812],[57063,94347],[57203,99526],[57735,206253],[57754,274509],[58629,275709],[58643,208007],[60967,100058],[61162,100966],[63542,104627],[63647,217318],[63661,154961],[64641,290462],[65134,291498],[65327,112187],[65449,222173],[68250,296103],[69680,111501],[69839,299423],[70352,231101],[70371,301223],[71246,302423],[71260,232855],[72436,121666],[73020,117125],[74115,117507],[74310,123540],[74920,310224],[74934,239741],[76006,241556],[78898,124164],[79130,125236],[81705,251306],[81898,129265],[82020,185057],[82767,325328],[83149,255060],[83168,326603],[83753,255973],[83907,137645],[87327,332139],[87892,136505],[88987,136887],[89168,335384],[89792,337180],[89806,265741],[90878,267556],[91904,147962],[92282,148340],[92923,143206],[94207,143650],[94439,150497],[94840,345918],[95155,274633],[99386,150405],[101974,286374],[103142,216991],[103296,156776],[104321,361444],[104732,362603],[104746,290625],[105438,165804],[109422,367934],[110077,164668],[111361,165112],[111994,372632],[112309,301347],[114791,177333],[115187,177729],[115522,171693],[115900,172071],[118111,309897],[122250,179667],[123345,180049],[125734,183237],[126425,250746],[127641,186819],[128895,396790],[129072,397643],[129387,326727],[134061,402517],[134902,195005],[135280,195383],[137491,336853],[140576,208988],[140611,209023],[141456,202982],[148981,211618],[150265,212062],[151960,215247],[153055,215629],[153828,216659],[154068,429224],[155922,430416],[156622,362276],[162918,227830],[169244,242654],[170117,236231],[173296,246706],[178064,245103],[178442,245481],[183097,249892],[184123,461587],[184203,394926],[193429,262231],[209868,280290],[243527,316155],
     [24338,46627,181813,249448],[31579,60793,204732,282040],[33958,61673,213644,284581],[34062,61777,214022,284959],[43014,78595,237807,317731],[43118,78699,238185,318109],[46180,79787,247698,320736],[55633,97956,269389,350523],[57222,99545,272709,353843],[61148,100952,283005,356843],[72455,121685,305183,386063],[74296,123526,308428,389308],[92268,148326,341220,420394],[114681,177223,376517,452615]
   ]
cell #1018 :
  |C| = 245
  W-rep = phi[[2, 2, 1],[2]]+phi[[2, 2],[2, 1]]
  special rep = phi[[2, 2],[2, 1]] , dim = 140
  orbit = [4, 4, 4, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [125151],[147682],[152069],[176731],[180969],[181929],[203888],[205483],[208408],[213074],[228736],[236017],[237237],[238928],[262017],[263237],[270825],[273500],[281196],[297539],[306219],[315941],[317161],[321642],[333175],[351959],[356629],[357849],[385249],[387099],[392151],[419670],[426081],[452056],[480362],
     [38172,223921],[49881,255627],[50802,133467],[58919,276381],[63727,288092],[65339,290924],[66305,160890],[71536,303095],[75000,309551],[75921,176629],[81910,324031],[83944,255371],[84069,188776],[85029,191275],[89872,336507],[90793,199941],[93433,342512],[95045,345344],[96011,207840],[103333,287836],[103458,218311],[104812,361930],[105758,221290],[108778,169144],[110587,369226],[112199,372058],[113165,232688],[116268,377955],[118302,309295],[118427,238874],[119387,241373],[127961,252545],[129277,397069],[133386,401408],[133569,200043],[135648,403955],[137682,336251],[137807,264874],[138767,267373],[142237,342256],[142362,270771],[144662,273750],[149491,421686],[154973,429697],[156813,361674],[156938,289758],[158533,230331],[161069,434899],[161458,233256],[163699,368970],[163824,297485],[166124,300464],[171123,306469],[176548,451506],[178810,454053],[185094,395462],[185919,254290],[187139,325844],[188830,264928],[189655,465277],[191495,401152],[191620,330446],[194435,333425],[199860,474818],[208019,481849],[210649,421430],[210774,351905],[217195,359944],[218365,289812],[221040,300214],[222210,433292],[223035,294482],[224255,366290],[232867,503311],[239753,508439],[241593,451250],[241718,384370],[244533,387349],[252295,325594],[256177,399422],[257347,330500],[265753,527819],[267593,474562],[267718,410370],[274670,480242],[275495,348902],[276715,418750],[290637,545268],[292487,366040],[301384,501704],[302209,375616],[303429,443598],[310101,449520],[311271,384424],[326764,521190],[331325,411249],[337057,472832],[338227,410424],[346907,418500],[362480,494168],[367210,444518],[373621,443348],[395582,521310],[401958,475368],[433412,501824]
   ]
cell #1019 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[3]]+phi[[2, 1],[3, 1]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [124570],[124663],[144056],[144149],[151511],[151646],[165518],[165611],[170746],[172118],[172847],[172982],[181310],[182663],[182756],[194058],[195430],[196159],[196294],[201117],[201952],[202879],[204229],[212468],[212561],[214547],[214798],[214933],[225965],[226800],[227727],[229077],[234228],[234387],[234622],[236146],[242446],[244156],[245528],[246257],[246392],[247219],[248633],[248945],[253484],[260228],[260387],[260622],[262146],[268869],[269007],[272230],[277489],[278425],[279260],[280187],[281537],[282561],[283715],[288848],[289007],[295583],[295721],[298944],[307408],[307984],[313020],[314152],[314311],[314546],[316070],[318556],[324808],[324946],[334364],[334940],[343268],[343427],[343936],[345736],[350003],[350141],[353364],[369982],[370141],[370650],[378347],[378732],[378870],[388288],[388864],[393556],[404347],[404732],[404870],[422442],[422601],[423110],[427846],[454445],[454830],[454968],[460226],[489127],[510988],
     [55899,201749],[55992,269774],[56588,270987],[68516,226597],[68609,296488],[69205,297701],[72296,304806],[72571,305226],[72706,234951],[85763,257998],[85856,329449],[87168,331762],[87443,332182],[87578,260951],[91973,340790],[92420,269434],[98222,279057],[98315,350908],[98911,352121],[104162,361067],[107231,223878],[107482,365047],[107617,293416],[109127,367504],[109574,296148],[114847,304653],[120121,311922],[120214,383373],[121526,385686],[121801,386106],[121936,314875],[128600,396360],[130647,398601],[132061,258201],[132373,329109],[134227,331609],[139501,338878],[139594,409373],[143066,413527],[146135,276338],[146386,417507],[146521,347836],[148031,419964],[148478,350568],[155553,430060],[156088,360914],[158303,363283],[159457,293087],[164528,438375],[167597,303052],[167848,442355],[167983,374550],[171762,446458],[173809,448699],[175223,312125],[175535,383033],[177389,385533],[185689,395875],[188534,327265],[192348,268446],[195074,469770],[197121,472011],[198535,339081],[198847,409033],[202503,477010],[203038,413374],[205253,415743],[206407,347507],[211478,485325],[218069,360415],[219770,493347],[225029,304203],[227351,498472],[227886,438222],[230101,440591],[231255,374221],[235787,445973],[238632,381189],[245172,512932],[254060,463510],[258752,523057],[259096,339976],[261787,469285],[264632,407189],[270529,412875],[279811,537376],[280346,485172],[289516,431352],[291316,372450],[294252,496342],[297243,437723],[312676,557415],[315711,512447],[324423,397461],[330204,466932],[339632,572287],[348672,535246],[351663,484673],[364869,435291],[375386,552400],[384128,510094],[410128,529474],[417329,482241],[442177,503703],[467826,530368]
   ]
cell #1020 :
  |C| = 553
  W-rep = phi[[3, 2, 1],[1]]+phi[[3, 1, 1],[2]]+phi[[3, 2],[1, 1]]+phi[[3, 1],[2, 1]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     91 tau_infinity subcells with 4 member(s)
  subcells = [
     [100468],[100717],[117917],[120896],[124632],[124941],[137297],[142657],[144118],[145006],[147472],[151757],[152096],[152752],[164119],[165580],[171467],[173093],[173645],[174055],[176758],[180459],[182349],[182725],[194779],[196405],[202339],[202749],[205101],[205510],[208828],[211069],[212530],[215044],[227187],[227597],[235635],[238356],[238479],[244877],[246503],[261635],[270376],[273262],[279647],[280057],[297090],[315559],[351510],
     [31699,205079],[42005,171354],[42254,235613],[43254,238531],[52467,194666],[52716,261613],[55961,202575],[56270,270428],[57489,273419],[61609,214609],[66988,224486],[68578,227423],[68887,297142],[72817,235873],[73156,306138],[74591,309095],[76811,242508],[77586,244764],[77835,315537],[79580,248521],[79702,248744],[85449,191915],[85825,258824],[86538,140276],[87689,261873],[88028,333094],[96694,276946],[97284,277377],[97406,277600],[98284,279883],[98593,351562],[100731,283945],[106102,166468],[107728,294338],[108568,168934],[113848,303660],[118722,310613],[119807,242013],[120183,312748],[120910,313250],[122047,315797],[122386,387018],[124915,319995],[128305,187483],[130483,196957],[130893,197367],[133596,200070],[139187,268013],[139563,339704],[145020,346625],[146632,348758],[147446,349220],[155389,219606],[155799,220016],[158151,229949],[158560,230358],[161878,233676],[168094,375472],[174029,382136],[185537,253908],[185946,254317],[188258,264356],[188381,264479],[204888,416123],[217793,289240],[217916,289363],[220802,299976],[250848,322956],[252057,325356],[286439,359192],
     [18596,40166,158129,229927],[19292,67458,107293,224599],[25293,81256,128192,251934],[25542,48942,185515,253886],[26542,53716,188433,264531],[27287,86100,131949,258588],[27409,86411,132172,258998],[32395,97164,146197,277059],[35214,63163,155625,287488],[35228,102647,155677,287510],[35523,64438,217968,289415],[36742,70106,220959,300133],[37398,105989,106420,292126],[37647,67237,108006,294078],[37661,108058,159687,294100],[40862,114318,167659,303773],[43999,120458,175111,312512],[44121,120769,175334,312922],[47672,127059,185761,323650],[47698,81479,185775,323702],[48037,82903,252214,325513],[49472,89463,255171,336051],[50283,84859,130719,328176],[50297,130771,131221,328198],[50566,132959,189973,330051],[50592,86134,132973,330103],[51692,91683,192410,268508],[54461,139838,198423,339468],[54583,140149,198646,339878],[58145,144893,145324,346546],[58394,96943,146910,348498],[58408,146962,206637,348520],[62727,154322,217775,359472],[62971,102865,218222,359863],[63318,104403,287636,361474],[65967,158375,158851,364096],[65993,106643,158389,364148],[66332,108067,160801,365959],[67578,114438,224917,304091],[67700,114560,225140,304314],[70762,166355,166786,373260],[71011,114097,168372,375212],[71025,168424,231485,375234],[75402,119217,173881,382100],[75416,173933,174383,382122],[75685,176121,240071,383975],[75711,120492,176135,384027],[80502,183868,250830,394658],[80579,126601,322738,394810],[81012,126909,252077,395064],[83559,187370,187801,398271],[84364,138102,256689,337569],[84423,188240,189004,398950],[84667,131439,188687,399341],[86552,140290,259326,340206],[90274,138597,197193,408100],[90288,197245,197695,408122],[90557,199433,266071,409975],[90583,139872,199447,410027],[95673,205325,205801,416556],[95699,145547,205339,416608],[96038,146971,207751,418419],[101852,153755,286459,429009],[103753,157233,217707,362992],[105214,157728,219842,432263],[105228,219894,220344,432285],[106116,166482,292205,373339],[106176,158701,220822,432894],[108542,168908,294800,375934],[112827,230173,230649,441404],[112853,167009,230187,441456],[113192,168433,232599,443267],[118781,238338,239102,449048],[119025,174601,238785,449439],[128319,187497,252013,398350],[129905,254132,254608,464323],[129931,188024,254146,464375],[130867,197341,328212,408136],[138161,264338,265102,472360],[138405,197913,264785,472751],[145080,205651,273282,479844],[155773,219990,287524,432299],[157292,289222,289986,493696],[157536,220562,289669,494087],[157938,229736,363663,440971],[166542,230499,299996,501306],[184302,322938,323002,519198],[185324,253695,323217,463890],[187557,254458,325376,520792],[216509,286677,359018,491812],[216777,286754,359212,543619]
   ]
cell #1021 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[3]]+phi[[2, 1],[3, 1]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [61296],[74444],[79273],[89316],[92987],[94582],[100237],[100358],[101100],[110141],[111736],[115950],[117686],[117807],[123674],[124383],[125138],[125379],[135330],[137066],[137187],[141147],[141356],[141927],[143869],[147669],[149045],[150640],[152322],[152521],[152642],[162609],[162818],[163389],[165331],[169517],[169873],[170094],[176984],[178492],[180228],[180349],[181033],[181951],[182476],[186669],[192829],[193185],[193406],[200728],[201265],[203952],[208430],[209559],[209768],[210339],[212281],[213096],[213169],[218804],[219160],[225576],[226113],[228800],[233959],[236767],[237259],[237332],[238950],[242927],[243283],[243504],[253095],[259959],[262767],[263259],[263332],[270847],[271264],[271620],[278036],[278573],[281260],[288579],[297561],[297978],[298334],[307019],[313883],[316691],[317183],[317256],[321706],[333975],[342999],[351981],[352398],[352754],[357871],[357944],[369713],[387899],[392173],[419692],[422173],
     [21768,115800],[28444,135180],[30618,141683],[38030,160601],[39085,163145],[41760,234560],[41774,170065],[41895,170423],[45156,178342],[50789,132940],[51030,190941],[52222,260560],[52236,193377],[52357,193735],[55340,268807],[55354,200699],[55712,201287],[58777,207551],[59832,210095],[66558,160751],[66757,223197],[66878,223555],[67957,295521],[67971,225547],[68329,226135],[71394,232399],[72133,233981],[75908,176102],[76149,241039],[77341,314484],[77355,243475],[77476,243833],[82474,324746],[82488,253066],[84133,255562],[85051,190614],[85576,257536],[87005,259981],[90780,199414],[91021,267039],[96264,207701],[96463,275657],[96584,276015],[97663,349941],[97677,278007],[98035,278595],[103522,288027],[103999,288601],[105780,221249],[105853,291101],[108765,169131],[113418,232549],[113617,302371],[113738,302729],[116832,378670],[116846,306990],[118491,309486],[119409,240712],[119934,311460],[121363,313905],[127983,252504],[128056,324208],[133822,200296],[136212,404670],[136226,333946],[137871,336442],[138789,266712],[139314,338416],[142426,342447],[142903,343021],[144684,273709],[144757,345521],[157002,361865],[161480,233278],[163888,369161],[164365,369735],[166146,300423],[166219,372235],[171145,306428],[171218,378132],[179374,454768],[179388,387870],[187161,325803],[187234,397246],[188852,264950],[191684,401343],[194457,333384],[194530,404132],[210838,421621],[211315,422195],[218387,289834],[224277,366249],[224350,435076],[241782,451441],[244555,387308],[244628,454230],[257369,330522],[267782,474753],[276737,418709],[276810,482026],[303451,443557],[303524,503488],[311293,384446],[338249,410446],[367232,444540]
   ]
cell #1022 :
  |C| = 455
  W-rep = phi[[3, 1, 1],[2]]+phi[[3, 1],[2, 1]]+phi[[1, 1, 1],[4]]+phi[[1, 1],[4, 1]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     35 tau_infinity subcells with 1 member(s)
     140 tau_infinity subcells with 2 member(s)
     35 tau_infinity subcells with 4 member(s)
  subcells = [
     [137158],[152387],[162701],[165429],[177049],[182058],[182311],[186761],[192945],[193283],[196201],[208537],[208790],[214291],[218920],[219258],[225689],[226007],[239057],[242190],[248340],[253208],[253526],[259829],[260043],[273996],[277196],[288449],[288663],[295373],[309746],[322865],[324598],[345213],[359120],
     [38663,225667],[48554,253186],[51852,260095],[61340,213823],[63100,288147],[63978,288715],[66623,161387],[66849,223976],[67843,295602],[74488,237986],[79338,181696],[81343,252620],[81407,324322],[82360,324827],[84796,255682],[85158,191350],[85411,191877],[85674,258336],[86792,331447],[89360,263986],[93545,270954],[94647,204615],[96329,208337],[96555,276436],[100329,152613],[100430,213887],[101144,284760],[102739,288169],[102774,360434],[103786,360752],[106507,221365],[106571,291215],[106975,223998],[107524,293806],[110699,297668],[111801,229463],[113483,233185],[113709,303150],[116586,236859],[117778,180320],[117879,238050],[119154,309606],[119516,241448],[119769,241975],[120032,312260],[123718,317910],[124481,182574],[125182,320367],[125444,249331],[126498,394747],[126898,395614],[127163,324270],[131313,255704],[131348,327284],[131768,258284],[133887,200361],[135966,262859],[137259,264050],[138534,336562],[138896,267448],[139149,267975],[139412,339216],[141239,209651],[142092,271380],[142619,271718],[143967,212379],[145411,273825],[145475,345635],[145879,276458],[146428,348226],[147713,349592],[149603,352088],[150705,281923],[151553,214840],[152714,284824],[153744,429045],[154331,360088],[157665,361985],[158690,363022],[158955,291163],[161587,233385],[161840,233638],[163554,298094],[164081,298432],[166873,300539],[166937,372349],[167341,303172],[167890,374940],[169633,243043],[169971,243381],[170866,307132],[172889,246299],[174475,309628],[174510,381208],[174930,312208],[179128,316783],[180421,317974],[183877,394703],[187888,325919],[187952,397360],[188959,265057],[189013,326938],[192092,268190],[194178,334088],[197787,336584],[197822,407208],[198242,339164],[200841,278149],[201159,278467],[202035,343083],[205640,415482],[205905,345583],[210504,352514],[211031,352852],[218494,289941],[220436,362007],[220471,431371],[221536,300710],[224736,303910],[226883,369797],[230488,440330],[230753,372297],[233829,313753],[234043,313967],[239111,380862],[244276,388012],[252791,326090],[254447,463249],[254712,397308],[255822,336702],[265111,406862],[268659,349793],[279343,422257],[286743,491742],[288287,362125],[289995,431025],[290793,371927],[323011,461625],[323900,396938],[359081,429178],
     [21812,115701,116514,306544],[28488,135081,135894,333500],[30196,59410,200819,278127],[30683,92806,142480,342567],[38074,160502,161315,366365],[39150,109960,163942,369281],[41390,76971,234095,314019],[41866,73673,170844,307110],[41967,115765,171271,378246],[45200,178243,179056,387424],[50833,133498,190345,330629],[51095,132759,191738,401463],[52328,88545,194156,334066],[52429,135145,194583,404246],[55226,97549,268888,350022],[55810,93684,202087,343135],[58821,207452,208265,418825],[59897,148864,210892,421741],[66950,160566,224403,435190],[68427,110838,226935,369849],[71438,232300,233113,443673],[71920,121150,304491,385371],[72613,116718,235341,378751],[75952,176660,240443,384553],[76214,175921,241836,451561],[77447,122903,244254,387990],[77548,178307,244681,454344],[87485,136098,261341,404751],[90824,199972,266443,410553],[91086,199233,267836,474873],[96656,207516,276863,482140],[98133,149742,279395,422309],[108809,169175,295172,376306],[113810,232364,303577,503602],[121843,179260,315265,454849]
   ]
cell #1023 :
  |C| = 392
  W-rep = phi[[3, 2],[1, 1]]+phi[[3, 1],[2, 1]]+phi[[1],[4, 2]]+phi[[],[4, 3]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     56 tau_infinity subcells with 1 member(s)
     140 tau_infinity subcells with 2 member(s)
     14 tau_infinity subcells with 4 member(s)
  subcells = [
     [93405],[110559],[111622],[116407],[118327],[133358],[134596],[135787],[137049],[142262],[142409],[144575],[149463],[156457],[160739],[161208],[162162],[162592],[163724],[163871],[165295],[171036],[173545],[176520],[178949],[186222],[186652],[191667],[192717],[193149],[194348],[199832],[202239],[204830],[207689],[208158],[210674],[210821],[218692],[219124],[225361],[225397],[227087],[232537],[233006],[241765],[244446],[252880],[252916],[259776],[264223],[267765],[279547],[286562],[288396],[322812],
     [27652,191139],[37934,223338],[38125,223768],[44364,241237],[49853,256389],[50916,191520],[50947,257674],[54826,267237],[58681,275798],[58872,276228],[63699,217407],[65478,222235],[65509,291898],[66724,293108],[66740,224168],[69997,299848],[71298,302512],[71489,302942],[74972,310313],[76035,241618],[76066,311598],[78936,124202],[79159,125265],[82049,185119],[82080,251706],[83969,137707],[84100,327906],[84116,256560],[85540,258488],[89220,335473],[89411,335903],[89844,337269],[90907,267618],[90938,338554],[94245,143688],[94468,150526],[95184,274695],[95215,346318],[96430,347528],[96446,276628],[99924,151242],[100220,152504],[103358,156838],[103489,287218],[103505,217578],[104784,362692],[105464,363640],[105671,166037],[105817,292026],[109474,368023],[111399,165150],[111653,371273],[112338,301409],[112369,373032],[113584,374242],[113600,303342],[115216,177758],[115938,172109],[117373,172578],[117669,180211],[118458,381830],[118474,310484],[119898,312412],[124008,181016],[124347,182440],[127667,323194],[127874,187052],[128020,251834],[128947,396879],[129416,326789],[129447,398043],[130222,327625],[130383,196857],[134627,403079],[135318,195421],[136753,195890],[137033,406139],[137838,407830],[137854,337440],[139278,339368],[140700,209112],[141130,209542],[141881,203407],[143494,203935],[143833,212245],[144368,416100],[144721,346446],[150303,212100],[153854,358995],[155128,286937],[155289,219506],[156488,430978],[156969,431993],[156985,362863],[157880,229678],[162576,436659],[163343,228255],[164956,228783],[165830,440948],[166183,373160],[169405,242815],[169837,243247],[170206,236320],[170636,236750],[173384,381549],[178480,245519],[179915,245988],[183135,249930],[183988,322698],[185266,253637],[186636,463138],[186845,463867],[187198,398171],[192609,467996],[193518,262320],[193948,262750],[196696,407549],[200513,277821],[200549,277857],[201425,271152],[210293,280715],[211906,281243],[214060,284997],[215495,285466],[216451,286619],[216685,491789],[218584,492658],[219345,431712],[226273,297866],[233776,313700],[234643,306840],[238223,318147],[243616,316244],[244046,316674],[249736,321689],[250939,519126],[251014,461692],[260643,333796],[278733,352286],[314567,387720],
     [46338,79945,248123,321161],[57380,99703,273134,354268],[61200,101004,283094,356932],[61391,101195,283524,357362],[74348,123578,308517,389397],[74539,123769,308947,389827],[79190,125296,319179,392478],[92320,148378,341309,420483],[94499,150557,344559,423733],[100204,152488,355255,426702],[115247,177789,377079,453177],[117653,180195,380139,456237],[141114,209526,411811,483609],[169297,242707,444684,511158]
   ]
cell #1024 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[3]]+phi[[2, 1],[3, 1]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [151694],[151802],[173030],[173138],[181331],[181477],[196342],[196450],[202000],[203453],[204250],[204396],[213482],[214981],[215089],[226848],[228301],[229098],[229244],[234408],[235254],[236208],[237645],[246440],[246548],[248681],[248966],[249112],[260408],[261254],[262208],[263645],[269069],[269227],[269463],[270992],[277537],[279308],[280761],[281558],[281704],[282582],[284073],[284419],[289028],[295783],[295941],[296177],[297706],[304682],[304811],[308005],[313378],[314332],[315178],[316132],[317569],[318640],[319835],[325008],[325166],[331638],[331767],[334961],[343448],[344020],[349060],[350203],[350361],[350597],[352126],[354701],[360943],[361072],[370162],[370734],[378932],[379090],[379585],[381356],[385562],[385691],[388885],[404932],[405090],[405585],[413042],[413403],[413532],[422622],[423194],[427867],[437890],[438251],[438380],[455030],[455188],[455683],[460310],[484840],[485201],[485330],[490365],[516632],[536105],
     [72754,235040],[72862,305550],[73567,306757],[87626,261040],[87734,332506],[88439,333713],[92129,340935],[92441,341340],[92587,269779],[107665,293505],[107773,365371],[109283,367649],[109595,368054],[109741,296493],[114868,376605],[115360,305231],[121984,314964],[122092,386430],[122797,387637],[128756,396505],[132109,258249],[132394,400236],[132540,329454],[134248,402605],[134740,332187],[140746,340795],[146569,347925],[146677,417831],[148187,420109],[148499,420514],[148645,350913],[156109,430504],[158324,432583],[159815,293719],[160161,365052],[162208,367509],[168031,374639],[168139,442679],[171918,446603],[175271,312173],[175556,450334],[175702,383378],[177410,452703],[177902,386111],[185710,462388],[186268,396365],[188618,398606],[189813,329138],[195230,469915],[198583,339129],[198868,473646],[199014,409378],[203059,477454],[205274,479533],[206765,348139],[207111,417512],[209158,419969],[218153,430065],[221107,363312],[225077,304251],[227907,498916],[230122,500995],[231613,374853],[231959,442360],[235808,505550],[236366,446463],[238716,448704],[239911,383062],[245328,513077],[252362,395904],[254081,520481],[259454,340334],[261808,524930],[262366,469775],[264716,472016],[265911,409062],[270613,477015],[273567,415772],[280367,537820],[289600,493352],[294273,546829],[294640,375774],[297327,498477],[300281,440620],[306286,446002],[315732,559288],[316290,512937],[325661,463539],[327432,407356],[330288,523062],[333242,469314],[348693,576535],[351747,537381],[360582,431519],[366107,496371],[375407,589152],[384212,557420],[387166,512476],[400060,467099],[410212,572292],[418567,535275],[443415,552429],[450158,510261],[473470,529641],[497201,553259]
   ]
cell #1025 :
  |C| = 245
  W-rep = phi[[2, 2, 1],[2]]+phi[[2, 2],[2, 1]]
  special rep = phi[[2, 2],[2, 1]] , dim = 140
  orbit = [4, 4, 4, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [182239],[208718],[214181],[242080],[247116],[248267],[272127],[273886],[277123],[282454],[298841],[306605],[307877],[309673],[333561],[334833],[342634],[345370],[353261],[369348],[377981],[387485],[388757],[393453],[403981],[421808],[426467],[427739],[452442],[454079],[458924],[482984],[488761],[510622],[533921],
     [66743,293025],[84119,327203],[85339,191185],[96449,347445],[103508,360353],[105674,363127],[106865,223226],[113603,374159],[118477,381127],[119697,241283],[127877,395719],[130416,327063],[130544,255591],[131695,257514],[137857,407127],[139077,267283],[142412,412813],[144578,415587],[145769,275686],[155322,360213],[155450,288056],[156988,431290],[158196,291079],[161768,233566],[163874,437661],[166040,440435],[167231,302400],[171039,445817],[173578,380987],[173706,309515],[174857,311438],[185582,324186],[187055,463354],[191670,466870],[191982,268080],[194351,469129],[196890,406987],[197018,336471],[198169,338394],[202272,412673],[202400,342476],[205146,345499],[210824,484611],[217581,492112],[219539,431150],[219667,361894],[221426,300600],[224171,496186],[224663,303837],[227120,437521],[227248,369190],[229994,372213],[235680,378110],[241768,510032],[244449,512291],[251867,462075],[252681,325980],[253953,397224],[255749,336629],[256563,521822],[258521,466730],[258649,401372],[261680,404110],[267768,529412],[276631,535090],[279580,484471],[279708,421650],[287105,429723],[288214,362052],[290950,372084],[292059,494907],[292873,366426],[294145,435054],[303345,552244],[310487,556180],[312445,509892],[312573,451470],[315604,454208],[324057,397095],[327793,465303],[328902,401530],[337443,571052],[339401,529272],[339529,474782],[346479,533811],[347293,418886],[348565,482004],[362866,584200],[364503,434925],[373193,550965],[374007,443734],[375279,503466],[381717,508465],[382826,451628],[398204,566274],[402344,475754],[407717,527845],[408826,474940],[416963,481875],[431880,545294],[436034,504446],[441811,503337],[462185,566384],[467460,530002],[495017,551075]
   ]
cell #1026 :
  |C| = 70
  W-rep = phi[[2, 2],[3]]
  special rep = phi[[2, 2],[3]] , dim = 70
  orbit = [5, 5, 4]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     70 tau_infinity subcells with 1 member(s)
  subcells = [
     [31015],[39482],[42194],[51427],[52656],[55449],[56183],[60229],[67177],[68066],[68800],[72216],[76546],[77775],[82583],[84228],[86047],[87088],[91418],[96883],[97772],[98506],[103617],[104082],[105936],[114037],[116941],[118586],[120405],[121446],[128139],[130452],[136321],[137966],[139785],[142521],[142986],[144840],[155358],[157097],[163983],[164448],[166302],[171301],[173614],[179483],[187317],[191779],[194613],[196926],[202308],[210933],[211398],[219575],[224433],[227156],[241877],[244711],[251903],[258557],[267877],[276893],[279616],[292095],[303607],[312481],[339437],[346515],[373229],[398240]
   ]
cell #1027 :
  |C| = 315
  W-rep = phi[[2, 1],[3, 1]]+phi[[2],[3, 2]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [55912],[67061],[68529],[72708],[85776],[85912],[87580],[92405],[92422],[92584],[96767],[98235],[107493],[107619],[109559],[109576],[109738],[113921],[114832],[114849],[115357],[120134],[120270],[121938],[130658],[132375],[132537],[134212],[134229],[134737],[137370],[139514],[139650],[140743],[146397],[146523],[148463],[148480],[148642],[155564],[156073],[156090],[158305],[160158],[162205],[165667],[167859],[167985],[173820],[175537],[175699],[177374],[177391],[177899],[185691],[186265],[188615],[196170],[197132],[198849],[199011],[202514],[203023],[203040],[205255],[207108],[209155],[218150],[219781],[225976],[227362],[227871],[227888],[230103],[231956],[235789],[236363],[238713],[253495],[254062],[258763],[261789],[262363],[264713],[270610],[279822],[280331],[280348],[289597],[293687],[294254],[297324],[312687],[315713],[316287],[330285],[339643],[348107],[348674],[351744],[374821],[375388],[384209],[406718],[410209],
     [24128,124583],[24145,181474],[31369,144069],[31386,204393],[33730,213479],[33760,151648],[39836,165531],[39853,229241],[42078,170759],[42095,235251],[42786,237642],[42816,172984],[45885,181312],[52540,194071],[52557,261251],[53248,263642],[53278,196296],[55566,269224],[55749,269460],[56048,201954],[56927,204231],[60583,212481],[60600,281701],[68183,295938],[68366,296174],[68665,226802],[69544,229079],[72170,304679],[72370,234389],[72541,305210],[72582,234624],[77659,244169],[77676,315175],[78367,317566],[78397,246394],[80024,182676],[80041,249109],[82700,325163],[87042,331635],[87242,260389],[87413,332166],[87454,260624],[91943,340774],[91984,268871],[97889,350358],[98072,350594],[98371,279262],[99250,281539],[100541,152825],[101249,284416],[101279,214935],[104036,360940],[104236,289009],[109097,367488],[109138,295585],[117058,379087],[117990,180532],[121400,385559],[121600,314313],[121771,386090],[121812,314548],[124237,318637],[124719,182812],[125598,248947],[128570,396344],[128611,324810],[136438,405087],[142940,413400],[143140,343429],[143723,344017],[144205,212617],[148001,419948],[148042,350005],[151310,282563],[151522,214809],[164402,438248],[164602,370143],[165185,370731],[171732,446442],[171773,378734],[172646,307986],[172858,246268],[179600,455185],[180874,247230],[195044,469754],[195085,404734],[195958,334942],[201128,278436],[203793,272241],[211352,485198],[211552,422603],[212135,423191],[228641,298955],[235222,307419],[245142,512916],[245183,454832],[246056,388866],[249965,460307],[261222,334375],[281101,353375],[285534,427848],[315146,388299],[321547,393567],[355834,427281],[380718,456816]
   ]
cell #1028 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[3]]+phi[[2, 1],[3, 1]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [124646],[144132],[151731],[165594],[171481],[173067],[181323],[181567],[182739],[194793],[196379],[202723],[204242],[204486],[212544],[213492],[214623],[215018],[227571],[229090],[229334],[234400],[235422],[236044],[237655],[242522],[244891],[246477],[248718],[248958],[249202],[260400],[261422],[262044],[263655],[268969],[269237],[270253],[277574],[280031],[281550],[281794],[282574],[283728],[284429],[289020],[295683],[295951],[296967],[304772],[305981],[307997],[313033],[314324],[315346],[315968],[317579],[318569],[318650],[324908],[325176],[331728],[332937],[334953],[340859],[343440],[343949],[344030],[345749],[350103],[350371],[351387],[361033],[367573],[370154],[370663],[370744],[378360],[378832],[379100],[385652],[386861],[388877],[396429],[404360],[404832],[405100],[413493],[420033],[422614],[423123],[423204],[427859],[438341],[446527],[454458],[454930],[455198],[460239],[460320],[469839],[485291],[489140],[511001],[513001],
     [55975,202627],[68592,227475],[72791,235859],[85839,258876],[87663,261859],[92433,270235],[92677,270682],[93024,342056],[98298,279935],[107307,224613],[107702,294324],[109587,296949],[109831,297396],[110178,368770],[114860,304754],[114937,376662],[115370,306001],[120197,312800],[122021,315783],[132146,258972],[132386,329910],[132630,330357],[134240,331710],[134317,402662],[134750,332957],[139577,339756],[140756,340879],[146211,277073],[146606,348744],[148491,351369],[148735,351816],[149082,421230],[156101,361015],[156178,430561],[158316,363384],[159470,293887],[160171,365822],[162218,367593],[167673,303787],[168068,375458],[175308,312896],[175548,383834],[175792,384281],[177402,385634],[177479,452760],[177912,386881],[185702,395976],[186278,396449],[188547,327365],[188628,398690],[192424,268522],[198620,339852],[198860,409834],[199104,410281],[203051,413475],[203128,477511],[205266,415844],[206420,348307],[207121,418282],[209168,420053],[218082,360515],[218163,430149],[225114,304288],[227899,438323],[227976,498973],[230114,440692],[231268,375021],[231969,443130],[235800,446074],[236376,446547],[238645,381289],[238726,448788],[254073,463611],[259109,339989],[261800,469386],[262376,469859],[264645,407289],[264726,472100],[270542,412975],[270623,477099],[280359,485273],[280436,537877],[289529,431452],[289610,493436],[291329,372463],[294265,496443],[297256,437823],[297337,498561],[315724,512548],[316300,513021],[324436,397474],[330217,467032],[330298,523146],[348685,535347],[351676,484773],[351757,537465],[364882,435304],[375399,552501],[384141,510194],[384222,557504],[410141,529574],[410222,572376],[417342,482254],[442190,503716],[467839,530381]
   ]
cell #1029 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[3]]+phi[[2, 1],[3, 1]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [181617],[181651],[204536],[204570],[213504],[213756],[229384],[229418],[236094],[236814],[237667],[237919],[247551],[249252],[249286],[262094],[262814],[263667],[263919],[269249],[270887],[271052],[272562],[281844],[281878],[284213],[284441],[284693],[295963],[297601],[297766],[299276],[304871],[305036],[306027],[306769],[313518],[316018],[316738],[317591],[317843],[318662],[320300],[320589],[325188],[331827],[331992],[332983],[333725],[340905],[340947],[344042],[349525],[350383],[352021],[352186],[353696],[354796],[356009],[361132],[361297],[367619],[367661],[370756],[379112],[379680],[384629],[385751],[385916],[386907],[387649],[390270],[396475],[396517],[405112],[405680],[413592],[413757],[414229],[415939],[420079],[420121],[423216],[438440],[438605],[439077],[446169],[446573],[446615],[455210],[455778],[460332],[469481],[469885],[469927],[485390],[485555],[486027],[490460],[512643],[513047],[513089],[517819],[541217],[558211],
     [92727,270673],[92761,342393],[93575,342820],[109881,297387],[109915,369107],[110729,369534],[115036,376740],[115382,377796],[115634,306343],[132680,330348],[132714,401289],[134416,402740],[134762,403796],[135014,333299],[140768,411513],[141309,342074],[148785,351807],[148819,421567],[149633,421994],[156277,430639],[159955,294559],[160183,434740],[160435,366164],[162230,436361],[162771,368788],[169470,376680],[175842,384272],[175876,451387],[177578,452838],[177924,453894],[178176,387223],[186290,462840],[188640,464730],[190278,330562],[190567,400970],[192782,402680],[199154,410272],[199188,474699],[203227,477589],[206905,348979],[207133,481690],[207385,418624],[209180,483311],[209721,421248],[218175,492437],[218757,430579],[221202,432658],[222415,365848],[228075,499051],[231753,375693],[231981,503152],[232233,443472],[236388,506002],[238738,507892],[240376,384486],[240665,451068],[242880,452778],[252457,462463],[255466,398716],[259594,340474],[262388,525382],[264738,527272],[266376,410486],[266665,474380],[270635,531341],[271217,477529],[273662,479608],[274875,418308],[280535,537955],[287931,430175],[289622,544721],[295105,376239],[297349,548495],[297931,498991],[300376,501070],[301589,443156],[306381,505625],[309390,448814],[316312,559740],[325756,520556],[330310,567603],[330705,410629],[333337,525005],[336346,472126],[342351,477125],[351769,578201],[352351,537895],[361769,493462],[363479,440787],[366202,546904],[369065,498587],[384234,592722],[387261,559363],[396071,463706],[401247,523172],[410234,603184],[418662,576610],[421525,537491],[433901,496538],[443510,589227],[451345,557530],[474657,572402],[480851,535442],[502313,552596],[523853,573083]
   ]
cell #1030 :
  |C| = 413
  W-rep = phi[[3, 2, 2],[]]+phi[[3, 2, 1],[1]]+phi[[3, 1],[2, 1]]+phi[[3],[2, 2]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     140 tau_infinity subcells with 2 member(s)
     21 tau_infinity subcells with 4 member(s)
  subcells = [
     [57519],[72855],[73186],[74686],[85982],[87727],[88058],[92707],[93119],[94880],[100923],[107766],[109861],[110273],[115652],[116103],[118075],[120340],[121102],[122085],[122416],[124979],[125197],[132660],[135032],[135483],[139720],[146670],[147510],[147728],[148765],[149177],[152167],[160453],[165737],[168132],[174093],[175822],[176829],[178194],[178645],[181994],[199134],[205581],[207403],[208473],[232251],[238993],[273311],
     [16853,152126],[23345,176788],[24185,181597],[24359,182009],[31426,204516],[31905,205540],[32715,208488],[33830,151795],[33850,213774],[34084,214225],[36772,70136],[37853,67443],[39893,229364],[42460,236074],[42886,173131],[42906,237937],[43292,238473],[43510,239008],[44544,242124],[47736,81517],[48067,82933],[49567,89558],[50630,86172],[50848,86390],[52922,262074],[53348,196443],[53368,263937],[56118,202787],[56308,270370],[56526,270905],[57560,273406],[57812,273930],[58600,97149],[60640,281824],[63001,102895],[63042,102936],[63413,104498],[65174,112034],[66031,106681],[66362,108097],[66403,108138],[68735,227635],[68925,297084],[69143,297619],[71217,114303],[73227,306125],[74644,309136],[74671,309159],[75749,120530],[75967,120748],[78041,315998],[78467,246541],[78487,317861],[80081,249232],[81279,127367],[81294,127382],[81745,129112],[83717,137455],[84697,131469],[84738,131510],[85094,133057],[85109,133072],[86744,140482],[88099,333081],[90621,139910],[90839,140128],[93104,342120],[94806,345171],[95737,145585],[96068,147001],[96109,147042],[98441,280095],[98631,351504],[98849,352039],[101349,215082],[101369,284711],[102408,154356],[102673,154808],[103106,156586],[106443,159159],[106458,159174],[106909,160904],[108606,168972],[108824,169190],[110258,368834],[112891,167047],[113222,168463],[113263,168504],[119055,174631],[119096,174672],[119452,176219],[119467,176234],[122457,387005],[124789,182882],[126311,183902],[126389,184167],[126884,184497],[129969,188062],[130931,197405],[130982,189038],[131247,189490],[133667,200141],[138435,197943],[138476,197984],[138832,199531],[138847,199546],[144275,212687],[145347,206109],[145362,206124],[145813,207854],[149162,421294],[153730,216382],[155837,220054],[157566,220592],[157607,220633],[158631,230429],[158676,221613],[161523,233321],[166809,230957],[166824,230972],[167275,232702],[174144,239136],[174409,239588],[186017,254388],[187824,254916],[187839,254931],[188895,264993],[197456,265136],[197721,265588],[205626,274073],[218430,289877],[220105,290020],[220370,290472],[220851,300025],[230474,300787],[251115,323036],[252106,325405],[254433,326167],[286488,359241],[286729,359303],
     [13370,30021,133626,200100],[18802,40372,158590,230388],[19612,41182,161538,233336],[25748,49148,185976,254347],[26580,53754,188375,264473],[26798,53972,188910,265008],[27832,55006,192026,268124],[35561,64476,217910,289357],[35779,64694,218445,289892],[36813,70177,220946,300120],[37065,70429,221470,300644],[48108,82974,252201,325500],[48360,83226,252725,326024],[49525,89516,255212,336092],[49552,89543,255235,336115],[63371,104456,287677,361515],[63398,104483,287700,361538],[65100,111960,290751,371885],[80632,126654,322779,394851],[81671,129038,323858,396896],[101940,154034,359039,429136]
   ]
cell #1031 :
  |C| = 315
  W-rep = phi[[2, 1],[3, 1]]+phi[[2],[3, 2]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [92748],[107920],[109902],[115637],[132701],[132855],[135017],[141312],[141577],[142010],[146824],[148806],[160207],[160438],[162774],[163039],[163472],[168286],[169473],[169551],[170046],[175863],[176017],[178179],[188664],[190570],[190835],[192785],[192863],[193358],[196597],[199175],[199329],[200680],[207157],[207388],[209724],[209989],[210422],[218199],[218760],[218838],[221205],[223178],[225528],[229559],[232005],[232236],[238762],[240668],[240933],[242883],[242961],[243456],[252460],[253047],[255543],[263691],[264762],[266668],[266933],[270659],[271220],[271298],[273665],[275638],[277988],[288008],[289646],[295987],[297373],[297934],[298012],[300379],[302352],[306384],[306971],[309467],[325212],[325759],[330334],[333340],[333927],[336423],[342428],[351793],[352354],[352432],[361846],[365658],[366205],[369142],[384258],[387264],[387851],[401324],[410258],[418118],[418665],[421602],[442966],[443513],[451422],[471660],[474734],
     [46010,181638],[46028,247819],[57052,204557],[57070,272830],[60846,282934],[60946,213759],[69669,229405],[69687,299544],[73009,236115],[73479,306649],[73994,308357],[74094,237922],[78758,247554],[87881,262115],[88351,333605],[88866,335313],[88966,263922],[92231,341149],[92902,270890],[93077,342097],[94067,272565],[99375,281865],[99393,353964],[109385,367863],[110056,297604],[110231,368811],[111221,299279],[114990,376703],[115140,305039],[115406,306030],[116029,377782],[122239,316039],[122709,387529],[123224,389237],[123324,317846],[125723,249273],[125741,320857],[128858,396719],[134370,402703],[134520,331995],[134786,332986],[135409,403782],[140792,340908],[140844,411499],[148289,420323],[148960,352024],[149135,421271],[150125,353699],[151949,215236],[152934,356772],[153034,284696],[156231,430602],[156381,361300],[162254,367622],[162306,436347],[172020,446817],[173285,246695],[177532,452801],[177682,385919],[177948,386910],[178571,453880],[181121,390347],[181792,249427],[182957,320592],[186314,396478],[186366,462826],[195332,470129],[203181,477552],[203331,413760],[204040,414306],[204711,282019],[209204,420082],[209256,483297],[213262,354799],[213528,284465],[228029,499014],[228179,438608],[228888,439154],[236412,446576],[236464,505988],[237425,379683],[237691,317615],[245430,513291],[247034,318686],[262412,469888],[262464,525368],[263425,405683],[269273,350407],[272045,344066],[280489,537918],[280639,485558],[281348,486104],[298759,370780],[305837,379136],[316336,513050],[316388,559726],[317349,455781],[321794,517896],[332793,405136],[353179,423240],[358037,490463],[386717,455234],[393371,460356],[425699,489916],[448348,514822]
   ]
cell #1032 :
  |C| = 413
  W-rep = phi[[3, 2, 2],[]]+phi[[3, 2, 1],[1]]+phi[[3, 1],[2, 1]]+phi[[3],[2, 2]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     140 tau_infinity subcells with 2 member(s)
     21 tau_infinity subcells with 4 member(s)
  subcells = [
     [94911],[115712],[116134],[118064],[118180],[132887],[135092],[135514],[141608],[142115],[144424],[152434],[160513],[163070],[163577],[170342],[170885],[176049],[177096],[178254],[178676],[182069],[182375],[190866],[193654],[194197],[199361],[207463],[208548],[208854],[210020],[210527],[214310],[223474],[229591],[232311],[239068],[240964],[242209],[243752],[244295],[248354],[266964],[274015],[275934],[277210],[302648],[309760],[345227],
     [34099,214256],[34119,283773],[44559,242155],[44579,313078],[46043,247850],[46370,248357],[57085,272861],[57827,273961],[57847,345794],[59132,277213],[60978,213834],[61015,283230],[65205,112065],[66670,108405],[69702,299575],[73494,306680],[74126,237997],[74163,308653],[74651,380882],[74746,309239],[75052,309763],[81354,127442],[81776,129143],[83706,137444],[83822,137560],[85169,133132],[85475,133438],[88366,333636],[88998,263997],[89035,335609],[92934,270965],[93179,342200],[93485,342724],[94795,415468],[94965,345293],[96376,147309],[99408,353995],[102704,154839],[102758,154893],[103095,156575],[103211,156691],[105520,165886],[106518,159234],[106940,160935],[106994,160989],[110088,297679],[110333,368914],[110639,369438],[113530,168771],[116188,377904],[118177,380892],[119527,176294],[119833,176600],[122724,387560],[123356,317921],[123393,389533],[125756,320888],[126205,183804],[126378,184156],[127177,184969],[127180,184972],[127723,186901],[131278,189521],[131332,189575],[131782,191370],[131785,191373],[133934,200408],[135568,403904],[138907,199606],[139213,199912],[142112,412578],[145422,206184],[145844,207885],[145898,207939],[148992,352099],[149237,421374],[149543,421898],[153066,284771],[153103,357068],[153627,216291],[154437,217075],[154610,217427],[158969,222085],[158972,222088],[159515,224017],[161598,233396],[161904,233702],[163574,437426],[166884,231032],[167306,232733],[167360,232787],[174440,239619],[174494,239673],[174944,241468],[174947,241471],[178730,454002],[181824,249459],[184573,251391],[187899,254991],[188970,265068],[189119,256057],[189292,256409],[192111,268209],[197752,265619],[197806,265673],[198256,267468],[198259,267471],[204743,282051],[205919,274545],[205922,274548],[206465,276477],[210524,484376],[218505,289952],[220401,290503],[220455,290557],[221555,300729],[221689,291583],[224750,303924],[230767,301259],[230770,301262],[231313,303191],[239217,309981],[239390,310333],[252810,326109],[254726,326639],[254729,326642],[255836,336716],[265217,336937],[265390,337289],[274149,346003],[288301,362139],[290101,362360],[290274,362712],[290807,371941],[300863,372717],[323117,395010],[323914,396952],[326243,397728],[359095,429192],[359379,429309],
     [27847,55021,192057,268155],[27867,55041,259154,340034],[37080,70444,221501,300675],[37100,70464,291374,372508],[38385,71749,224753,303927],[48375,83241,252756,326055],[48395,83261,324481,397519],[49532,89523,326958,406882],[49627,89618,255315,336195],[49933,89924,255839,336719],[63378,104463,360108,431045],[63473,104558,287780,361618],[63779,104864,288304,362142],[65089,111949,363008,440316],[65259,112119,290873,372007],[80639,126661,394723,461645],[81660,129027,395600,463235],[81830,129197,323980,397018],[83819,137557,326968,406892],[101929,154023,429031,491728],[103208,156688,360118,431055]
   ]
cell #1033 :
  |C| = 315
  W-rep = phi[[2, 1],[3, 1]]+phi[[2],[3, 2]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [141662],[141999],[160720],[163124],[163461],[169367],[169540],[170339],[190920],[191135],[192679],[192852],[193651],[200577],[201387],[201560],[207670],[210074],[210411],[217403],[218654],[218827],[223334],[223471],[225425],[226235],[226408],[232518],[234671],[241018],[241233],[242777],[242950],[243749],[251668],[252944],[256385],[257636],[257809],[260671],[264204],[267018],[267233],[269863],[271114],[271287],[275794],[275931],[277885],[278695],[278868],[287246],[291860],[293136],[293678],[296577],[297828],[298001],[299844],[302508],[302645],[305592],[306868],[310309],[311560],[311733],[314595],[327934],[329538],[332548],[333824],[335469],[337265],[338516],[338689],[341666],[346280],[347556],[348098],[350997],[352248],[352421],[362688],[365413],[368019],[368380],[372994],[374270],[374812],[381858],[383462],[386472],[387748],[396875],[398005],[400562],[406709],[407858],[409462],[417873],[420840],[432021],[442721],[450660],[473972],
     [46273,319314],[57315,344694],[61181,355283],[69932,371408],[73514,378405],[74329,380167],[78917,247904],[79155,319141],[79880,392613],[88386,404405],[89201,406167],[92301,411839],[93084,412568],[94226,272915],[94464,344521],[99638,423868],[99920,283227],[100985,426730],[109455,436687],[110238,437416],[111380,299629],[111618,371235],[114997,444821],[115212,377041],[115919,306734],[116018,445698],[117369,308650],[122744,454503],[123559,456265],[124183,457956],[125261,392440],[128928,463166],[134377,468133],[134592,403041],[135299,333690],[135398,469010],[136749,335606],[140696,411555],[140833,475981],[141877,342721],[143669,478971],[148359,483637],[149142,484366],[150284,354049],[150522,423695],[151238,425454],[156238,492795],[156453,430940],[162158,436403],[162295,497443],[163339,369435],[165131,500433],[170202,377838],[172090,506328],[172574,448103],[177539,511295],[177754,453139],[178461,387614],[178560,512172],[179911,389530],[180865,391189],[183116,320942],[186218,462882],[186355,519974],[193514,403838],[195402,525708],[195886,471415],[203188,531699],[203403,477890],[203784,415148],[209108,483353],[209245,536347],[210289,421895],[212081,539337],[214041,284978],[215491,357065],[228036,548853],[228251,499352],[228632,439996],[235213,446973],[236316,506044],[236453,554332],[238204,318128],[243612,453936],[245500,560066],[245984,514577],[248119,321157],[249911,517134],[261213,470285],[262316,525424],[262453,569204],[273130,354264],[280496,578559],[280711,538256],[281092,486946],[283090,356928],[285462,489671],[308513,389393],[315137,513447],[316240,559782],[316377,594323],[321538,459560],[341305,420479],[355825,427272],[380709,456807]
   ]
cell #1034 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[3]]+phi[[2, 1],[3, 1]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [100018],[117467],[124075],[136847],[142595],[143561],[150886],[151130],[164057],[165023],[171362],[172222],[172466],[180009],[180642],[194674],[195534],[195778],[201006],[202106],[202636],[203561],[211007],[211973],[215589],[225854],[226954],[227484],[228409],[234114],[234290],[235407],[244772],[245632],[245876],[248837],[249803],[253373],[260114],[260290],[261407],[268954],[270204],[277693],[278314],[279414],[279944],[280869],[284250],[285110],[285354],[288734],[288910],[295668],[296918],[304723],[307297],[313555],[314038],[314214],[315331],[318760],[319860],[321315],[324893],[331679],[334253],[343154],[343330],[344140],[349085],[350088],[351338],[354726],[354902],[360984],[369868],[370044],[370854],[378817],[379610],[379786],[381381],[385603],[388177],[404817],[405610],[405786],[413067],[413444],[422328],[422504],[423314],[437915],[438292],[454915],[455708],[455884],[460430],[484865],[485242],[490390],[490566],[516657],[536130],
     [73362,171346],[88234,194658],[93278,202549],[108273,224478],[110432,227397],[116036,305978],[116051,235400],[116295,235852],[122592,244756],[132265,191853],[133231,258798],[135416,332934],[135431,261400],[135675,261852],[140851,340856],[140866,268947],[142035,270228],[147177,276938],[149336,279857],[159992,224494],[160852,293865],[161096,294317],[162313,367570],[162328,295661],[163497,296942],[168639,303652],[169576,304747],[175427,241951],[176393,312722],[178578,386858],[178593,315324],[178837,315776],[186373,396426],[186388,324886],[188738,327343],[189838,258355],[191293,329903],[192888,331703],[198739,267951],[199705,339678],[206942,276954],[207802,348285],[208046,348737],[209263,420030],[209278,350081],[210447,351362],[218273,360493],[218863,361008],[221132,291234],[221308,363377],[225233,304407],[231790,303668],[232650,374999],[232894,375451],[236471,446524],[236486,378810],[238836,381267],[239936,312279],[241391,383827],[242986,385627],[252387,324341],[252563,395969],[259631,340511],[262471,469836],[262486,404810],[264836,407267],[265936,339235],[267391,409827],[270733,412953],[271323,413468],[273592,345654],[273768,415837],[289720,431430],[294665,375799],[297447,437801],[298037,438316],[300306,372368],[300482,440685],[306311,378265],[306487,446067],[316395,512998],[316410,454908],[325686,397379],[325862,463604],[327457,407381],[330408,467010],[333267,404265],[333443,469379],[351867,484751],[352457,485266],[360607,431544],[366132,435209],[366308,496436],[384332,510172],[387191,454363],[387367,512541],[400085,467124],[410332,529552],[418592,482159],[418768,535340],[443440,503621],[443616,552494],[450183,510286],[473495,529666],[497226,553284]
   ]
cell #1035 :
  |C| = 315
  W-rep = phi[[2, 1],[3, 1]]+phi[[2],[3, 2]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [73421],[88293],[93353],[108332],[110507],[116063],[116378],[122651],[132895],[133306],[135443],[135758],[140878],[142046],[147236],[149411],[160687],[160864],[161179],[162340],[163508],[168698],[169587],[170803],[176057],[176468],[178605],[178920],[186400],[188750],[190604],[191304],[192899],[194115],[199369],[199780],[200778],[207637],[207814],[208129],[209290],[210458],[218285],[218874],[221239],[221319],[225626],[229599],[232485],[232662],[232977],[236498],[238848],[240702],[241402],[242997],[244213],[252494],[252574],[253145],[262498],[264171],[264848],[266702],[267402],[270745],[271334],[273699],[273779],[278086],[289732],[297459],[298048],[299313],[300413],[300493],[306418],[306498],[307069],[316422],[325793],[325873],[330420],[332029],[333374],[333454],[334025],[351879],[352468],[361334],[366239],[366319],[384344],[387298],[387378],[387949],[400812],[410344],[418699],[418779],[443547],[443627],[450910],[474222],[500683],
     [60986,100077],[74134,117526],[78884,124150],[89006,136906],[92942,143225],[94193,143636],[99759,150898],[99895,151213],[110096,164687],[111347,165098],[115886,172057],[117208,172234],[117344,172549],[123364,180068],[123832,180653],[135266,195369],[136588,195546],[136724,195861],[141057,201018],[141346,202872],[141852,203378],[143318,203572],[149000,211637],[150251,212048],[153074,215648],[162519,225866],[162808,227720],[163314,228226],[164780,228420],[169507,234221],[169774,234301],[170082,236196],[178428,245467],[179750,245644],[179886,245959],[181832,249467],[183083,249878],[186579,253385],[192819,260221],[193086,260301],[193394,262196],[200716,269057],[201264,270991],[204751,282059],[209469,278326],[209758,280180],[210264,280686],[211730,280880],[214008,284945],[215330,285122],[215466,285437],[218794,288841],[219061,288921],[225564,295771],[226112,297705],[233958,304810],[236677,307309],[238171,318095],[242917,314145],[243184,314225],[243492,316120],[247299,318772],[247588,320626],[249560,321326],[253083,324996],[259958,331766],[262677,334265],[271254,343261],[271521,343341],[272310,344152],[272599,353733],[278024,350191],[278572,352125],[282395,354833],[282662,354913],[288578,361071],[297968,369975],[298235,370055],[299024,370866],[305073,385953],[307007,378920],[307818,379717],[308085,379797],[313882,385690],[316601,388189],[333963,404920],[334774,405717],[335041,405797],[341916,413794],[342998,413531],[352388,422435],[352655,422515],[353444,423326],[368630,438642],[369712,438379],[387887,455018],[388698,455815],[388965,455895],[393636,460442],[421090,485592],[422172,485329],[427680,490497],[427947,490577],[458206,517384],[479221,539587]
   ]
cell #1036 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[3]]+phi[[2, 1],[3, 1]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [100465],[117914],[124602],[137294],[142654],[144088],[151504],[151727],[152749],[164116],[165550],[171437],[172840],[173063],[180456],[181319],[182346],[182695],[194749],[196152],[196375],[201110],[202118],[202719],[204238],[208825],[211066],[212500],[214579],[214791],[215014],[225958],[226966],[227567],[229086],[234126],[234396],[235418],[242478],[244847],[246250],[246473],[247212],[248304],[248954],[253477],[260126],[260396],[261418],[268965],[270197],[272223],[277160],[278418],[279426],[280027],[281546],[282491],[282570],[288746],[289016],[295679],[296911],[298937],[304716],[307401],[307914],[307993],[309710],[314050],[314320],[315342],[324904],[331672],[334357],[334870],[334949],[342671],[343166],[343436],[350099],[351331],[353357],[360977],[369385],[369880],[370150],[378828],[385596],[388281],[388794],[388873],[393549],[404828],[413437],[421845],[422340],[422610],[427776],[427855],[438285],[454926],[458961],[483021],[485235],
     [42002,171351],[52464,194663],[55931,202550],[66985,224483],[68548,227398],[72564,235401],[72787,235851],[73087,305971],[77583,244761],[85446,191912],[85795,258799],[87436,261401],[87659,261851],[87959,332927],[91966,268948],[92037,340849],[92429,270227],[96691,276943],[98254,279858],[107263,224569],[107475,293866],[107698,294316],[109120,295662],[109191,367563],[109583,296941],[113845,303657],[114856,304746],[119804,242010],[120153,312723],[121794,315325],[122017,315775],[122317,386851],[128593,324887],[128664,396419],[130640,327344],[131732,258367],[132382,329902],[134236,331702],[139184,268010],[139533,339679],[146167,277029],[146379,348286],[146602,348736],[148024,350082],[148095,420023],[148487,351361],[155546,360494],[156097,361007],[158233,291246],[158312,363376],[161875,233673],[167629,303743],[167841,375000],[168064,375450],[171755,378811],[171826,446517],[173802,381268],[174894,312291],[175544,383826],[177398,385626],[185619,324353],[185698,395968],[192380,268478],[195067,404811],[195138,469829],[197114,407268],[198206,339247],[198856,409826],[202496,412954],[203047,413467],[205183,345666],[205262,415836],[219763,431431],[224700,303874],[227344,437802],[227895,438315],[230031,372380],[230110,440684],[235717,378277],[235796,446066],[245165,454909],[245236,512991],[253990,397391],[254069,463603],[255786,336666],[258745,467011],[261717,404277],[261796,469378],[279804,484752],[280355,485265],[288251,362089],[294182,435221],[294261,496435],[312669,510173],[315641,454375],[315720,512540],[328939,401567],[339625,529553],[348602,482171],[348681,535339],[375316,503633],[375395,552493],[382863,451665],[408863,474977],[436071,504483]
   ]
cell #1037 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[3]]+phi[[2, 1],[3, 1]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [100460],[117909],[124601],[137289],[142649],[144087],[151503],[151728],[152744],[164111],[165549],[171436],[172839],[173064],[180451],[181320],[182341],[182694],[194748],[196151],[196376],[201109],[202117],[202720],[204239],[208820],[211061],[212499],[214578],[214790],[215015],[225957],[226965],[227568],[229087],[234125],[234397],[235419],[242477],[244846],[246249],[246474],[247211],[248303],[248955],[253476],[260125],[260397],[261419],[268966],[270205],[272222],[277159],[278417],[279425],[280028],[281547],[282490],[282571],[288745],[289017],[295680],[296919],[298936],[304724],[307400],[307913],[307994],[309709],[314049],[314321],[315343],[324905],[331680],[334356],[334869],[334950],[342670],[343165],[343437],[350100],[351339],[353356],[360985],[369384],[369879],[370151],[378829],[385604],[388280],[388793],[388874],[393548],[404829],[413445],[421844],[422339],[422611],[427775],[427856],[438293],[454927],[458960],[483020],[485243],
     [41997,171266],[52459,194578],[55930,202451],[66980,224398],[68547,227299],[72563,235389],[72788,235749],[73088,305977],[77578,244676],[85441,191907],[85794,258700],[87435,261389],[87660,261749],[87960,332933],[91965,268936],[92038,340855],[92430,270217],[96686,276858],[98253,279759],[107262,224568],[107474,293854],[107699,294214],[109119,295650],[109192,367569],[109584,296931],[113840,303572],[114857,304736],[119799,242005],[120152,312624],[121793,315313],[122018,315673],[122318,386857],[128592,324875],[128665,396425],[130639,327332],[131731,258366],[132383,329892],[134237,331692],[139179,268005],[139532,339580],[146166,277028],[146378,348274],[146603,348634],[148023,350070],[148096,420029],[148488,351351],[155545,360482],[156098,360997],[158232,291245],[158313,363366],[161870,233668],[167628,303742],[167840,374988],[168065,375348],[171754,378799],[171827,446523],[173801,381256],[174893,312290],[175545,383816],[177399,385616],[185618,324352],[185699,395958],[192379,268477],[195066,404799],[195139,469835],[197113,407256],[198205,339246],[198857,409816],[202495,412942],[203048,413457],[205182,345665],[205263,415826],[219762,431419],[224699,303873],[227343,437790],[227896,438305],[230030,372379],[230111,440674],[235716,378276],[235797,446056],[245164,454897],[245237,512997],[253989,397390],[254070,463593],[255785,336665],[258744,466999],[261716,404276],[261797,469368],[279803,484740],[280356,485255],[288250,362088],[294181,435220],[294262,496425],[312668,510161],[315640,454374],[315721,512530],[328938,401566],[339624,529541],[348601,482170],[348682,535329],[375315,503632],[375396,552483],[382862,451664],[408862,474976],[436070,504482]
   ]
cell #1038 :
  |C| = 427
  W-rep = phi[[3, 1],[2, 1]]+phi[[3],[2, 2]]+phi[[1, 1],[4, 1]]+phi[[1],[4, 2]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     91 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     49 tau_infinity subcells with 4 member(s)
  subcells = [
     [107913],[109031],[127351],[128504],[132527],[132869],[134138],[146817],[154771],[154791],[155999],[159143],[160296],[160316],[162070],[168279],[175689],[176031],[184852],[184900],[186130],[189453],[189473],[190633],[190681],[192553],[196590],[199001],[199343],[206093],[207246],[207266],[216973],[217315],[218528],[221968],[222016],[223246],[229231],[229573],[230941],[232094],[232114],[239551],[239571],[240731],[240779],[250728],[250883],[251303],[254900],[255955],[256297],[260541],[263800],[265551],[265571],[266731],[266779],[274428],[274476],[275706],[286371],[289161],[290435],[290455],[291495],[296096],[299342],[301142],[301190],[302420],[309879],[310221],[325321],[326522],[326570],[332058],[336835],[337177],[345915],[361363],[362258],[362600],[367400],[372629],[394908],[396256],[397640],[429116],[429221],
     [53458,263780],[68232,296076],[69813,299390],[72921,170513],[82749,325301],[85985,191163],[86959,331845],[87301,332106],[87793,193825],[89164,335381],[91877,147935],[92779,201721],[103953,361150],[104295,361411],[107832,223645],[109051,367717],[109418,367931],[109933,226569],[114758,177300],[115495,171666],[115732,234998],[120343,241261],[122151,243923],[128524,396573],[128891,396787],[132732,257970],[134057,402514],[134090,402726],[134875,194978],[135112,260998],[139723,267261],[140608,209020],[141423,202949],[146736,276105],[148837,279029],[151942,215229],[155918,430413],[155951,430625],[160533,293463],[161987,436212],[162885,227797],[165740,299872],[168198,302819],[169241,242651],[170114,236228],[173278,246688],[175894,311894],[178037,245076],[178274,314922],[181464,249099],[181806,249441],[184119,461584],[186047,462691],[193426,262228],[199206,338850],[204383,281691],[204725,282033],[207483,347883],[209835,280257],[213637,284574],[216546,491698],[232331,374597],[234541,314465],[237800,317724],[243524,316152],[247617,320655],[269382,350516],[272628,353762],[305102,385982],[340686,419860],
     [33833,99948,151861,283401],[33940,61655,213617,284554],[42889,117397,173197,308824],[42996,78577,237780,317704],[46003,79020,181669,319475],[46154,79761,247665,320703],[53351,136777,196509,335780],[55615,97938,269362,350496],[56121,141905,203512,343581],[57045,94329,204588,344855],[57196,99519,272676,353810],[60960,100051,213854,355610],[61144,100948,283002,356840],[68738,163367,228360,370295],[69662,111483,229436,371569],[72087,121317,304889,385769],[72429,121659,305150,386030],[73002,117107,236832,379225],[74108,117500,238017,380494],[74292,123522,308425,389305],[78470,179939,246607,389704],[87874,136487,262832,405225],[88980,136880,264017,406494],[91897,147955,341003,420177],[92264,148322,341217,420391],[92574,142857,271070,413610],[92916,143199,271685,413871],[98444,210317,280820,422755],[99368,150387,281896,424029],[101352,215148,215519,357239],[109728,164319,297784,438458],[110070,164661,298399,438719],[114677,177219,376514,452612],[114710,177252,376726,452824],[115515,171686,306825,446671],[122232,179649,316756,455323],[123338,180042,317941,456592],[124792,182885,248147,321185],[125716,183219,249304,392774],[134895,194998,333781,469983],[140525,208937,411364,483162],[141375,202901,342806,477575],[144278,212690,273158,354292],[148632,211269,352204,485408],[148974,211611,352819,485669],[153048,215622,284791,427057],[162837,227749,369520,499037],[178057,245096,387705,513145],[209787,280209,421980,537941]
   ]
cell #1039 :
  |C| = 315
  W-rep = phi[[2, 1],[3, 1]]+phi[[2],[3, 2]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [116438],[135818],[142393],[161239],[163855],[170829],[171182],[178980],[191170],[191651],[194141],[194494],[200804],[202078],[208189],[210805],[223752],[223961],[224314],[225652],[226926],[233037],[234086],[235364],[241268],[241749],[244239],[244592],[253171],[255667],[257566],[258327],[260086],[261364],[267268],[267749],[268911],[276212],[276421],[276774],[278112],[279386],[288132],[288706],[291131],[291206],[295625],[299879],[302926],[303135],[303488],[307095],[309591],[311490],[312251],[314010],[315288],[324238],[324313],[324850],[334051],[335887],[336547],[338446],[339207],[342552],[343126],[345551],[345626],[350045],[361970],[369266],[369840],[371165],[372265],[372340],[378162],[378237],[378774],[387975],[397276],[397351],[401448],[402971],[404162],[404237],[404774],[421726],[422300],[430870],[435106],[435181],[451546],[454260],[454335],[454872],[466450],[474858],[482056],[482131],[503518],[503593],[509612],[528992],[550215],
     [99955,151273],[117404,172609],[123992,181000],[136784,195921],[141912,203438],[143478,203919],[150875,212780],[151037,213133],[163374,228286],[164940,228767],[170620,236734],[172211,236943],[172373,237296],[179946,246019],[180629,246794],[193932,262734],[195523,262943],[195685,263296],[200995,269145],[201317,271044],[201857,271584],[203548,271805],[210324,280746],[211890,281227],[215526,285497],[225843,295859],[226165,297758],[226705,298298],[228396,298519],[234011,304863],[234277,304938],[234607,306804],[244030,316658],[245621,316867],[245783,317220],[248154,321192],[249720,321673],[253362,325084],[260011,331819],[260277,331894],[260607,333760],[268854,340982],[269409,342816],[273165,354299],[278303,350279],[278625,352178],[279165,352718],[280856,352939],[283508,357346],[285099,357555],[285261,357908],[288631,361124],[288897,361199],[295568,367696],[296123,369530],[304628,376736],[307286,379008],[308931,389811],[313935,385743],[314201,385818],[314531,387684],[318749,390471],[319071,392370],[321302,393131],[324793,396552],[331584,402736],[334242,405008],[343051,413584],[343317,413659],[344129,414430],[344451,423625],[349988,420156],[350543,421990],[354623,424725],[354889,424800],[360889,430635],[369765,438432],[370031,438507],[370843,439278],[376971,453069],[378717,446650],[379507,447374],[379773,447449],[385508,452834],[388166,455106],[404717,469962],[405507,470686],[405773,470761],[412393,477820],[413349,477585],[422225,485382],[422491,485457],[423303,486228],[437241,499282],[438197,499047],[454815,513124],[455605,513848],[455871,513923],[460419,518020],[484191,538186],[485147,537951],[490287,542422],[490553,542497],[515983,563350],[533061,579921]
   ]
cell #1040 :
  |C| = 315
  W-rep = phi[[2, 1],[3, 1]]+phi[[2],[3, 2]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [72910],[87782],[92764],[107821],[109918],[115385],[115724],[116642],[122140],[132717],[132836],[134765],[135104],[136022],[140771],[140943],[141319],[146725],[148822],[160186],[160525],[160612],[162233],[162405],[162781],[168187],[169480],[175879],[175998],[177927],[178266],[179184],[186293],[186465],[188643],[190577],[190592],[192792],[199191],[199310],[207136],[207475],[207562],[209183],[209355],[209731],[218178],[218767],[221212],[221227],[229540],[231984],[232323],[232410],[236391],[236563],[238741],[240675],[240690],[242890],[252467],[252482],[262391],[262563],[264096],[264741],[266675],[266690],[270638],[271227],[273672],[273687],[289625],[297352],[297941],[299301],[300386],[300401],[306391],[306406],[316315],[316487],[325766],[325781],[330313],[332017],[333347],[333362],[351772],[352361],[361322],[366212],[366227],[384237],[387271],[387286],[400800],[410237],[418672],[418687],[443520],[443535],[450898],[474210],[500671],
     [56840,271677],[60927,151850],[61079,213846],[69457,298391],[73604,306817],[74075,173186],[74227,238009],[78782,247561],[78809,181654],[88476,333773],[88947,196498],[89099,264009],[92166,340995],[92883,203501],[93578,342824],[94091,272572],[94118,204573],[99163,352811],[99747,213507],[109320,367709],[110037,228349],[110732,369538],[111245,299286],[111272,229421],[115039,376744],[115164,305046],[115811,236817],[117196,237670],[122834,387697],[123305,246596],[123457,317933],[128793,396565],[134419,402744],[134544,332002],[135191,262817],[136576,263670],[141045,269252],[141334,271055],[148224,420169],[148941,280809],[149636,421998],[150149,353706],[150176,281881],[153015,215137],[153167,284783],[156280,430643],[156405,361307],[162507,295966],[162796,297769],[169495,304874],[171955,446663],[177581,452842],[177706,385926],[178353,316741],[179738,317594],[181773,249408],[182981,320599],[183008,249289],[186567,325191],[192807,331830],[195267,469975],[203230,477593],[203355,413767],[204692,282000],[209457,350386],[209746,352189],[213286,354806],[213933,284870],[215318,284444],[218782,361135],[228078,499055],[228203,438615],[236665,379115],[237449,379690],[238096,318020],[242905,385754],[245365,513137],[247287,318665],[247576,320614],[262665,405115],[263449,405690],[271242,413595],[272298,344045],[272587,353721],[280538,537959],[280663,485565],[282383,354821],[297956,438443],[299012,370759],[305061,385941],[307806,379705],[316589,455213],[317373,455788],[334762,405705],[341904,413782],[352376,485393],[353432,423219],[358061,490470],[368618,438630],[388686,455803],[393624,460335],[421078,485580],[427668,490485],[458194,517372],[479209,539575]
   ]
cell #1041 :
  |C| = 315
  W-rep = phi[[2, 1],[3, 1]]+phi[[2],[3, 2]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [115795],[132890],[135175],[141682],[160596],[160686],[163144],[170064],[170424],[171516],[176052],[178337],[190603],[190940],[193376],[193736],[194828],[199364],[200698],[200871],[201288],[207546],[207636],[210094],[221238],[223196],[223556],[225546],[225719],[226136],[229594],[232394],[232484],[233982],[240701],[241038],[243474],[243834],[244926],[252493],[253065],[253238],[255561],[257537],[259982],[264170],[266701],[267038],[273698],[275656],[276016],[278006],[278179],[278596],[288026],[288602],[291102],[299312],[300412],[302370],[302730],[306417],[306989],[307162],[309485],[311461],[313906],[324209],[325792],[332028],[333373],[333945],[334118],[336441],[338417],[342446],[343022],[345522],[361333],[361864],[366238],[369160],[369736],[372236],[378133],[387297],[387869],[388042],[397247],[400811],[401342],[404133],[418698],[421620],[422196],[435077],[443546],[450909],[451440],[454231],[474221],[474752],[482027],[500682],[503489],
     [60981,213917],[61044,283312],[74129,238080],[74192,308735],[78775,319042],[78883,247924],[89001,264080],[89064,335691],[92937,271748],[93966,343492],[94084,344422],[94192,272935],[99758,282952],[110091,298462],[111120,370206],[111238,371136],[111346,299649],[115157,376942],[115885,307454],[116695,378553],[117207,308375],[123359,318004],[123422,389615],[134537,402942],[135265,334410],[136075,404553],[136587,335331],[140996,411611],[141056,341167],[141345,342873],[142694,413204],[148995,352882],[150024,422666],[150142,423596],[150250,354069],[153069,284854],[153132,357150],[156398,430841],[162458,436459],[162518,367881],[162807,369587],[164156,438052],[169506,376793],[169664,444837],[177699,453040],[178427,388334],[179237,454651],[179749,389255],[181827,249462],[182974,392341],[183082,320962],[186518,462938],[186578,396737],[192818,402793],[192976,468149],[203348,477791],[204746,282054],[209408,483409],[209468,420341],[209757,422047],[211106,485002],[213279,424696],[214007,284944],[215329,356790],[218793,430692],[218951,492811],[228196,499253],[236616,506100],[236676,446835],[237442,447345],[238170,318094],[242916,452891],[243074,511311],[247298,390365],[247587,320625],[262616,525480],[262676,470147],[263442,470657],[271253,477642],[271411,531715],[272309,414324],[272598,353732],[280656,538157],[282394,354832],[297967,499104],[298125,548869],[299023,439172],[305072,385952],[307817,379716],[316540,559838],[316600,513309],[317366,513819],[334773,405716],[341915,413793],[352387,538008],[352545,578575],[353443,486122],[358054,542393],[368629,438641],[388697,455814],[393635,517914],[421089,485591],[427679,490496],[458205,517383],[479220,539586]
   ]
cell #1042 :
  |C| = 315
  W-rep = phi[[2, 1],[3, 1]]+phi[[2],[3, 2]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [170509],[171505],[191159],[193821],[194817],[200595],[200860],[201673],[223641],[223774],[225443],[225708],[226521],[233884],[234689],[234954],[241257],[243919],[244915],[251712],[252962],[253227],[257680],[257922],[259884],[260689],[260954],[267257],[269517],[276101],[276234],[277903],[278168],[278981],[287264],[288504],[291904],[293154],[293419],[296231],[299868],[302815],[302948],[305636],[306886],[307151],[311604],[311846],[313808],[314613],[314878],[323491],[327952],[329192],[329719],[332592],[333842],[334107],[335909],[338560],[338802],[341684],[342924],[346324],[347574],[347839],[350651],[363937],[365457],[368398],[369638],[371279],[373038],[374288],[374553],[377415],[381876],[383116],[383643],[386516],[387766],[388031],[398049],[400580],[403085],[403415],[407876],[409116],[409643],[416397],[417917],[420858],[422098],[430984],[432039],[434359],[440177],[441245],[442765],[450678],[453513],[464164],[473990],[481309],[502771],
     [61344,355566],[74492,380450],[79179,390843],[89364,406450],[94001,413827],[94488,414802],[99944,283397],[100226,355301],[101148,427013],[111155,438675],[111642,439650],[115236,445090],[116702,446358],[117393,308820],[117675,380185],[123722,456548],[124014,319427],[125285,459214],[134616,468402],[136082,469670],[136773,335776],[137055,406185],[141003,476070],[141136,411857],[141901,343577],[142683,477335],[143500,344807],[150059,485625],[150546,486600],[151262,488195],[152510,426748],[156477,493064],[162465,497532],[162598,436705],[163363,370291],[164145,498797],[164962,371521],[169411,444893],[169653,504718],[170642,379177],[172598,507326],[177778,511564],[179244,512832],[179935,389700],[180217,456283],[181022,457974],[186525,520063],[186658,463184],[192723,468205],[192965,524098],[193954,405177],[195910,526706],[201431,413260],[203427,531968],[203941,478989],[209415,536436],[209548,483655],[210313,422751],[211095,537701],[211912,423981],[212993,425498],[215515,357235],[218698,492867],[218940,544277],[226279,438108],[228275,549122],[228789,500451],[236623,554421],[236756,506346],[237156,448147],[242821,511367],[243063,558456],[244052,455275],[246008,561064],[248143,321181],[249742,392726],[262623,569293],[262756,525726],[263156,471459],[270044,477934],[271158,531771],[271400,573983],[273154,354288],[278739,485058],[280735,578828],[281249,539355],[283530,357368],[285486,541675],[296758,499396],[297872,548925],[298114,586600],[308953,389833],[316547,594412],[316680,560084],[317080,514621],[319185,392484],[321695,517152],[344565,423739],[351178,538300],[352292,578631],[352534,607347],[357768,489715],[377085,453183],[391370,459741],[415329,487127]
   ]
cell #1043 :
  |C| = 315
  W-rep = phi[[2, 1],[3, 1]]+phi[[2],[3, 2]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [170507],[191157],[193819],[201661],[223639],[223750],[226509],[234590],[234946],[236141],[241255],[243917],[257564],[257910],[260590],[260946],[262141],[267255],[268837],[269002],[269429],[276099],[276210],[278969],[291129],[293055],[293411],[295551],[295716],[296143],[299866],[302813],[302924],[304648],[311488],[311834],[314514],[314870],[316065],[324236],[324776],[324941],[327233],[329104],[331604],[335885],[338444],[338790],[345549],[347475],[347831],[349971],[350136],[350563],[360383],[360909],[363278],[371163],[372263],[374189],[374545],[378160],[378700],[378865],[381157],[383028],[385528],[395870],[397274],[402969],[404160],[404700],[404865],[407157],[409028],[412843],[413369],[415738],[430868],[431320],[435104],[437691],[438217],[440586],[445968],[454258],[454798],[454963],[463505],[466448],[466900],[469280],[482054],[484641],[485167],[496337],[503516],[509610],[510062],[512442],[528990],[529442],[535241],[550213],[552395],
     [99942,283395],[100035,355558],[117391,308818],[117484,380442],[123855,390755],[123990,319415],[136771,335774],[136864,406442],[141899,343575],[143183,413819],[143341,414714],[143476,344795],[150873,355202],[163361,370289],[164645,438667],[164803,439562],[164938,371509],[169797,445002],[170618,379165],[171575,446350],[172209,380086],[179933,389698],[180026,456540],[193109,468314],[193930,405165],[194887,469662],[195521,406086],[200930,476062],[200993,411758],[201315,413248],[202815,477341],[210311,422749],[211595,485617],[211753,486512],[211888,423969],[215513,357233],[215606,427005],[219084,492976],[225778,497524],[225841,436606],[226163,438096],[227663,498803],[234009,444881],[234164,504724],[243207,511476],[244028,455263],[244985,512824],[245619,456184],[248141,321179],[249583,459126],[249718,392714],[253297,520055],[253360,463085],[260009,468193],[260164,524104],[271544,531880],[273152,354286],[278238,536428],[278301,483556],[278623,485046],[280123,537707],[282685,487536],[283506,357344],[285097,426649],[288629,492855],[288784,544283],[298258,549034],[307221,554413],[307284,506247],[308108,506667],[308929,389809],[313933,511355],[314088,558462],[318747,457255],[319069,392368],[334177,569285],[334240,525627],[335064,526047],[343049,531759],[343204,573989],[344127,478270],[344449,423623],[352678,578740],[354621,424723],[369763,548913],[369918,586606],[370841,499732],[376969,453067],[379505,447372],[388101,594404],[388164,559985],[388988,560405],[405505,470684],[412391,477818],[422223,578619],[422378,607353],[423301,538636],[427970,582101],[437239,499280],[455603,513846],[460417,563800],[484189,538184],[490285,542420],[515981,563348],[533059,579919]
   ]
cell #1044 :
  |C| = 315
  W-rep = phi[[2, 1],[3, 1]]+phi[[2],[3, 2]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [93397],[110551],[116382],[133350],[135762],[142050],[142389],[142701],[149455],[160731],[161183],[163512],[163851],[164163],[169591],[169671],[170825],[176512],[178924],[191114],[191308],[191647],[192903],[192983],[194137],[199824],[200800],[207681],[208133],[210462],[210801],[211113],[218878],[218958],[221323],[223218],[223957],[225648],[232529],[232981],[241212],[241406],[241745],[243001],[243081],[244235],[252578],[253167],[255583],[255663],[264215],[267212],[267406],[267745],[271338],[271418],[273783],[275678],[276417],[278108],[288048],[288128],[298052],[298132],[299823],[300497],[302392],[303131],[306502],[307091],[309507],[309587],[325877],[333458],[334047],[335353],[336463],[336543],[342468],[342548],[352472],[352552],[361886],[361966],[366323],[367903],[369182],[369262],[387382],[387971],[396759],[401364],[401444],[418783],[421642],[421722],[434589],[443631],[451462],[451542],[474774],[474854],[481539],[503001],[526936],
     [73867,236730],[78928,124194],[79045,180996],[88739,262730],[93616,271040],[94237,143680],[94354,203915],[99785,212776],[99899,151217],[110770,297754],[111391,165142],[111508,228763],[115077,304859],[115930,172101],[116657,306768],[117234,236939],[117348,172553],[123097,316654],[123836,180657],[134457,331815],[135310,195413],[136037,333724],[136614,262939],[136728,195865],[140958,340946],[141083,269141],[141856,203382],[143322,203576],[149674,352174],[150295,212092],[150412,281223],[156318,361120],[162420,367660],[162545,295855],[163318,228230],[164784,228424],[169778,234305],[170086,236200],[177619,385739],[178472,245511],[179199,387648],[179776,316863],[179890,245963],[183127,249922],[183244,321669],[186480,396516],[186605,325080],[193090,260305],[193398,262200],[200720,269061],[203268,413580],[209370,420120],[209495,350275],[210268,280690],[211734,280884],[214052,284989],[215356,357551],[215470,285441],[219065,288925],[225568,295775],[228116,438428],[236578,446614],[236703,379004],[238215,318139],[243188,314229],[243496,316124],[247325,390467],[248098,321136],[249564,321330],[253087,325000],[262578,469926],[262703,405004],[271525,343345],[272336,414426],[273109,354243],[278028,350195],[280576,485378],[282666,354917],[282974,356812],[298239,370059],[299050,439274],[307011,378924],[308089,379801],[308397,389277],[316502,513088],[316627,455102],[318474,390387],[333967,404924],[335045,405801],[341189,420363],[343854,414346],[352659,422519],[353470,486224],[370568,439194],[377645,446857],[387891,455022],[388969,455899],[393662,518016],[403645,470169],[423028,486144],[427951,490581],[453743,513331],[460144,517936],[488425,541905],[507556,561294]
   ]
cell #1045 :
  |C| = 315
  W-rep = phi[[2, 1],[3, 1]]+phi[[2],[3, 2]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [201741],[223798],[226589],[234950],[257990],[258109],[260950],[269433],[269775],[270988],[276258],[279049],[293075],[293415],[296147],[296489],[297702],[302972],[304652],[304807],[305227],[311914],[312033],[314874],[327253],[329108],[329450],[331608],[331763],[332183],[335933],[338870],[338989],[340791],[347495],[347835],[350567],[350909],[352122],[360403],[360913],[361068],[363282],[365048],[367505],[371708],[374209],[374549],[381177],[383032],[383374],[385532],[385687],[386107],[395874],[396361],[398602],[406106],[407177],[409032],[409374],[412863],[413373],[413528],[415742],[417508],[419965],[430061],[431340],[436626],[437711],[438221],[438376],[440590],[442356],[445972],[446459],[448700],[463105],[463509],[466920],[469284],[469771],[472012],[477011],[484661],[485171],[485326],[493348],[495937],[496341],[498473],[510082],[512446],[512933],[523058],[529462],[534841],[535245],[537377],[551995],[552399],[557416],[570428],[572288],
     [124038,319495],[124146,391101],[143524,344875],[143632,415060],[150894,425089],[151040,355562],[164986,371589],[165094,439908],[170666,379245],[172053,446885],[172230,447738],[172376,380446],[180632,390759],[193978,405245],[195365,470197],[195542,471050],[195688,406446],[201014,476171],[201860,413823],[202868,477363],[203551,414718],[211936,424049],[212044,486858],[225862,497633],[226708,438671],[227716,498825],[228399,439566],[234217,504746],[234280,445006],[234610,446354],[236145,505853],[244076,455343],[245463,513359],[245640,514212],[245786,456544],[249766,392794],[249874,459472],[253381,520164],[260217,524126],[260280,468318],[260610,469666],[262145,525233],[268857,476066],[269006,530602],[278322,536537],[279168,485621],[280176,537729],[280859,486516],[283554,357392],[285118,489306],[285264,427009],[288837,544305],[288900,492980],[295571,497528],[295720,547756],[307305,554522],[308977,389857],[314141,558484],[314204,511480],[314534,512828],[316069,559591],[318768,515174],[319614,392913],[321305,459130],[324796,520059],[324945,565460],[334261,569394],[343257,574011],[343320,531884],[344148,532252],[344994,424168],[349991,536432],[350140,577462],[354892,487540],[355222,426669],[369971,586628],[370034,549038],[370862,549406],[378720,554417],[378869,590579],[379776,506671],[380106,456204],[388185,594513],[390183,457275],[404720,569289],[404869,601041],[405776,526051],[411778,483576],[414142,478290],[422431,607375],[422494,578744],[423322,579112],[438990,499752],[445568,506267],[454818,594408],[454967,617753],[455874,560409],[460438,597407],[468880,525647],[485940,538656],[490556,582105],[512042,560005],[517732,563820],[540616,581701],[555556,595547]
   ]
cell #1046 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[3]]+phi[[2, 1],[3, 1]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [247885],[247920],[272896],[272931],[282948],[283213],[299610],[299645],[306715],[307450],[308371],[308636],[319035],[320923],[320958],[333671],[334406],[335327],[335592],[341163],[342707],[342869],[344415],[354030],[354065],[356530],[356786],[357051],[367877],[369421],[369583],[371129],[376789],[376935],[377824],[378522],[385150],[387595],[388330],[389251],[389516],[390361],[392012],[392334],[396733],[402789],[402935],[403824],[404522],[411541],[411580],[414320],[419531],[420337],[421881],[422043],[423589],[424689],[425867],[430688],[430834],[436389],[436428],[439168],[446831],[447338],[451842],[452887],[453033],[453922],[454620],[457173],[462868],[462907],[470143],[470650],[477638],[477784],[478188],[479696],[483339],[483378],[486118],[499100],[499246],[499650],[505713],[506030],[506069],[513305],[513812],[517910],[525093],[525410],[525449],[538004],[538150],[538554],[542386],[559451],[559768],[559807],[563718],[581147],[593273],
     [141643,342589],[141678,412894],[142690,413212],[163105,369303],[163140,437742],[164152,438060],[169660,444845],[170060,445712],[170325,378194],[190901,401485],[190936,466951],[192972,468157],[193372,469024],[193637,404194],[200694,475995],[201281,412548],[210055,421763],[210090,484692],[211102,485010],[218947,492819],[222936,366536],[223192,496081],[223457,435138],[225542,497457],[226129,437396],[233975,444801],[240999,451583],[241034,510113],[243070,511319],[243470,512186],[243735,454292],[253061,519988],[255557,521452],[257208,401603],[257530,466605],[259975,468113],[266999,474895],[267034,529493],[271407,531723],[275396,418996],[275652,534985],[275917,482088],[278002,536361],[278589,484346],[288022,544026],[288595,492775],[291095,494457],[292273,434768],[298121,548877],[302110,443844],[302366,552139],[302631,503550],[306985,554346],[309481,555810],[311132,451701],[311454,509767],[313899,511275],[324202,519718],[327151,464758],[331226,411150],[333941,569218],[336437,570682],[338088,475013],[338410,529147],[342442,573732],[343015,531679],[345515,533361],[346693,481718],[352541,578583],[360301,492465],[361860,583830],[367071,444379],[369156,586349],[369729,548833],[372229,550515],[373407,503180],[378126,554076],[381075,507920],[387865,594337],[397240,565824],[401338,599970],[401744,475154],[404126,568948],[407075,527300],[412761,531369],[421616,607096],[422189,578539],[431238,544749],[432746,501158],[435070,585265],[437609,548523],[451436,616682],[454224,594067],[462551,520644],[466818,567631],[474748,623358],[482020,606012],[484559,578229],[495383,546992],[503482,614479],[509980,592750],[529360,603212],[534287,576698],[551441,589315],[568154,603735]
   ]
cell #1047 :
  |C| = 175
  W-rep = phi[[2, 2],[2, 1]]+phi[[1],[3, 3]]
  special rep = phi[[2, 2],[2, 1]] , dim = 140
  orbit = [4, 4, 4, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 140
     105 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [51162],[66780],[76281],[84156],[85568],[91153],[96486],[103545],[105845],[107448],[111868],[113640],[118514],[119926],[128048],[130441],[130613],[137089],[137894],[139306],[142449],[144749],[146352],[155347],[155519],[157025],[158110],[162632],[163911],[165323],[166211],[167814],[171210],[173603],[173775],[185496],[186692],[187226],[191707],[193177],[194522],[196915],[197087],[202297],[202469],[205060],[210861],[219152],[219564],[219736],[223808],[224342],[225476],[227145],[227317],[229908],[235594],[241805],[244620],[251892],[252995],[253867],[258134],[258546],[258718],[261594],[267805],[276268],[276802],[279605],[279777],[287297],[287469],[292084],[293187],[294059],[302982],[303516],[312058],[312470],[312642],[315518],[327985],[328157],[335943],[339014],[339426],[339598],[346504],[347607],[348479],[371733],[373218],[374321],[375193],[381909],[382081],[398229],[406218],[407909],[408081],[432072],[432244],[436738],[463217],
     [79405,125511],[94714,150772],[100260,152544],[117709,180251],[124048,181056],[124375,182468],[141170,209582],[143534,203975],[143861,212273],[151065,213161],[164996,228823],[169865,243275],[170676,236790],[172401,237324],[193988,262790],[195713,263324],[200628,277936],[201885,271612],[211946,281283],[226733,298326],[234722,306919],[244086,316714],[245811,317248],[249776,321729],[260722,333875],[279193,352746],[283564,357402],[285289,357936],[308987,389867],[314646,387799],[319639,392938],[345019,424193],[355334,426781],[380218,456316],[411890,483688]
   ]
cell #1048 :
  |C| = 245
  W-rep = phi[[2, 2, 1],[2]]+phi[[2, 2],[2, 1]]
  special rep = phi[[2, 2],[2, 1]] , dim = 140
  orbit = [4, 4, 4, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [248714],[277570],[283724],[313029],[318565],[319813],[343945],[345745],[349038],[354679],[370659],[378356],[379563],[381334],[404356],[405563],[413020],[415615],[423119],[437868],[445845],[454454],[455661],[460235],[469157],[484818],[489136],[490343],[510997],[512319],[516610],[536083],[540893],[557887],[575585],
     [107998,365792],[130711,398660],[132142,258968],[146902,418252],[155617,430119],[158121,432478],[159466,293883],[168364,443100],[173873,448758],[175304,312892],[185507,462283],[188405,398481],[188543,327361],[189791,329872],[197185,472070],[198616,339848],[202567,477069],[205071,479428],[206416,348303],[217940,429940],[218078,360511],[219834,493406],[221085,363346],[225110,304284],[227415,498531],[229919,500890],[231264,375017],[235605,505445],[238503,448579],[238641,381285],[239889,383796],[252340,395938],[253878,520376],[258816,523116],[259105,339985],[261605,524825],[264503,471891],[264641,407285],[265889,409796],[270400,476890],[270538,412971],[273545,415806],[279875,537435],[287480,543816],[289387,493227],[289525,431448],[291325,372459],[294070,546724],[294618,375752],[297114,498352],[297252,437819],[300259,440654],[306264,446036],[312740,557474],[315529,559183],[323674,519453],[324432,397470],[325639,463573],[327410,407334],[328168,566698],[330075,522937],[330213,467028],[333220,469348],[339696,572346],[348490,576430],[351534,537256],[351672,484769],[359595,492140],[360560,431497],[363155,440463],[364120,545801],[364878,435300],[366085,496405],[375204,589047],[382092,591817],[383999,557295],[384137,510190],[387144,512510],[395747,463382],[399073,521850],[400038,467077],[408092,602279],[409999,572167],[410137,529570],[416580,575507],[417338,482250],[418545,535309],[432255,611335],[433577,496214],[441428,588124],[442186,503712],[443393,552463],[449171,556208],[450136,510239],[464347,599166],[467835,530377],[472483,571080],[473448,529619],[480527,535118],[493819,584228],[497179,553237],[501989,552272],[519531,599244],[523529,572759],[545879,588202]
   ]
cell #1049 :
  |C| = 245
  W-rep = phi[[2, 2, 1],[2]]+phi[[2, 2],[2, 1]]
  special rep = phi[[2, 2],[2, 1]] , dim = 140
  orbit = [4, 4, 4, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [248715],[277571],[283725],[313030],[318566],[319814],[343946],[345746],[349039],[354680],[370660],[378357],[379564],[381335],[404357],[405564],[413021],[415616],[423120],[437869],[445846],[454455],[455662],[460236],[469158],[484819],[489137],[490344],[510998],[512320],[516611],[536084],[540894],[557888],[575586],
     [107999,365798],[130712,398666],[132143,258969],[146903,418258],[155618,430125],[158122,432484],[159467,293884],[168365,443106],[173874,448764],[175305,312893],[185508,462289],[188406,398489],[188544,327362],[189792,329880],[197186,472076],[198617,339849],[202568,477075],[205072,479434],[206417,348304],[217941,429948],[218079,360512],[219835,493412],[221086,363354],[225111,304285],[227416,498537],[229920,500896],[231265,375018],[235606,505451],[238504,448587],[238642,381286],[239890,383804],[252341,395946],[253879,520382],[258817,523122],[259106,339986],[261606,524831],[264504,471899],[264642,407286],[265890,409804],[270401,476898],[270539,412972],[273546,415814],[279876,537441],[287481,543822],[289388,493235],[289526,431449],[291326,372460],[294071,546730],[294619,375753],[297115,498360],[297253,437820],[300260,440662],[306265,446044],[312741,557480],[315530,559189],[323675,519461],[324433,397471],[325640,463581],[327411,407335],[328169,566704],[330076,522945],[330214,467029],[333221,469356],[339697,572352],[348491,576436],[351535,537264],[351673,484770],[359596,492141],[360561,431498],[363156,440464],[364121,545809],[364879,435301],[366086,496413],[375205,589053],[382093,591823],[384000,557303],[384138,510191],[387145,512518],[395748,463383],[399074,521851],[400039,467078],[408093,602285],[410000,572175],[410138,529571],[416581,575515],[417339,482251],[418546,535317],[432256,611341],[433578,496215],[441429,588132],[442187,503713],[443394,552471],[449172,556209],[450137,510240],[464348,599174],[467836,530378],[472484,571081],[473449,529620],[480528,535119],[493820,584229],[497180,553238],[501990,552273],[519532,599245],[523530,572760],[545880,588203]
   ]
cell #1050 :
  |C| = 175
  W-rep = phi[[2, 2],[2, 1]]+phi[[1],[3, 3]]
  special rep = phi[[2, 2],[2, 1]] , dim = 140
  orbit = [4, 4, 4, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 140
     105 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [85956],[107501],[120314],[130666],[132364],[139694],[146405],[155572],[158294],[160146],[165711],[167867],[173828],[175526],[185680],[188430],[188603],[196178],[197140],[198838],[202522],[205244],[207096],[217965],[218138],[219789],[221000],[225984],[227370],[229068],[230092],[231944],[235778],[238528],[238701],[252255],[253503],[254051],[258771],[260378],[261778],[264528],[264701],[270425],[270598],[273460],[279830],[288998],[289412],[289585],[293695],[294243],[295494],[297139],[297312],[300174],[306179],[312695],[315702],[323699],[324719],[325554],[329686],[330100],[330273],[333135],[339651],[348115],[348663],[351559],[351732],[359755],[359904],[364145],[365165],[366000],[374829],[375377],[383610],[384024],[384197],[387059],[399233],[399382],[406726],[409610],[410024],[410197],[416605],[417625],[418460],[440144],[441453],[442473],[443308],[449331],[449480],[464372],[471167],[472643],[472792],[493979],[494128],[497750],[520281],
     [124763,182856],[144249,212661],[151530,214817],[172866,246276],[180882,247238],[181301,248936],[201136,278444],[203801,272249],[204220,281528],[212960,282552],[228649,298963],[234378,314302],[235230,307427],[237123,307975],[261230,334383],[263123,334931],[268780,349914],[270011,343418],[281109,353383],[296725,370132],[305344,378643],[315154,388307],[317047,388855],[321555,393575],[332300,404643],[351145,422592],[355842,427289],[357735,427837],[380726,456824],[386224,454741],[391337,459708],[415296,487094],[425206,489423],[447855,514329],[476288,536654]
   ]
cell #1051 :
  |C| = 245
  W-rep = phi[[2, 2, 1],[2]]+phi[[2, 2],[2, 1]]
  special rep = phi[[2, 2],[2, 1]] , dim = 140
  orbit = [4, 4, 4, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [320390],[349615],[356019],[384639],[390280],[391530],[414239],[415949],[419049],[424585],[439087],[446179],[447234],[448855],[469491],[470546],[477166],[479445],[486037],[498628],[505462],[512653],[513708],[517829],[524842],[537532],[541227],[542282],[558221],[559200],[562696],[577213],[580896],[593022],[605338],
     [160837,365799],[188723,398667],[190368,258885],[207787,418259],[218258,430126],[221025,432485],[222425,293872],[232635,443107],[238821,448765],[240466,312809],[252280,462290],[255340,398488],[255476,327350],[256726,329879],[264821,472077],[266466,339765],[270718,477076],[273485,479435],[274885,348292],[287805,429947],[287941,360500],[289705,493413],[290991,363353],[295195,376329],[297432,498538],[300199,500897],[301599,375006],[306204,505452],[309264,448586],[309400,381274],[310650,383803],[324098,395945],[325579,520383],[330393,523123],[330715,410639],[333160,524832],[336220,471898],[336356,407274],[337606,409803],[342225,476897],[342361,412960],[345411,415813],[351852,537442],[359929,543823],[361643,493234],[361779,431437],[363489,440797],[366025,546731],[366589,443897],[368939,498359],[369075,437808],[372125,440661],[378022,446043],[384317,557481],[387084,559190],[395431,519460],[396081,463716],[397136,463580],[398757,472167],[399407,566705],[401121,522944],[401257,467017],[404022,469355],[410317,572353],[418485,576437],[421399,537263],[421535,484758],[429450,543833],[430216,493503],[432495,500907],[433261,545808],[433911,496548],[434966,496412],[443333,589054],[449505,591824],[451219,557302],[451355,510179],[454120,512517],[462300,520393],[465030,566715],[465796,523213],[472817,602286],[474531,572174],[474667,529559],[480211,575514],[480861,535452],[481916,535316],[494153,611342],[495132,546741],[501673,588131],[502323,552606],[503378,552470],[508192,591834],[508958,557571],[521159,599173],[523863,573093],[527572,602296],[528338,572443],[534036,576447],[545021,611352],[547507,589830],[551190,589064],[565150,621046],[567903,603484],[584591,613805]
   ]
cell #1052 :
  |C| = 175
  W-rep = phi[[2, 2],[2, 1]]+phi[[1],[3, 3]]
  special rep = phi[[2, 2],[2, 1]] , dim = 140
  orbit = [4, 4, 4, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 140
     105 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [132853],[160205],[176015],[188662],[190547],[199327],[207155],[218197],[221182],[223159],[229557],[232003],[238760],[240645],[252437],[255359],[255524],[263689],[264760],[266645],[270657],[273642],[275619],[287824],[287989],[289644],[290916],[295985],[297371],[299256],[300356],[302333],[306361],[309283],[309448],[324023],[325210],[325736],[330332],[331972],[333317],[336239],[336404],[342244],[342409],[345336],[351791],[361277],[361662],[361827],[365656],[366182],[367464],[368958],[369123],[372050],[377947],[384256],[387241],[395450],[396320],[397061],[400755],[401140],[401305],[403947],[410256],[418116],[418642],[421418],[421583],[429568],[429689],[433280],[434150],[434891],[442964],[443490],[450853],[451238],[451403],[454045],[465148],[465269],[471658],[474165],[474550],[474715],[480230],[481100],[481841],[500626],[501692],[502562],[503303],[508310],[508431],[521178],[526497],[527690],[527811],[545139],[545260],[547935],[565639],
     [181790,249425],[204709,282017],[213526,284463],[237689,317613],[247032,318684],[247531,320569],[269271,350405],[272043,344064],[272542,353676],[282338,354776],[298757,370778],[305016,385896],[305835,379134],[307761,379660],[332791,405134],[334717,405660],[340750,419924],[341859,413737],[353177,423238],[368573,438585],[377206,446418],[386715,455232],[388641,455758],[393369,460354],[403206,469730],[421033,485535],[425697,489914],[427623,490440],[448346,514820],[453304,512892],[458149,517327],[479164,539530],[487986,541466],[507117,560855],[530781,577641]
   ]
cell #1053 :
  |C| = 175
  W-rep = phi[[2, 2],[2, 1]]+phi[[1],[3, 3]]
  special rep = phi[[2, 2],[2, 1]] , dim = 140
  orbit = [4, 4, 4, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 140
     105 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [191110],[223214],[223935],[241208],[255579],[255641],[257513],[267208],[275674],[276395],[288044],[288106],[290938],[291078],[299819],[302388],[303109],[309503],[309565],[311437],[324045],[324185],[327062],[335349],[336459],[336521],[338393],[342464],[342526],[345358],[345498],[360212],[361882],[361944],[367899],[369178],[369240],[371112],[372072],[372212],[377969],[378109],[380986],[396755],[397083],[397223],[401360],[401422],[402918],[403969],[404109],[406986],[412672],[421638],[421700],[429711],[430817],[431149],[434585],[434913],[435053],[436273],[437520],[451458],[451520],[454067],[454207],[462074],[462752],[465291],[466397],[466729],[474770],[474832],[481535],[481863],[482003],[484470],[492024],[494906],[495584],[502997],[503325],[503465],[508453],[509559],[509891],[521734],[526932],[527833],[528939],[529271],[533810],[534488],[545282],[550162],[550964],[551642],[556092],[566273],[570075],[570964],[584112],[585995],[598757],
     [248094,321132],[273105,354239],[282970,356808],[308393,389273],[318470,390383],[319018,392317],[341185,420359],[343850,414342],[344398,423572],[354570,424672],[370564,439190],[376918,453016],[377641,446853],[379454,447321],[403641,470165],[405454,470633],[411425,483223],[412340,477767],[423024,486140],[437188,499229],[445215,505914],[453739,513327],[455552,513795],[460140,517932],[468527,525294],[484138,538133],[488421,541901],[490234,542369],[507552,561290],[511689,559652],[515930,563297],[533008,579868],[540263,581348],[555203,595194],[573378,606742]
   ]
cell #1054 :
  |C| = 175
  W-rep = phi[[2, 2],[2, 1]]+phi[[1],[3, 3]]
  special rep = phi[[2, 2],[2, 1]] , dim = 140
  orbit = [4, 4, 4, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 140
     105 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [258106],[293072],[293829],[312030],[327250],[327307],[329084],[338986],[347492],[348249],[360400],[360457],[363144],[363258],[371705],[374206],[374963],[381174],[381231],[383008],[395736],[395850],[398473],[406103],[407174],[407231],[409008],[412860],[412917],[415604],[415718],[429932],[431337],[431394],[436623],[437708],[437765],[439542],[440452],[440566],[445834],[445948],[448571],[463102],[463371],[463485],[466917],[466974],[468294],[469146],[469260],[471883],[476882],[484658],[484715],[492129],[492956],[493219],[495934],[496203],[496317],[497395],[498344],[510079],[510136],[512308],[512422],[519445],[519926],[521839],[522666],[522929],[529459],[529516],[534838],[535107],[535221],[537248],[543754],[545793],[546274],[551992],[552261],[552375],[556197],[557024],[557287],[566636],[570425],[571069],[571896],[572159],[575499],[575980],[584217],[587563],[588116],[588597],[591755],[599158],[601613],[602217],[611273],[612408],[620764],
     [319611,392910],[344991,424165],[355219,426666],[380103,456201],[390180,457272],[390735,459106],[411775,483573],[414139,478287],[414694,486492],[424490,487516],[438987,499749],[444982,511456],[445565,506264],[447139,506647],[468877,525644],[470451,526027],[475933,536299],[476619,531860],[485937,538653],[498081,549014],[504995,554284],[512039,560002],[513613,560385],[517729,563817],[524375,569156],[536985,578720],[540613,581698],[542187,582081],[555553,595544],[558733,594275],[562149,597015],[574946,608310],[580429,609344],[591151,618325],[603941,625511]
   ]
cell #1055 :
  |C| = 245
  W-rep = phi[[2, 1],[2, 2]]+phi[[1, 1],[3, 2]]
  special rep = phi[[2, 1],[2, 2]] , dim = 140
  orbit = [4, 4, 3, 3]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [53241],[67043],[68176],[82693],[85606],[87035],[96749],[104029],[105883],[107463],[109108],[113903],[119964],[128086],[128581],[130628],[137352],[139344],[144787],[146367],[155534],[165361],[166249],[167829],[173790],[187264],[193215],[196140],[197102],[219190],[219751],[225946],[253465],[260022],[288642],
     [11131,180844],[15383,203763],[16684,151103],[20500,228611],[21856,235192],[22317,172439],[24110,124230],[28532,261192],[28993,195751],[30660,269655],[30761,201923],[31351,143716],[33603,281071],[33723,101242],[38118,293657],[39127,296369],[39228,226771],[39818,165178],[41943,171248],[42060,117051],[42779,78360],[45244,315116],[45705,245849],[46677,321517],[51072,329330],[51173,258172],[52405,194560],[52522,136431],[55559,97882],[55742,142933],[55856,202484],[58865,348077],[59874,350789],[59975,279231],[60565,212128],[61384,355804],[61845,285327],[66926,224380],[68359,164395],[68473,227332],[71482,374791],[72163,121393],[72552,171743],[74532,380688],[76191,383254],[76292,312096],[77524,244658],[77641,179593],[79315,390981],[79416,319677],[80006,249958],[85720,258733],[87424,195055],[89404,406688],[91063,409254],[91164,339052],[91954,148012],[94624,414940],[94725,345057],[96632,276840],[98065,211345],[98179,279792],[100406,213199],[100523,152807],[101188,427251],[111778,439788],[111879,371771],[113786,303554],[115992,445680],[117855,237362],[117972,180514],[120078,312657],[121782,245153],[123762,456786],[124413,182506],[124527,247200],[125421,459352],[125522,392976],[135372,468992],[137235,263362],[139458,339613],[141975,271650],[143899,212311],[144013,272211],[150682,486738],[150783,424231],[151492,214779],[152690,357974],[163437,298364],[165475,298925],[169903,243313],[170703,307389],[172828,246238],[178534,512154],[180397,317286],[182620,393537],[194015,334345],[201098,278406],[201328,343062],[210387,352784],[212425,353345],[226176,369776],[234022,313946],[244113,388269],[278636,422236]
   ]
cell #1056 :
  |C| = 392
  W-rep = phi[[3, 2],[1, 1]]+phi[[3, 1],[2, 1]]+phi[[1],[4, 2]]+phi[[],[4, 3]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     56 tau_infinity subcells with 1 member(s)
     140 tau_infinity subcells with 2 member(s)
     14 tau_infinity subcells with 4 member(s)
  subcells = [
     [116440],[135820],[137057],[137111],[142417],[144583],[161241],[162600],[162654],[163879],[165318],[171044],[171205],[173598],[174118],[178982],[186660],[186714],[191172],[191675],[192615],[192725],[193172],[194356],[194517],[202292],[205027],[208191],[210829],[218590],[218700],[219147],[224337],[225311],[225471],[227140],[233039],[235561],[241270],[241773],[244454],[244615],[250945],[252830],[252990],[259857],[261561],[267270],[267773],[276797],[279600],[286512],[288477],[299881],[303511],[315485],
     [27653,258129],[35291,287292],[37989,293182],[38127,223776],[44365,312053],[47748,323464],[50360,327980],[50949,257682],[50967,329165],[54827,339009],[58736,347602],[58874,276236],[62740,359510],[63053,287436],[65511,291906],[66043,363910],[66748,224176],[66802,294026],[69998,371728],[71353,374316],[71491,302950],[75479,381904],[76068,311606],[76086,383089],[80515,322624],[81022,323279],[82082,251714],[84124,256568],[84436,398988],[84749,328124],[85563,258541],[89275,406213],[89413,335911],[90351,407904],[90940,338562],[90958,409089],[95217,346326],[95749,416370],[96454,276636],[96508,348446],[99957,151275],[100228,152512],[100282,152566],[101862,286327],[102382,220079],[103513,217586],[105291,432067],[105679,166045],[105840,292079],[106186,363725],[109529,436733],[111655,371281],[111673,439623],[112371,373040],[112903,441218],[113608,303350],[113662,375160],[117406,172611],[117677,180219],[117731,180273],[118482,310492],[118794,449086],[119107,382048],[119921,312465],[124016,181024],[124370,182463],[126285,251089],[127882,187060],[128043,251887],[129002,463212],[129449,398051],[129981,464137],[130436,196910],[130956,197430],[134629,403087],[134647,468375],[136786,195923],[137862,337448],[138174,472398],[138487,408048],[139301,339421],[141138,209550],[141192,209604],[141914,203440],[143502,203943],[143856,212268],[144744,346499],[145090,416185],[151060,213156],[155342,219559],[156490,430986],[156508,493037],[156993,362871],[157305,493734],[157618,432211],[158077,229875],[162055,497375],[163376,228288],[164964,228791],[166206,373213],[166552,441033],[169303,242713],[169413,242823],[169860,243270],[170644,236758],[172396,237319],[179948,246021],[184315,519236],[185463,253834],[186115,519906],[187221,398224],[187567,463952],[193956,262758],[195708,263319],[200463,277771],[200623,277931],[201433,271160],[201880,271607],[210326,280748],[211914,281251],[215528,285499],[216614,543573],[216787,491874],[226281,297874],[226728,298321],[233857,313781],[234717,306914],[244054,316682],[245806,317243],[248156,321194],[249744,321697],[260717,333870],[269490,342897],[273167,354301],[278741,352294],[279188,352741],[285284,357931],[296204,369611],[314641,387794],[350624,422071],
     [46339,79946,319634,392933],[57381,99704,345014,424188],[61255,101059,355329,426776],[61393,101197,283532,357370],[74403,123633,380213,456311],[74541,123771,308955,389835],[79192,125298,319187,392486],[79210,125316,390816,459187],[92375,148433,411885,483683],[94501,150559,344567,423741],[94519,150577,414775,486573],[115249,177791,377087,453185],[115267,177809,445063,511537],[140593,209005,475913,536279]
   ]
cell #1057 :
  |C| = 70
  W-rep = phi[[2, 2],[3]]
  special rep = phi[[2, 2],[3]] , dim = 70
  orbit = [5, 5, 4]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     70 tau_infinity subcells with 1 member(s)
  subcells = [
     [56479],[69096],[73128],[86343],[88000],[92078],[93027],[98802],[108039],[109232],[110181],[114940],[120701],[122358],[128705],[130752],[132980],[134320],[140081],[146943],[148136],[149085],[155658],[156181],[158396],[168405],[171867],[173914],[176142],[177482],[185782],[188440],[195179],[197226],[199454],[202608],[203131],[205346],[217975],[219875],[227456],[227979],[230194],[235880],[238538],[245277],[254153],[258857],[261880],[264538],[270435],[279916],[280439],[289422],[294345],[297149],[312781],[315804],[323709],[330110],[339737],[348765],[351569],[364155],[375479],[384034],[410034],[416615],[441463],[464382]
   ]
cell #1058 :
  |C| = 315
  W-rep = phi[[2, 1],[3, 1]]+phi[[2],[3, 2]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [30661],[38119],[39128],[41900],[51073],[51164],[52362],[55717],[55851],[58866],[59875],[66782],[66883],[68334],[68468],[71483],[72138],[72547],[76192],[76283],[77481],[84158],[85581],[85715],[87010],[87419],[89405],[91064],[91155],[91949],[92406],[96488],[96589],[98040],[98174],[103547],[104004],[105858],[107458],[109103],[109560],[111870],[113642],[113743],[114833],[118516],[119939],[120073],[121368],[121777],[128061],[128576],[130623],[134213],[137091],[137896],[139319],[139453],[142451],[142908],[144762],[146362],[148007],[148464],[155529],[156074],[157027],[162634],[163913],[164370],[166224],[167824],[171223],[171738],[173785],[177375],[186694],[187239],[191709],[194535],[195050],[197097],[202479],[203024],[210863],[211320],[219746],[223810],[224355],[227327],[227872],[241807],[244633],[245148],[258728],[267807],[276270],[276815],[279787],[280332],[302984],[303529],[312652],[335945],[339608],
     [11132,79316],[15384,94625],[16675,100363],[20501,111779],[21857,115993],[22308,117812],[24083,124388],[24109,124522],[28533,135373],[28984,137192],[30752,141932],[31324,143874],[31350,144008],[33604,150683],[33722,151487],[39219,163394],[39791,165336],[39817,165470],[41645,169878],[41799,170099],[42059,170698],[42778,172823],[45245,178535],[45696,180354],[46678,125422],[52107,193190],[52261,193411],[52521,194010],[53240,196135],[55379,200733],[55558,201093],[55741,201323],[59966,210344],[60538,212286],[60564,212420],[61385,101189],[61836,152647],[64233,219165],[67996,225581],[68175,225941],[68358,226171],[72162,234017],[72540,234557],[74533,123763],[77226,243288],[77380,243509],[77640,244108],[78359,246233],[79407,125513],[79979,182481],[80005,182615],[82513,253100],[82692,253460],[87034,260017],[87412,260557],[91942,268804],[93939,271625],[94716,150774],[97702,278041],[97881,278401],[98064,278631],[100108,213174],[100262,152546],[101241,214774],[104028,288637],[109096,295518],[111093,298339],[116871,307024],[117050,307384],[117557,237337],[117711,180253],[121392,313941],[121770,314481],[124050,181058],[124229,247195],[128569,324743],[136251,333980],[136430,334340],[136937,263337],[141172,209584],[142932,343057],[143536,203977],[143715,272206],[148000,349938],[149997,352759],[164394,369771],[164998,228825],[165177,298920],[170678,236792],[171731,378667],[179413,387904],[179592,388264],[180099,317261],[193990,262792],[195043,404667],[211344,422231],[211948,281285],[212127,353340],[215679,357949],[244088,316716],[245141,454765],[249778,321731],[249957,393532],[283566,357404],[308989,389869]
   ]
cell #1059 :
  |C| = 427
  W-rep = phi[[3, 1],[2, 1]]+phi[[3],[2, 2]]+phi[[1, 1],[4, 1]]+phi[[1],[4, 2]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     91 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     49 tau_infinity subcells with 4 member(s)
  subcells = [
     [67053],[67893],[81429],[82410],[85696],[85918],[86780],[86916],[96759],[102824],[102836],[103774],[103910],[106593],[107574],[107586],[108978],[113913],[120054],[120276],[126214],[126486],[127278],[127308],[128451],[131398],[131410],[132454],[132484],[137362],[139434],[139656],[145497],[146478],[146490],[153640],[154446],[154718],[159070],[159100],[160243],[165451],[165673],[166959],[167940],[167952],[174560],[174572],[175616],[175646],[184586],[187974],[189128],[189400],[193305],[196263],[197872],[197884],[198928],[198958],[206020],[206050],[207193],[219280],[220521],[220533],[221702],[226069],[229158],[230868],[230898],[232041],[239226],[239498],[253588],[254827],[254857],[260468],[265226],[265498],[274162],[289088],[290110],[290382],[295420],[300876],[323126],[324645],[326256],[359167],[359392],
     [28945,263727],[28957,196251],[38855,296023],[38867,226057],[39780,229188],[42007,115787],[48746,325248],[48758,253576],[51183,191090],[51782,331490],[51874,260138],[52096,260498],[52469,135167],[55276,97599],[55943,141728],[63908,360795],[64000,288758],[64222,289118],[66990,160588],[67758,367372],[67905,295689],[68560,163190],[71908,121138],[72044,121274],[72663,116768],[72797,170470],[76302,241188],[77588,178329],[80717,394790],[82275,396228],[82422,324914],[85807,190986],[86886,331660],[87535,136148],[87669,193782],[91174,267188],[91824,147882],[92531,142814],[96696,207538],[98266,210140],[100533,152817],[102030,429088],[103880,360965],[107708,223602],[109685,164276],[111889,299799],[113850,232386],[115442,171613],[117982,180524],[120165,241084],[121893,179310],[122027,243880],[124503,182596],[124725,182818],[134822,194925],[139545,267084],[143989,212401],[144211,212623],[146612,276062],[148589,211226],[151615,214902],[168074,302776],[169993,243403],[172951,246361],[177984,245023],[181391,249026],[201221,278529],[204310,281618],[234468,314392],[268706,349840],
     [16636,61797,213564,284501],[16648,61809,151603,214890],[16694,99875,100470,213909],[22269,45657,237727,317651],[22281,45669,172939,246349],[22327,117324,117919,238072],[24072,79968,181421,249056],[24120,79055,124614,247970],[29003,136704,137299,264072],[30388,59602,269309,350443],[30400,59614,201209,278517],[30771,141832,142659,271740],[31313,60527,204340,281648],[31361,94364,144100,272981],[33766,100097,151737,283358],[39238,163294,164121,298454],[39828,111518,165562,299695],[41320,76901,304534,385414],[41412,76993,234138,314062],[41634,77215,234498,314422],[42070,73877,171449,307500],[42822,117546,173073,308781],[45715,179866,180461,317996],[52532,88749,194761,334456],[53284,136926,196385,335737],[55141,97464,340658,419832],[55288,97611,268975,350109],[55832,93706,202130,343178],[56054,93928,202729,343538],[59985,210244,211071,352874],[60575,150422,212512,354115],[61855,152754,215446,284846],[68449,110860,226978,369892],[68671,111082,227577,370252],[72014,121244,304704,385584],[72675,116780,235428,378838],[77651,123107,244859,388380],[78403,180088,246483,389661],[79426,125532,248074,321112],[80016,182707,183254,321008],[87547,136160,261428,404838],[92501,142784,270185,413425],[94735,150793,273085,354219],[98155,149764,279438,422352],[98377,149986,280037,422712],[101285,215024,215668,357196],[109655,164246,296899,438273],[121905,179322,315352,454936],[148559,211196,351319,485223]
   ]
cell #1060 :
  |C| = 553
  W-rep = phi[[3, 2, 1],[1]]+phi[[3, 1, 1],[2]]+phi[[3, 2],[1, 1]]+phi[[3, 1],[2, 1]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     91 tau_infinity subcells with 4 member(s)
  subcells = [
     [100025],[100636],[100681],[117474],[120815],[120860],[124099],[124849],[136854],[142602],[143585],[144925],[144970],[147380],[151151],[164064],[165047],[171386],[172487],[173418],[173531],[173963],[180016],[194698],[195799],[202225],[202657],[204816],[204986],[211014],[211997],[215596],[227073],[227505],[235520],[238386],[244796],[245897],[248844],[249827],[261520],[270283],[277700],[279533],[279965],[285375],[296997],[315444],[351417],
     [46509,320411],[59271,349636],[61513,356132],[61618,284274],[73369,116508],[76715,384752],[76820,313579],[79525,319979],[79540,391609],[86457,140195],[86502,140240],[88241,135888],[93302,142500],[95031,144594],[95389,416062],[97229,349204],[97244,419128],[106021,166387],[106066,166432],[108280,161309],[108476,168842],[110456,163962],[116254,171055],[116316,171296],[118308,173609],[118667,381500],[118682,448934],[118743,174109],[122599,179050],[128224,187402],[128269,187447],[130256,196730],[130369,196843],[130801,197275],[132272,191860],[133255,191758],[135634,194367],[135696,194608],[142243,202303],[144403,479373],[144532,205018],[147184,208259],[149360,210912],[155162,219379],[155275,219492],[155707,219924],[157866,229664],[158036,229834],[161117,224428],[163705,227151],[168646,233107],[170993,235552],[175434,241958],[176417,241856],[178796,244465],[178858,244706],[184022,251048],[185252,253623],[185422,253793],[188288,264386],[194305,261552],[198746,267958],[199729,267856],[208067,276888],[210655,279611],[216437,286605],[217823,289270],[225240,304414],[232915,303602],[244403,315476],
     [13146,27823,190389,258906],[17606,35339,217293,287395],[19196,38247,222538,293985],[19301,38352,160016,224518],[23121,44535,240487,312830],[25253,47813,251537,323557],[27071,50408,256275,328083],[27232,51282,189957,258474],[27247,51297,256805,329958],[29797,54997,266487,339786],[32299,58994,274998,348405],[32404,59099,206966,276978],[34981,62751,286986,359516],[35178,63127,217535,287427],[36955,65579,221951,292012],[37358,66108,291729,364003],[37566,67156,161055,224187],[37611,67201,224125,294017],[38524,71888,295216,376350],[40766,71611,301712,375119],[40871,71716,231814,303692],[43783,75527,310199,382007],[43944,76401,240055,312398],[43959,76416,310729,383882],[47030,80526,250639,322630],[47439,81033,251404,323270],[48250,82150,184835,251820],[49750,84207,189641,256579],[50050,84447,327674,398994],[50247,84823,256517,328115],[50500,86042,191501,258552],[51596,91587,330828,410752],[51701,91692,259655,340535],[54245,90399,337155,408007],[54406,91273,266055,339354],[54421,91288,337685,409882],[57702,95285,274411,346432],[58105,95814,346149,416463],[58313,96862,208005,276647],[58358,96907,276585,348437],[62254,101873,216304,286318],[62689,102373,157254,220070],[63596,103596,154959,217597],[64967,105339,362578,432170],[65325,105690,112185,166056],[65387,105931,222216,292090],[65683,112543,363602,440910],[65734,106197,291596,363716],[67523,114383,294784,375918],[67538,114398,366668,443976],[70319,112439,301125,373146],[70722,112968,372863,441311],[70930,114016,232853,303361],[70975,114061,303299,375151],[74869,118565,239739,310503],[75169,118805,381598,449092],[75366,119181,310441,382039],[75619,120400,241599,312476],[80464,126276,184264,251080],[81896,127893,129263,187071],[81958,128134,185100,251898],[82254,129621,396194,463829],[83116,129517,326505,398157],[83519,130046,397874,464230],[83950,130447,137688,196921],[84309,138047,327576,407500],[84324,138062,398836,472246],[84385,130947,138123,197421],[89741,137945,265739,337459],[90041,138185,407598,472404],[90238,138561,337397,408039],[90491,139780,267599,339432],[95093,144835,274676,346510],[95440,145101,346016,416176],[103339,155353,156819,219570],[103698,157178,360726,431663],[103713,157193,430295,493582],[104681,157076,290623,362882],[104981,157316,431761,493740],[105178,157692,362820,432202],[105499,165865,432423,500835],[105628,158068,165994,229866],[112247,166297,301390,373224],[112594,166563,372730,441024],[126727,184326,461741,519242],[127702,186880,462228,520321],[127831,185454,187009,253825],[129325,187312,326770,398235],[129672,187578,397741,463943],[153889,216720,491687,543600],[154154,216798,429322,491865]
   ]
cell #1061 :
  |C| = 315
  W-rep = phi[[2, 1],[3, 1]]+phi[[2],[3, 2]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [30709],[38122],[39176],[41965],[51121],[51165],[52427],[55728],[55925],[58869],[59923],[66783],[66948],[68345],[68542],[71486],[72149],[72558],[76240],[76284],[77546],[84159],[85592],[85789],[87021],[87430],[89408],[91112],[91156],[91960],[92395],[96489],[96654],[98051],[98248],[103548],[104015],[105869],[107469],[109114],[109549],[111871],[113643],[113808],[114822],[118517],[119950],[120147],[121379],[121788],[128072],[128587],[130634],[134202],[137092],[137897],[139330],[139527],[142452],[142919],[144773],[146373],[148018],[148453],[155540],[156063],[157028],[162635],[163914],[164381],[166235],[167835],[171234],[171749],[173796],[177364],[186695],[187250],[191710],[194546],[195061],[197108],[202490],[203013],[210864],[211331],[219757],[223811],[224366],[227338],[227861],[241808],[244644],[245159],[258739],[267808],[276271],[276826],[279798],[280321],[302985],[303540],[312663],[335946],[339619],
     [11135,79364],[15387,94673],[16676,100428],[20504,111827],[21860,116612],[22309,117877],[24084,124399],[24108,124596],[28536,135992],[28985,137257],[30753,142617],[31325,143885],[31349,144082],[33607,150731],[33721,151498],[39220,164079],[39792,165347],[39816,165544],[41646,169889],[41800,170864],[42058,171431],[42777,172834],[45248,179154],[45697,180419],[46681,125470],[52108,193201],[52262,194176],[52520,194743],[53239,196146],[55380,200839],[55557,201104],[55740,202112],[59967,211029],[60539,212297],[60563,212494],[61388,101192],[61837,152712],[64234,219176],[67997,225687],[68174,225952],[68357,226960],[72161,234120],[72528,235350],[74536,123766],[77227,243299],[77381,244274],[77639,244841],[78358,246244],[79408,125514],[79980,182492],[80004,182689],[82514,253206],[82691,253471],[87033,260120],[87400,261350],[91930,268897],[93940,271636],[94717,150775],[97703,278147],[97880,278412],[98063,279420],[100109,213185],[100263,152547],[101240,214785],[104027,288740],[109084,295611],[111094,298350],[116872,307130],[117049,307395],[117558,237348],[117712,180254],[121391,314044],[121758,315274],[124051,181059],[124228,247206],[128557,324836],[136252,334086],[136429,334351],[136938,263348],[141173,209585],[142931,343160],[143537,203978],[143714,272217],[147988,350031],[149998,352770],[164393,369874],[164999,228826],[165176,298931],[170679,236793],[171719,378760],[179414,388010],[179591,388275],[180100,317272],[193991,262793],[195031,404760],[211343,422334],[211949,281286],[212126,353351],[215680,357960],[244089,316717],[245129,454858],[249779,321732],[249956,393543],[283567,357405],[308990,389870]
   ]
cell #1062 :
  |C| = 189
  W-rep = phi[[3],[3, 1]]+phi[[2],[4, 1]]
  special rep = phi[[3],[3, 1]] , dim = 105
  orbit = [6, 6, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     21 tau_infinity subcells with 1 member(s)
     84 tau_infinity subcells with 2 member(s)
  subcells = [
     [134454],[136611],[156315],[162384],[162542],[164748],[186444],[186602],[192584],[192950],[193054],[218559],[218925],[219029],[225341],[225353],[250914],[252860],[252872],[286542],[286554],
     [56844,271489],[61083,282630],[69461,298203],[73608,306796],[73864,236700],[74231,308053],[78786,318259],[79042,247322],[88480,333752],[88736,262700],[89103,335009],[92170,340974],[93612,271019],[93613,203265],[94095,343639],[94351,272333],[99167,352623],[99782,215353],[109324,367688],[110766,297733],[110767,228113],[111249,370353],[111505,299047],[115073,304838],[115074,177616],[115168,376859],[116621,236542],[116673,306784],[117231,179773],[122838,387676],[123094,316624],[123461,388933],[123800,249528],[128797,396544],[134453,331794],[134548,402859],[136001,262542],[136053,333740],[140922,209334],[140974,340962],[141080,209492],[142668,271385],[143286,211698],[148228,420148],[149670,352153],[149671,280573],[150153,422813],[150409,353467],[153171,427915],[156314,361099],[156409,430758],[162436,367676],[164130,298099],[169272,242682],[169638,243048],[169742,243152],[171959,446642],[177615,385718],[177710,452957],[179163,316466],[179215,387664],[182985,459929],[183241,393659],[186496,396532],[195271,469954],[200493,277801],[200505,277813],[203264,413559],[203359,477708],[209386,420136],[211080,352519],[213290,487639],[228112,438407],[228207,499170],[236594,446630],[237453,506770],[245369,513116],[262594,469942],[263453,526150],[280572,485357],[280667,538074],[316518,513104],[317377,560508],[358065,582204]
   ]
cell #1063 :
  |C| = 427
  W-rep = phi[[3, 1],[2, 1]]+phi[[3],[2, 2]]+phi[[1, 1],[4, 1]]+phi[[1],[4, 2]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     91 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     49 tau_infinity subcells with 4 member(s)
  subcells = [
     [51166],[66784],[67040],[76285],[84160],[85602],[85603],[87031],[91157],[96490],[96746],[103549],[104025],[105879],[105880],[107427],[107479],[109124],[111872],[113644],[113900],[118518],[119960],[119961],[128082],[128083],[128597],[130592],[130644],[132338],[134192],[137093],[137349],[137898],[139340],[139341],[144783],[144784],[146331],[146383],[155498],[155550],[156053],[157029],[157902],[158268],[161994],[162636],[165358],[166245],[166246],[167793],[167845],[173754],[173806],[175500],[185288],[185654],[186054],[186696],[187260],[187261],[188225],[193212],[196104],[197066],[197118],[198812],[204852],[205218],[216473],[216553],[217760],[219187],[219715],[219767],[225910],[229700],[230066],[238323],[250815],[253429],[253659],[254025],[259819],[264323],[286641],[288439],[289207],[322855],[322923],
     [30747,142453],[38124,223812],[39214,163915],[39793,165357],[42020,171244],[51159,191711],[52109,193211],[52482,194556],[53238,196156],[55738,142929],[55989,202500],[58871,276272],[59961,210865],[64235,219186],[67003,224376],[67998,225793],[68173,225962],[68355,164391],[68606,227348],[69522,229042],[71488,302986],[72159,121389],[72568,171759],[76278,241809],[77601,244654],[79409,125515],[82515,253312],[82690,253481],[85853,258749],[87032,260225],[87220,260352],[87440,195071],[89410,335947],[91150,267809],[91970,148028],[92385,203003],[94718,150776],[96709,276836],[98061,211341],[98312,279808],[100264,152548],[100520,152804],[104026,288845],[104214,288972],[108929,295396],[109072,295703],[109539,227851],[113863,303550],[114812,177354],[117713,180255],[117969,180511],[120211,312673],[121798,245169],[124410,182503],[128402,324621],[128545,324928],[134013,331456],[139591,339629],[140532,208944],[141174,209586],[143896,212308],[148443,280311],[151456,214743],[153969,359143],[155874,360761],[169900,243310],[172792,246202],[184075,394756],[201062,278370],[233819,313743],
     [11137,79402,124052,181060],[15389,94711,143538,203979],[16677,100110,100483,213195],[20506,111865,165000,228827],[21862,117164,170680,236794],[22310,117559,117932,237358],[24085,79981,124409,182502],[24107,124227,124660,247216],[28538,136544,193992,262794],[28986,136939,137312,263358],[30754,93941,143243,271646],[31326,60540,143895,212307],[31348,143713,144146,272227],[33609,150769,211950,281287],[33720,101239,151508,214795],[39221,111095,164705,298360],[39815,165175,165608,298941],[41647,77228,169899,243309],[41801,116873,171590,307236],[42057,117048,172115,307405],[42776,78357,172844,246254],[45250,179706,244090,316718],[45698,180101,180474,317282],[45863,125576,181275,248910],[46683,125508,249780,321733],[52263,136253,194902,334192],[52519,136428,195427,334361],[55381,97704,200945,278253],[55556,97879,201114,278422],[55739,142930,202876,343265],[56905,99228,204194,281502],[59968,149999,211655,352780],[60562,212125,212558,353361],[61390,101194,283568,357406],[61838,152767,215681,357970],[68356,164392,227724,369979],[72160,121390,234225,314149],[72348,121578,234352,314276],[72516,171707,236128,378852],[74538,123768,308991,389871],[77382,179415,245000,388116],[77638,179590,245525,388285],[80003,182753,249955,393553],[87388,195019,262128,404852],[91775,147833,268682,349816],[91918,147976,268989,350123],[98062,211342,280184,422439],[114633,177175,304500,385380],[121746,245117,316052,454950]
   ]
cell #1064 :
  |C| = 315
  W-rep = phi[[2, 1],[3, 1]]+phi[[2],[3, 2]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [55688],[55913],[67062],[68305],[68530],[72039],[72109],[72720],[85777],[85921],[86911],[86981],[87592],[91846],[92526],[92596],[96768],[98011],[98236],[102839],[103905],[103975],[107589],[107631],[109000],[109680],[109750],[113922],[115464],[120135],[120279],[121269],[121339],[121950],[127303],[128473],[131413],[132479],[132549],[134844],[137371],[139515],[139659],[141743],[142809],[142879],[146493],[146535],[147904],[148584],[148654],[154740],[159095],[160265],[163205],[164271],[164341],[165676],[167955],[167997],[170465],[171635],[174575],[175641],[175711],[178006],[189422],[191001],[193777],[194947],[196266],[197887],[198953],[199023],[201690],[206045],[207215],[210155],[211221],[211291],[220536],[223597],[223722],[226072],[226538],[230893],[232063],[239520],[241099],[243875],[245045],[253591],[254852],[257939],[265520],[267099],[276057],[276182],[278998],[290404],[302771],[302896],[311863],[335857],[338819],
     [11139,181486],[15391,204405],[16657,213586],[20508,229253],[21864,235263],[22290,237749],[24075,181416],[24129,124584],[28540,261263],[28966,263749],[30409,269331],[30536,269472],[31316,204335],[31370,144070],[33611,281713],[33769,151660],[38876,296045],[39003,296186],[39783,229183],[39837,165532],[41493,304691],[41637,234493],[41753,305211],[42079,170760],[42825,172996],[45252,315187],[45678,317673],[46685,249121],[48767,325270],[51955,331647],[52099,260493],[52215,332167],[52541,194072],[53287,196308],[55291,268883],[55333,340775],[56057,201966],[59623,350465],[59750,350606],[60530,281643],[60584,212482],[61818,284523],[64081,360952],[64225,289113],[67908,295597],[67950,367489],[68674,226814],[72678,234636],[73886,379194],[77074,385571],[77218,314417],[77334,386091],[77660,244170],[78406,246406],[79064,319444],[79971,249051],[80025,182677],[82425,324822],[82467,396345],[87550,260636],[88758,405194],[93787,413412],[93931,343533],[94373,344824],[97614,350017],[97656,419949],[98380,279274],[100100,283353],[100542,152826],[101288,214947],[110941,438260],[111085,370247],[111527,371538],[116783,378746],[116825,446443],[117549,308776],[117991,180533],[121908,314560],[123116,455292],[123962,247985],[124728,182821],[136163,404746],[136205,469755],[136929,335732],[143448,272996],[144214,212626],[149845,485210],[149989,422707],[150431,423998],[151618,214905],[164910,299710],[170590,307515],[172954,246364],[179325,454844],[179367,512917],[180091,389656],[183263,392743],[193902,334471],[201224,278532],[211860,354130],[215671,357191],[244000,388395],[249690,321023],[283478,357316],[308901,389781]
   ]
cell #1065 :
  |C| = 553
  W-rep = phi[[3, 2, 1],[1]]+phi[[3, 1, 1],[2]]+phi[[3, 2],[1, 1]]+phi[[3, 1],[2, 1]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     91 tau_infinity subcells with 4 member(s)
  subcells = [
     [151199],[152045],[152177],[172535],[176707],[176839],[180945],[181923],[195847],[202705],[203864],[205459],[206277],[208402],[213068],[227553],[228712],[235993],[237231],[238564],[238922],[239152],[245945],[261993],[263231],[270461],[270819],[273494],[274034],[280013],[281172],[285423],[297175],[297533],[306213],[309249],[315917],[317155],[320459],[321618],[333169],[342210],[349684],[351595],[351953],[357843],[368924],[387093],[421384],
     [79729,392145],[95021,205089],[97433,419664],[100797,426075],[100913,356605],[116244,235623],[116364,171344],[118296,238544],[118742,239085],[120976,452050],[121092,385225],[124897,391787],[124992,458500],[127535,255084],[133545,200019],[133677,200151],[135624,261623],[135744,194656],[142231,270441],[142338,202585],[144531,273427],[145706,480356],[147428,419306],[147523,482560],[154372,290036],[158509,230307],[159327,231125],[161165,224476],[161452,233250],[163693,297155],[163800,227433],[170992,306146],[171117,235886],[174011,449626],[174765,508491],[178786,315547],[178906,244754],[183918,323052],[184458,326128],[185895,254266],[188466,264564],[188824,264922],[189054,265152],[190437,258954],[191596,258834],[194304,333102],[194429,261886],[205680,533548],[208115,276936],[210643,351575],[210750,279893],[216343,359264],[218001,289448],[218359,289806],[221034,300208],[221574,300748],[224249,294351],[232963,303650],[240535,312878],[241694,312758],[244402,387026],[244527,315810],[252289,325588],[255325,336205],[266535,339834],[267694,339714],[276709,348771],[287790,361628],[295264,376398],[303423,375485],
     [17561,63243,217189,359938],[25189,81530,251443,395416],[27026,84939,256171,399416],[27436,51486,257341,330494],[34971,102444,286979,429399],[35103,102946,217534,359871],[37294,106694,291635,433246],[37727,67317,292481,366034],[37843,67433,223011,294458],[43738,119297,310095,449514],[44148,76605,311265,384418],[47020,126347,250632,394614],[47427,126918,251403,395108],[50040,131018,327667,464979],[50172,131520,256516,399349],[50548,86090,256983,330136],[50643,86185,328478,401106],[54200,138677,337051,472826],[54610,91477,338221,410418],[58041,145598,346055,480196],[58474,97023,346901,418494],[58590,97139,275471,348878],[62242,153764,216303,358956],[62688,154305,157253,289969],[64922,157808,362474,494162],[65315,112175,158139,229937],[65435,105979,221846,364181],[65722,158710,291595,432938],[66281,108016,161045,294088],[66413,108148,224124,365967],[67727,114587,367204,444512],[70658,167060,372769,501658],[71091,114177,373615,443342],[71207,114293,302185,375592],[75159,174180,381591,508141],[75291,174682,310440,449447],[75667,120448,310907,384060],[75762,120543,382402,451204],[80463,183851,184263,322985],[81638,188183,395576,521304],[81886,129253,185525,253896],[82006,128182,184730,323735],[83455,188075,397780,521144],[83938,137676,188446,264544],[84045,130729,189631,328186],[84384,138122,188987,265085],[85023,132986,191489,330116],[86618,140356,401952,475362],[86734,140472,331301,411225],[90031,197492,407591,527521],[90163,197994,337396,472759],[90539,139828,337863,410060],[90634,139923,408402,474516],[95141,144883,274306,416641],[95428,205660,346015,479888],[95987,146920,207995,348508],[96119,147052,276584,418427],[103029,220726,429749,545320],[103327,156807,217981,289428],[103434,154949,155635,287498],[104971,220141,431754,544970],[105103,220643,362819,494095],[105627,165993,220967,300141],[105752,158402,222204,364161],[106802,167168,433406,501818],[108524,168890,366846,444154],[108619,168985,435610,504022],[112295,166345,301020,441489],[112582,230508,372729,501350],[113141,168382,232843,375222],[113273,168514,303298,443275],[118403,173891,239729,382110],[119381,176148,241587,384040],[126717,251151,461734,564980],[126938,254487,461812,566011],[127830,187008,252222,325521],[127955,185088,185788,323715],[129373,187360,326400,464408],[129660,254467,397740,520836],[130849,197323,399528,472938],[131603,198077,465329,527871],[137783,197203,265729,408110],[138761,199460,267587,410040],[144656,205352,274664,416621],[153784,286783,491659,583173],[154142,286763,429321,543663],[155755,219972,360050,494274],[156914,219852,290613,432273],[158730,230528,494644,550702],[166118,230200,301378,441469],[187133,254159,326758,464388]
   ]
cell #1066 :
  |C| = 315
  W-rep = phi[[2, 1],[3, 1]]+phi[[2],[3, 2]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [30664],[38137],[39131],[41901],[51076],[51192],[52363],[55718],[55850],[58884],[59878],[66789],[66884],[68335],[68467],[71501],[72139],[72546],[76195],[76311],[77482],[84165],[85582],[85714],[87011],[87418],[89423],[91067],[91183],[91948],[92394],[96495],[96590],[98041],[98173],[103554],[104005],[105859],[107457],[109102],[109548],[111898],[113649],[113744],[114821],[118523],[119940],[120072],[121369],[121776],[128062],[128575],[130622],[134201],[137098],[137903],[139320],[139452],[142458],[142909],[144763],[146361],[148006],[148452],[155528],[156062],[157034],[162641],[163920],[164371],[166225],[167823],[171224],[171737],[173784],[177363],[186701],[187240],[191716],[194536],[195049],[197096],[202478],[203012],[210870],[211321],[219745],[223817],[224356],[227326],[227860],[241814],[244634],[245147],[258727],[267814],[276277],[276816],[279786],[280320],[302991],[303530],[312651],[335952],[339607],
     [11150,79319],[15402,94628],[16703,100364],[20519,111782],[21875,115996],[22336,117813],[24090,124389],[24144,124521],[28551,135376],[29012,137193],[30780,141933],[31331,143875],[31385,144007],[33622,150686],[33729,151486],[39247,163395],[39798,165337],[39852,165469],[41652,169879],[41806,170100],[42094,170697],[42785,172822],[45263,178538],[45724,180355],[46696,125425],[52114,193191],[52268,193412],[52556,194009],[53247,196134],[55386,200734],[55565,201092],[55748,201322],[59994,210345],[60545,212287],[60599,212419],[61403,101207],[61864,152648],[64240,219166],[68003,225582],[68182,225940],[68365,226170],[72169,234016],[72529,234556],[74551,123781],[77233,243289],[77387,243510],[77675,244107],[78366,246232],[79435,125541],[79986,182482],[80040,182614],[82520,253101],[82699,253459],[87041,260016],[87401,260556],[91931,268803],[93946,271626],[94744,150802],[97709,278042],[97888,278400],[98071,278630],[100115,213175],[100269,152553],[101248,214773],[104035,288636],[109085,295517],[111100,298340],[116878,307025],[117057,307383],[117564,237338],[117718,180260],[121399,313940],[121759,314480],[124057,181065],[124236,247194],[128558,324742],[136258,333981],[136437,334339],[136944,263338],[141179,209591],[142939,343056],[143543,203984],[143722,272205],[147989,349937],[150004,352760],[164401,369770],[165005,228832],[165184,298919],[170685,236799],[171720,378666],[179420,387905],[179599,388263],[180106,317262],[193997,262799],[195032,404666],[211351,422230],[211955,281292],[212134,353339],[215686,357950],[244095,316723],[245130,454764],[249785,321738],[249964,393531],[283573,357411],[308996,389876]
   ]
cell #1067 :
  |C| = 427
  W-rep = phi[[3, 1],[2, 1]]+phi[[3],[2, 2]]+phi[[1, 1],[4, 1]]+phi[[1],[4, 2]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     91 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     49 tau_infinity subcells with 4 member(s)
  subcells = [
     [51198],[51851],[63118],[63977],[66867],[67083],[67874],[76317],[81406],[81431],[82391],[84814],[85673],[85698],[86871],[91189],[96573],[96789],[102777],[102805],[103865],[106570],[106595],[107527],[107555],[108882],[111904],[113727],[113943],[119172],[120031],[120056],[126901],[127263],[128355],[131351],[131379],[132439],[137176],[137392],[138552],[139411],[139436],[145474],[145499],[146431],[146459],[153747],[153922],[154339],[157683],[158693],[159055],[162719],[165453],[166936],[166961],[167893],[167921],[174513],[174541],[175601],[183885],[186779],[187951],[187976],[189021],[193307],[196204],[197825],[197853],[198913],[205643],[206005],[219282],[220474],[220502],[226010],[230491],[230853],[239119],[253529],[254450],[254812],[259832],[265119],[286746],[288452],[290003],[322868],[323019],
     [20552,165428],[28263,193282],[29071,196232],[30665,92824],[36129,219257],[38138,107879],[38681,225593],[38897,226038],[39132,109978],[39936,229143],[41389,76970],[41912,115764],[48572,253112],[48788,253557],[51077,132777],[51876,260027],[52133,260453],[52374,135144],[55257,97580],[55809,93683],[55861,141709],[58885,146783],[59879,148882],[64002,288647],[64259,289073],[66895,160565],[67819,295405],[67846,295512],[68426,110837],[68478,163171],[71502,168245],[71999,121229],[72644,116749],[76196,175939],[77493,178306],[79441,125547],[82336,324630],[82363,324737],[85725,190967],[86795,331444],[87516,136129],[89424,196556],[91068,199251],[91728,147786],[92486,142769],[94750,150808],[96601,207515],[98132,149741],[98184,210121],[100347,152631],[100563,152847],[102091,359152],[103789,360749],[109640,164231],[113755,232363],[117796,180338],[118012,180554],[120083,241065],[121874,179291],[124505,182598],[126501,394744],[139463,267065],[141257,209669],[143991,212403],[148544,211181],[151556,214843],[169995,243405],[172892,246302],[201162,278470],[233832,313756],
     [11151,45969,79320,181714],[11183,24440,124480,182573],[15403,57011,94629,204633],[15435,33655,143966,212378],[16709,33875,100375,213886],[16762,34208,151584,214871],[20520,69628,111783,229481],[21587,44975,169970,243380],[21876,72968,115997,236877],[22342,42931,117824,238049],[22395,45783,172920,246330],[24150,46068,124532,247951],[24228,46517,181376,249011],[28552,87840,135377,262877],[29018,53393,137204,264049],[30214,59428,200745,278053],[30430,59644,201190,278498],[30786,56876,141944,271717],[31391,57110,144018,272962],[31469,60683,204295,281603],[33623,99334,150687,281941],[39253,69493,163406,298431],[39858,69727,165480,299676],[41414,76995,234027,313951],[41671,77252,234453,314377],[41884,73691,170111,307036],[42100,73907,170708,307481],[45264,122198,178539,316801],[45730,78512,180366,317973],[46697,125426,125682,249349],[52346,88563,193423,333992],[52562,88779,194020,334437],[55202,97525,268691,349825],[55229,97552,268798,349932],[55834,93708,201333,343067],[60000,99199,210356,352851],[60605,99433,212430,354096],[61404,101208,151908,215195],[61870,101394,152659,284823],[68451,110862,226181,369781],[71923,121153,304488,385368],[72616,116721,234551,378661],[74552,123782,173244,246654],[77465,122921,243521,387916],[77681,123137,244118,388361],[80046,125781,182625,320989],[87488,136101,260551,404661],[98157,149766,278641,422241],[121846,179263,314475,454759]
   ]
cell #1068 :
  |C| = 315
  W-rep = phi[[2, 1],[3, 1]]+phi[[2],[3, 2]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [55981],[56167],[67067],[68598],[68784],[72051],[72200],[72804],[85845],[85922],[86923],[87072],[87676],[91857],[92538],[92687],[96773],[98304],[98490],[102840],[103917],[104066],[107590],[107715],[109011],[109692],[109841],[113927],[115475],[120203],[120280],[121281],[121430],[122034],[127315],[128484],[131414],[132491],[132640],[134855],[137376],[139583],[139660],[141744],[142821],[142970],[146494],[146619],[147915],[148596],[148745],[154751],[159107],[160276],[163206],[164283],[164432],[165677],[167956],[168081],[170477],[171646],[174576],[175653],[175802],[178017],[189433],[191002],[193789],[194958],[196267],[197888],[198965],[199114],[201701],[206057],[207226],[210156],[211233],[211382],[220537],[223609],[223723],[226073],[226549],[230905],[232074],[239531],[241100],[243887],[245056],[253592],[254864],[257950],[265531],[267100],[276069],[276183],[279009],[290415],[302783],[302897],[311874],[335858],[338830],
     [11154,181577],[15406,204496],[16662,213597],[20523,229344],[22089,236054],[22295,237760],[24076,181428],[24134,124652],[28765,262054],[28971,263760],[30414,269342],[30869,270263],[31317,204347],[31375,144138],[33626,281804],[33770,151744],[38881,296056],[39336,296977],[39784,229195],[39842,165600],[41561,304782],[41638,234505],[42084,171487],[42162,305969],[42826,173080],[45477,315978],[45683,317684],[46700,249212],[48772,325281],[52023,331738],[52100,260505],[52546,194799],[52624,332925],[53288,196392],[55292,268982],[55417,340847],[56058,202736],[59628,350476],[60083,351397],[60531,281655],[60589,212550],[61823,284534],[64149,361043],[64226,289125],[67909,295696],[68034,367561],[68675,227584],[72679,235435],[73891,379205],[77142,385662],[77219,314429],[77665,244897],[77743,386849],[78407,246490],[79069,319455],[79972,249063],[80030,182745],[82426,324921],[82551,396417],[87551,261435],[88763,405205],[93855,413503],[93932,343545],[94378,344835],[97615,350116],[97740,420021],[98381,280044],[100101,283365],[100547,152831],[101289,215031],[111009,438351],[111086,370259],[111532,371549],[116784,378845],[116909,446515],[117550,308788],[117996,180538],[121909,315359],[123121,455303],[123963,247986],[124729,182822],[136164,404845],[136289,469827],[136930,335744],[143449,272997],[144215,212627],[149913,485301],[149990,422719],[150436,424009],[151619,214906],[164911,299711],[170591,307516],[172955,246365],[179326,454943],[179451,512989],[180092,389668],[183268,392754],[193903,334472],[201225,278533],[211861,354131],[215672,357203],[244001,388396],[249691,321024],[283479,357317],[308902,389782]
   ]
cell #1069 :
  |C| = 427
  W-rep = phi[[3, 1],[2, 1]]+phi[[3],[2, 2]]+phi[[1, 1],[4, 1]]+phi[[1],[4, 2]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     91 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     49 tau_infinity subcells with 4 member(s)
  subcells = [
     [51197],[51840],[63117],[63966],[66866],[67084],[67754],[67863],[76316],[81395],[81432],[82271],[82380],[84813],[85662],[85699],[86882],[91188],[96572],[96790],[101760],[102026],[102789],[102794],[103876],[106559],[106596],[107539],[107544],[111903],[113726],[113944],[119171],[120020],[120057],[126210],[127008],[127274],[131363],[131368],[132450],[137175],[137393],[138551],[139400],[139437],[145463],[145500],[146443],[146448],[154442],[157682],[158800],[159066],[162718],[165454],[166925],[166962],[167905],[167910],[174525],[174530],[175612],[186778],[187940],[187977],[189124],[193308],[196216],[197837],[197842],[198924],[205750],[206016],[219283],[220486],[220491],[226022],[230598],[230864],[239222],[253541],[254557],[254823],[259844],[265222],[286853],[288464],[290106],[322880],[323122],
     [20543,229154],[20551,165417],[28254,260464],[28262,193271],[29072,196221],[36120,289084],[36128,219246],[38600,295416],[38680,225490],[38898,226027],[41378,76959],[48491,324641],[48571,253009],[48789,253546],[51735,331440],[51877,259929],[55137,97460],[55246,97569],[55798,93672],[55915,92823],[62466,359163],[63861,360745],[64003,288549],[67064,107878],[67858,295428],[68415,110826],[68532,109977],[72010,121240],[72633,116738],[72733,115753],[79440,125546],[80670,394740],[82375,324653],[85779,132776],[87505,136118],[87605,135133],[92497,142780],[92606,141698],[94749,150807],[96770,146782],[98121,149730],[98238,148881],[100346,152630],[100564,152848],[107644,160554],[109651,164242],[109760,163160],[113924,168244],[117795,180337],[118013,180555],[120137,175938],[121863,179280],[121963,178295],[124506,182599],[132559,190956],[137373,196555],[139517,199250],[141256,209668],[143992,212404],[146548,207504],[148555,211192],[148664,210110],[151568,214855],[168010,232352],[169996,243406],[172904,246314],[175721,241054],[199033,267054],[201174,278482],[233844,313768],
     [11174,24431,181387,249022],[11182,24439,124469,182562],[15426,33646,204306,281614],[15434,33654,143955,212367],[16708,33874,151673,213875],[16763,34209,151573,214860],[21578,44966,234464,314388],[21586,44974,169959,243369],[22341,42930,173009,238038],[22396,45784,172909,246319],[24131,45968,124586,181713],[24151,46069,181496,247940],[29017,53392,196321,264038],[30133,59347,268702,349836],[30213,59427,200642,277950],[30431,59645,201179,278487],[30785,56875,201979,271706],[31372,57010,144072,204632],[31392,57111,204415,272951],[39252,69492,226827,298420],[39839,69627,165534,229480],[39859,69728,229263,299665],[41273,76854,304484,385364],[41415,76996,233929,313853],[41883,73690,234736,306933],[42081,72967,170762,236876],[42101,73908,235273,307470],[45729,78511,246419,317962],[52345,88562,260736,333889],[52543,87839,194074,262876],[52563,88780,261273,334426],[55241,97564,268714,349848],[55835,93709,269562,342969],[59999,99198,279287,352840],[60586,99333,212484,281940],[60606,99434,281723,354085],[61869,101393,214960,284812],[68452,110863,296276,369683],[72628,116733,305278,378577],[77464,122920,314660,387813],[77662,122197,244172,316800],[77682,123138,315197,388350],[80027,125681,182679,249348],[80047,125782,249131,320978],[87500,136113,332234,404577],[98158,149767,350696,422143],[100544,151907,152828,215194],[117993,173243,180535,246653],[121858,179275,386158,454675]
   ]
cell #1070 :
  |C| = 427
  W-rep = phi[[3, 1],[2, 1]]+phi[[3],[2, 2]]+phi[[1, 1],[4, 1]]+phi[[1],[4, 2]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     91 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     49 tau_infinity subcells with 4 member(s)
  subcells = [
     [67902],[82419],[86781],[86927],[102833],[103775],[103921],[107583],[107852],[108979],[126487],[127319],[127335],[128452],[131407],[132495],[132511],[132797],[146487],[146756],[153641],[154719],[154773],[159111],[159127],[160244],[160298],[167949],[168218],[174569],[175657],[175673],[175959],[183790],[184587],[184860],[189401],[189455],[190641],[196529],[197881],[198969],[198985],[199271],[206061],[206077],[207194],[207248],[217061],[220530],[221703],[221976],[229215],[229501],[230909],[230925],[232042],[232096],[239499],[239553],[240739],[254868],[254884],[256043],[260525],[263782],[265499],[265553],[266739],[274163],[274436],[289145],[290383],[290437],[296078],[299350],[300877],[301150],[309967],[325303],[326257],[326530],[332066],[336923],[359393],[361371],[362346],[367408],[394996],[396264],[429124],
     [42052,170497],[52514,193809],[53220,263728],[53236,196260],[55285,97608],[56006,141737],[67035,223629],[68155,296024],[68171,226066],[68623,163199],[69531,229199],[71909,121139],[72055,121285],[72672,116777],[72871,170481],[77633,243907],[82672,325249],[82688,253585],[85870,190995],[85948,258080],[86835,331491],[86943,260242],[87229,260509],[87544,136157],[87743,193793],[91825,147883],[92542,142825],[96741,276089],[98329,210149],[103829,360796],[103937,288862],[104223,289129],[107782,223613],[108874,367378],[109033,295792],[109696,164287],[113895,302803],[115443,171614],[120228,241093],[120306,312004],[121902,179319],[122101,243891],[126541,394791],[128347,396234],[128506,325017],[134098,331753],[134823,194926],[139608,267093],[139686,338960],[146686,276073],[148600,211237],[151881,215168],[153914,429094],[155959,361058],[165703,371679],[168148,302787],[173217,246627],[177985,245024],[181448,249083],[181734,249369],[204367,281675],[204653,281961],[213619,284556],[234525,314449],[237782,317706],[247625,320663],[269364,350498],[272636,353770],[305110,385990],[340694,419868],
     [33702,101221,213565,284502],[33718,101237,151612,214899],[33796,100515,151011,283385],[42758,78339,237728,317652],[42774,78355,172948,246358],[42852,117964,172347,308808],[45872,125585,181432,249067],[45942,124225,124677,247979],[53314,137344,195659,335764],[55538,97861,269310,350444],[55554,97877,201218,278526],[56084,143275,201831,343565],[56914,99237,204351,281659],[56984,143711,144163,272990],[60888,151297,151811,283369],[68701,164737,226679,370279],[69601,165173,165625,299704],[71963,121193,304535,385415],[72071,121301,234242,314166],[72357,121587,234509,314433],[72941,117046,172132,307509],[74036,172633,173147,308792],[78433,180506,245757,389688],[87813,136426,195444,334465],[88908,195945,196459,335748],[91720,147778,340664,419838],[91879,147937,269078,350212],[92558,142841,202893,343282],[92844,143127,203462,343549],[98407,211687,279139,422739],[99307,212123,212575,354124],[101315,152799,285235,357223],[109712,164303,227741,369996],[109998,164589,228310,370263],[114718,177260,304797,385677],[115497,171668,236217,378941],[122171,179588,245542,388389],[123266,246043,246557,389672],[124755,182848,319585,392884],[125655,182770,249953,321017],[134877,194980,262217,404941],[141383,202909,270978,413518],[144241,212653,344965,424139],[148616,211253,280201,422456],[148902,211539,280770,422723],[152976,215098,285521,357207],[162845,227757,297692,438366],[178039,245078,316141,455039],[209795,280217,352112,485316]
   ]
cell #1071 :
  |C| = 427
  W-rep = phi[[3, 1],[2, 1]]+phi[[3],[2, 2]]+phi[[1, 1],[4, 1]]+phi[[1],[4, 2]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     91 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     49 tau_infinity subcells with 4 member(s)
  subcells = [
     [85923],[86934],[102841],[103928],[107591],[107846],[108873],[109022],[120281],[127326],[127329],[128346],[128495],[131415],[132502],[132505],[134097],[139661],[146495],[146750],[153642],[153913],[154720],[154762],[155958],[159118],[159121],[160245],[160287],[165678],[167957],[168212],[174577],[175664],[175667],[183789],[184588],[184859],[189402],[189444],[190640],[196268],[196523],[197889],[198976],[198979],[206068],[206071],[207195],[207237],[217060],[220538],[221704],[221975],[226074],[229209],[230916],[230919],[232043],[232085],[239500],[239542],[240738],[253593],[254875],[254878],[256042],[260519],[263729],[265500],[265542],[266738],[274164],[274435],[289139],[290384],[290426],[296025],[300878],[301149],[309966],[325250],[326258],[326529],[331492],[336922],[359394],[360797],[362345],[394792],[394995],
     [39771,299349],[39785,229206],[52087,332065],[52101,260516],[53230,263771],[56039,141745],[64213,361370],[64227,289136],[67071,223724],[67809,367407],[67910,295799],[68165,296067],[68656,163207],[72062,121292],[72878,170488],[82326,396263],[82427,325024],[82682,325292],[85903,191003],[86782,402498],[86937,331836],[87750,193800],[91719,147777],[91868,147926],[92549,142832],[92770,201712],[96777,276184],[98362,210157],[102081,429123],[103776,430397],[103931,361141],[107789,223620],[108980,367641],[109703,164294],[109924,226560],[113931,302898],[114717,177259],[115486,171657],[120261,241101],[122108,243898],[124730,182823],[126488,461568],[128453,396497],[132723,257961],[134866,194969],[137380,335859],[139641,267101],[141382,202908],[144216,212628],[146693,276080],[148607,211244],[148828,279020],[151620,214907],[151875,215162],[162844,227756],[168155,302794],[172956,246366],[173211,246621],[175885,311885],[178028,245067],[181442,249077],[199197,338841],[201226,278534],[204361,281669],[209794,280216],[213566,284503],[234519,314443],[237729,317653],[269311,350445],[304536,385416],
     [24063,79959,247624,320662],[24077,79973,181439,249074],[24138,123964,124710,247987],[31304,60518,272635,353769],[31318,60532,204358,281666],[31379,143450,144196,272998],[33712,101231,213608,284545],[33771,100102,151818,283376],[39846,164912,165658,299712],[41625,77206,305109,385989],[41639,77220,234516,314440],[42088,170592,172165,307517],[42768,78349,237771,317695],[42827,117551,173154,308799],[45936,124219,181660,319466],[52550,193904,195477,334473],[53289,136931,196466,335755],[55192,97515,340693,419867],[55293,97616,269085,350219],[55548,97871,269353,350487],[56059,93933,203469,343556],[56978,143705,204579,344846],[60593,211862,212608,354132],[68676,111087,228317,370270],[69595,165167,229427,371560],[71910,121140,376498,452596],[72065,121295,304880,385760],[72680,116785,236224,378948],[72935,117040,236823,379216],[77669,244002,245575,388397],[78408,180093,246564,389679],[80034,182803,249692,321025],[87552,136165,262224,404948],[87807,136420,262823,405216],[91826,147884,340927,420101],[92552,142835,271061,413601],[98382,149991,280777,422730],[99301,212117,281887,424020],[100551,152835,283480,357318],[101290,215105,215673,357214],[109706,164297,297775,438449],[115444,171615,306749,446595],[118000,180542,308903,389783],[121910,179327,316148,455046],[122165,179582,316747,455314],[125649,249295,249947,392765],[134824,194927,333705,469907],[148610,211247,352195,485399],[177986,245025,387629,513069]
   ]
cell #1072 :
  |C| = 392
  W-rep = phi[[3, 2],[1, 1]]+phi[[3, 1],[2, 1]]+phi[[1],[4, 2]]+phi[[],[4, 3]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     56 tau_infinity subcells with 1 member(s)
     140 tau_infinity subcells with 2 member(s)
     14 tau_infinity subcells with 4 member(s)
  subcells = [
     [73426],[88298],[89162],[89180],[93365],[94944],[108337],[109416],[109434],[110519],[111603],[116167],[116388],[118067],[118216],[122656],[128889],[128907],[132900],[133318],[134055],[134169],[134577],[135547],[135768],[142151],[144427],[147241],[149423],[155916],[156030],[156438],[161189],[161977],[162143],[163613],[168703],[170888],[176062],[176480],[178709],[178930],[184117],[186037],[186203],[192647],[194200],[199374],[199792],[208139],[210563],[216536],[218622],[229604],[232987],[244298],
     [13268,191120],[19357,223319],[19471,160699],[23243,241218],[26746,256370],[27457,257604],[27499,190712],[29919,267218],[32460,275779],[32574,207649],[35727,217388],[36970,291828],[37012,222047],[37876,224020],[37894,160968],[40050,299829],[40927,302493],[41041,232497],[43458,310294],[44169,311528],[44211,240810],[48265,251636],[48307,184931],[49511,327681],[49795,256412],[49813,189554],[50897,191409],[53477,335454],[53591,264183],[53920,337250],[54631,338484],[54673,266810],[57717,346248],[57759,274507],[58623,276480],[58641,207918],[60991,100082],[61142,100946],[61160,100964],[63357,286993],[63641,217430],[63659,154872],[64642,362673],[65128,291586],[65238,112098],[65459,222124],[68251,368004],[69802,371203],[69844,299421],[70334,372962],[70376,301221],[71240,303194],[71258,232766],[74139,117531],[74290,123520],[74308,123538],[74630,381605],[74914,310336],[74932,239652],[76016,241507],[78896,124162],[79140,125246],[80618,250646],[81699,251394],[81809,129176],[82030,185008],[82768,396860],[83131,397973],[83173,326601],[83709,137447],[83858,137596],[87290,403009],[87332,332137],[89011,136911],[89502,407605],[89786,337292],[89804,265652],[90888,267507],[92262,148320],[92280,148338],[92947,143230],[94205,143648],[94449,150507],[94834,346006],[95165,274584],[99905,151223],[101968,216294],[103098,156578],[103247,156727],[104284,430908],[104326,361442],[104442,431768],[104726,362715],[104744,290536],[105523,165889],[108945,436236],[110101,164692],[111359,165110],[111988,372720],[112319,301298],[114675,177217],[114789,177331],[115197,177739],[115898,172069],[117354,172559],[123369,180073],[126381,184159],[126640,461748],[127726,186904],[128418,462715],[129066,397731],[129397,326678],[135278,195381],[136734,195871],[140515,208927],[140681,209093],[141454,202980],[141862,203388],[149005,211642],[150263,212060],[153079,215653],[153985,491722],[154062,429312],[162916,227828],[163324,228236],[169335,242745],[170187,236301],[178440,245479],[179896,245969],[181837,249472],[183095,249890],[193499,262301],[201355,271082],[204756,282064],[209866,280288],[210274,280696],[215476,285447],[226203,297796],[243597,316225],[278663,352216],
     [24342,46631,248104,321142],[31583,60797,273115,354249],[33959,61674,283075,356913],[34073,61788,214020,284957],[43015,78596,308498,389378],[43129,78710,238183,318107],[46143,79750,319109,392408],[46185,79792,247696,320734],[55634,97957,341290,420464],[57185,99508,344489,423663],[57227,99550,272707,353841],[72418,121648,377009,453107],[72460,121690,305181,386061],[91791,147849,411388,483186]
   ]
cell #1073 :
  |C| = 455
  W-rep = phi[[3, 1, 1],[2]]+phi[[3, 1],[2, 1]]+phi[[1, 1, 1],[4]]+phi[[1, 1],[4, 1]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     35 tau_infinity subcells with 1 member(s)
     140 tau_infinity subcells with 2 member(s)
     35 tau_infinity subcells with 4 member(s)
  subcells = [
     [165436],[182318],[193290],[196244],[208797],[214298],[214584],[219265],[225696],[226050],[229156],[242197],[242483],[248404],[253215],[253569],[260131],[260466],[274003],[277260],[283777],[288751],[289086],[295418],[295606],[309810],[313082],[324643],[324831],[331451],[345798],[359165],[360756],[380886],[394751],
     [51859,260106],[63985,288726],[67756,367368],[67886,295652],[79362,247892],[81414,324333],[82273,396224],[82403,324877],[85418,191884],[85681,258347],[86884,331656],[94671,272903],[100437,213894],[102028,429084],[102746,288176],[102817,360484],[103878,360961],[106578,291226],[106982,224005],[107268,224574],[107567,293856],[111825,299617],[116610,306722],[117886,238057],[119776,241982],[120039,312271],[124488,182581],[124607,247963],[125468,320930],[126212,461528],[127227,324358],[127276,395922],[131320,255711],[131391,327334],[131832,258372],[132452,329856],[135990,333678],[137266,264057],[139156,267982],[139419,339227],[142626,271725],[143974,212386],[144093,272974],[145482,345646],[145886,276465],[146172,277034],[146471,348276],[150729,354037],[151596,214883],[152411,356537],[152721,284831],[153631,429049],[154444,429843],[154614,360438],[159019,291251],[159068,363330],[159519,293810],[161847,233645],[164088,298439],[165555,299688],[166944,372360],[167348,303179],[167634,303748],[167933,374990],[169978,243388],[170873,307139],[171442,307493],[172932,246342],[174482,309635],[174553,381258],[174994,312296],[175614,383780],[177073,385157],[179152,387602],[180428,317981],[181389,249024],[182700,321001],[184577,395618],[187959,397371],[189126,398384],[189296,327288],[192099,268197],[192385,268483],[194185,334095],[194754,334449],[197794,336591],[197865,407258],[198306,339252],[198926,409780],[200848,278156],[201202,278510],[202123,343171],[204308,281616],[205969,345671],[206018,415790],[206469,348230],[211038,352859],[212505,354108],[220443,362014],[220514,431421],[221543,300717],[221693,363026],[224800,303974],[226971,369885],[230817,372385],[230866,440638],[231317,374944],[234131,314055],[234466,314390],[235345,378755],[239224,448482],[239394,381212],[244283,388019],[244852,388373],[252798,326097],[254776,397396],[254825,463557],[255886,336766],[259158,340038],[261345,404755],[265224,471794],[265394,407212],[268704,349838],[268892,350026],[274153,415486],[279431,422345],[288351,362189],[290108,493130],[290278,431375],[291378,372512],[300867,440334],[304495,385375],[315269,454853],[323124,519146],[324485,397523],[326247,463253],[326962,406886],[359383,491746],[360112,431049],[394727,461649],
     [30707,141650,142542,342596],[39174,163112,164004,369310],[41397,76978,234106,314030],[41974,115772,171282,378257],[51119,190908,191800,401492],[52436,135152,194594,404257],[55139,97462,340654,419828],[55269,97592,268938,350072],[55817,93691,202098,343146],[55936,141721,202540,412944],[59921,210062,210954,421770],[66647,161411,222943,366543],[66957,160573,224414,435201],[68434,110845,226946,369860],[68553,163183,227388,437792],[72012,121242,304700,385580],[72656,116761,235391,378801],[76238,241006,241898,451590],[77555,178314,244692,454355],[85800,190979,258789,467001],[87528,136141,261391,404801],[91110,267006,267898,474902],[92499,142782,270181,413421],[96353,208361,275403,419003],[96663,207523,276874,482151],[98140,149749,279406,422320],[98259,210133,279848,484742],[109653,164244,296895,438269],[113507,233209,302117,443851],[113817,232371,303588,503613],[120158,241077,312713,510163],[121886,179303,315315,454899],[133911,200385,331233,411157],[139538,267077,339669,529543],[148557,211194,351315,485219]
   ]
cell #1074 :
  |C| = 50
  W-rep = phi[[4],[1, 1, 1]]+phi[[],[5, 1, 1]]
  special rep = phi[[4],[1, 1, 1]] , dim = 35
  orbit = [8, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 1
  number of tau_infinity subcells = 35
     20 tau_infinity subcells with 1 member(s)
     15 tau_infinity subcells with 2 member(s)
  subcells = [
     [69789],[88894],[109413],[111192],[128886],[134491],[136545],[156352],[162034],[162476],[186094],[186536],[192589],[216593],[218564],[225302],[250919],[252821],[286503],[322570],
     [34361,101586],[46130,125843],[57172,99495],[60874,152962],[74022,123252],[78729,182928],[92259,148317],[94038,150096],[99716,215287],[115111,177653],[117165,179707],[140572,208984],[141014,209426],[169277,242687],[200454,277762]
   ]
cell #1075 :
  |C| = 175
  W-rep = phi[[3],[2, 1, 1]]+phi[[1],[4, 1, 1]]
  special rep = phi[[3],[2, 1, 1]] , dim = 105
  orbit = [6, 4, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [29060],[39812],[39926],[52128],[53227],[53269],[64254],[68162],[68204],[69520],[69538],[82679],[82721],[86842],[87218],[87236],[88834],[103836],[104212],[104230],[108927],[109040],[109353],[126548],[128400],[128513],[128826],[133992],[134151],[153967],[155853],[156012],[162080],[184054],[186140],
     [11294,80238],[16751,61912],[16951,101592],[22384,45772],[24104,80000],[24218,80114],[24526,125898],[31345,60559],[31459,60673],[33709,101228],[33751,101270],[33906,151400],[41666,77247],[42765,78346],[42807,78388],[42962,172736],[45861,125574],[45879,125592],[45975,124258],[53424,196048],[55545,97868],[55587,97910],[56903,99226],[56921,99244],[57017,143744],[60814,152902],[60895,151304],[69634,165206],[71970,121200],[72346,121576],[72364,121594],[72974,117079],[73962,123192],[74043,172640],[78543,246146],[78815,181089],[87846,136459],[88915,195952],[91773,147831],[91886,147944],[92199,148257],[92851,143134],[94124,204008],[99340,212156],[101425,285624],[110005,164596],[111278,228856],[114612,177154],[114771,177313],[115504,171675],[115817,171988],[122204,179621],[123273,246050],[125688,249986],[126053,322510],[134884,194987],[135197,195300],[140618,209030],[141436,202962],[148909,211546],[150182,281316],[152983,285528],[162898,227810],[170124,236238],[178046,245085],[178359,245398],[183014,321762],[193436,262238],[209848,280270],[243534,316162]
   ]
cell #1076 :
  |C| = 427
  W-rep = phi[[3, 1],[2, 1]]+phi[[3],[2, 2]]+phi[[1, 1],[4, 1]]+phi[[1],[4, 2]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     91 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     49 tau_infinity subcells with 4 member(s)
  subcells = [
     [51868],[63994],[67895],[81423],[82412],[85690],[85924],[86873],[102826],[102842],[103867],[106587],[107576],[107592],[107845],[108884],[120048],[120282],[127265],[127328],[128357],[131400],[131416],[132441],[132504],[139428],[139662],[145491],[146480],[146496],[146749],[153924],[154341],[154709],[159057],[159120],[160234],[165679],[166953],[167942],[167958],[168211],[174562],[174578],[175603],[175666],[183887],[184490],[187968],[189023],[189391],[196269],[196522],[197874],[197890],[198915],[198978],[206007],[206070],[207184],[216375],[220523],[220539],[221606],[226075],[229208],[230855],[230918],[232032],[239121],[239489],[253594],[254814],[254877],[260518],[263718],[265121],[265489],[274066],[289138],[290005],[290373],[296014],[300780],[323021],[325239],[326160],[331481],[359296],[360786],[394781],
     [30746,141746],[39213,163208],[39786,165445],[41406,76987],[42028,115781],[51158,191004],[52102,193299],[52490,135161],[53229,196253],[55278,97601],[55826,93700],[55999,141730],[59960,210158],[64228,219274],[67011,160582],[67074,223725],[67911,225801],[68164,226059],[68443,110854],[68616,163192],[69521,229145],[72001,121231],[72665,116770],[76277,241102],[77609,178323],[82428,253320],[82681,253578],[85863,190988],[86936,260235],[87219,260455],[87537,136150],[91149,267102],[91730,147788],[92488,142771],[96717,207532],[96780,276185],[98149,149758],[98322,210142],[103930,288855],[104213,289075],[108928,295407],[108969,295704],[109642,164233],[113871,232380],[113934,302899],[120221,241086],[121895,179312],[124731,182824],[128401,324632],[128442,324929],[134002,331457],[137383,335860],[139601,267086],[144217,212629],[148546,211183],[151621,214908],[151874,215161],[153968,359154],[155863,360762],[172957,246367],[173210,246620],[181441,249076],[184064,394757],[201227,278535],[204360,281668],[213555,284492],[234518,314442],[237718,317642],[269300,350434],[304525,385405],
     [24078,79974,124497,182590],[24141,79401,123965,247988],[31319,60533,143983,212395],[31382,94710,143451,272999],[33711,101230,151605,214892],[33772,100103,100491,213903],[39849,111864,164913,299713],[41640,77221,169987,243397],[42091,117163,170593,307518],[42767,78348,172941,246351],[42828,117552,117940,238066],[45862,125575,181378,249013],[45935,124218,124670,247972],[52553,136543,193905,334474],[53290,136932,137320,264066],[55294,97617,200953,278261],[55547,97870,201211,278519],[56060,93934,143251,271734],[56904,99227,204297,281605],[56977,143704,144156,272983],[60596,150768,211863,354133],[68677,111088,164713,298448],[69594,165166,165618,299697],[72064,121294,234235,314159],[72347,121577,234455,314379],[72681,116786,171598,307244],[72934,117039,172125,307502],[77672,179705,244003,388398],[78409,180094,180482,317990],[80037,125507,249693,321026],[87553,136166,194910,334200],[87806,136419,195437,334458],[91774,147832,268693,349827],[91815,147873,268990,350124],[92551,142834,202886,343275],[98383,149992,211663,352868],[99300,212116,212568,354117],[100554,152838,283481,357319],[101291,152775,215674,284840],[109705,164296,227734,369989],[114622,177164,304501,385381],[115433,171604,236129,378853],[118003,180545,308904,389784],[121911,179328,245008,388124],[122164,179581,245535,388382],[125648,182763,249946,321010],[134813,194916,262129,404853],[148609,211246,280194,422449],[177975,245014,316053,454951]
   ]
cell #1077 :
  |C| = 427
  W-rep = phi[[3, 1],[2, 1]]+phi[[3],[2, 2]]+phi[[1, 1],[4, 1]]+phi[[1],[4, 2]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     91 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     49 tau_infinity subcells with 4 member(s)
  subcells = [
     [67054],[67903],[81430],[82420],[85697],[85917],[86926],[96760],[102834],[102835],[103920],[106594],[107584],[107585],[108968],[113914],[120055],[120275],[127266],[127318],[128441],[131408],[131409],[132442],[132494],[134001],[137363],[139435],[139655],[145498],[146488],[146489],[154342],[154708],[155862],[159058],[159110],[160233],[165452],[165672],[166960],[167950],[167951],[174570],[174571],[175604],[175656],[183888],[184063],[184489],[187975],[189024],[189390],[193306],[196262],[197882],[197883],[198916],[198968],[206008],[206060],[207183],[216374],[219281],[220531],[220532],[221605],[226068],[229146],[230856],[230908],[232031],[239122],[239488],[253587],[254815],[254867],[260456],[265122],[265488],[274065],[289076],[290006],[290372],[295408],[300779],[323022],[324633],[326159],[359155],[359295],
     [28958,196261],[38868,226067],[39779,229198],[42055,115788],[48759,253586],[51186,191091],[51875,260243],[52095,260508],[52517,135168],[53221,263717],[55286,97609],[56007,141738],[64001,288863],[64221,289128],[67038,160589],[67904,295791],[68156,296013],[68624,163200],[72054,121284],[72673,116778],[72870,170480],[76305,241189],[77636,178330],[82421,325016],[82673,325238],[85871,190996],[86836,331480],[86874,331752],[87545,136158],[87742,193792],[91177,267189],[91814,147872],[92541,142824],[96744,207539],[98330,210150],[100534,152818],[103830,360785],[103868,361057],[107781,223612],[108885,367377],[109695,164286],[111892,299800],[113898,232387],[114621,177163],[115432,171603],[117983,180525],[120229,241094],[121903,179320],[122100,243890],[124504,182597],[124724,182817],[126542,394780],[128358,396233],[134812,194915],[139609,267094],[143990,212402],[144210,212622],[146685,276072],[148599,211236],[151614,214901],[153925,429093],[168147,302786],[169994,243404],[172950,246360],[177974,245013],[181379,249014],[201220,278528],[204298,281606],[234456,314380],[268694,349828],
     [16649,61810,151613,214900],[16697,99876,100518,213910],[22282,45670,172949,246359],[22330,117325,117967,238073],[24071,79967,181431,249066],[24121,79056,124678,247980],[29006,136705,137347,264073],[30401,59615,201219,278527],[30774,141833,143278,271741],[31312,60526,204350,281658],[31362,94365,144164,272991],[33703,101222,213554,284491],[33765,100096,151810,283368],[39241,163295,164740,298455],[39829,111519,165626,299705],[41413,76994,234243,314167],[41633,77214,234508,314432],[42071,73878,172133,307510],[42759,78340,237717,317641],[42821,117545,173146,308791],[45718,179867,180509,317997],[52533,88750,195445,334466],[53283,136925,196458,335747],[55287,97610,269077,350211],[55539,97862,269299,350433],[55833,93707,202894,343283],[56053,93927,203461,343548],[59988,210245,211690,352875],[60576,150423,212576,354125],[61858,152802,215447,284847],[68450,110861,227742,369997],[68670,111081,228309,370262],[71964,121194,304524,385404],[72002,121232,304796,385676],[72674,116779,236216,378940],[77652,123108,245543,388390],[78402,180087,246556,389671],[79429,125535,248075,321113],[80017,182771,183255,321018],[87546,136159,262216,404940],[91731,147789,340663,419837],[92489,142772,270977,413517],[94738,150796,273086,354220],[98156,149765,280202,422457],[98376,149985,280769,422722],[101284,215097,215667,357206],[109643,164234,297691,438365],[121904,179321,316140,455038],[148547,211184,352111,485315]
   ]
cell #1078 :
  |C| = 392
  W-rep = phi[[3, 2],[1, 1]]+phi[[3, 1],[2, 1]]+phi[[1],[4, 2]]+phi[[],[4, 3]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     56 tau_infinity subcells with 1 member(s)
     140 tau_infinity subcells with 2 member(s)
     14 tau_infinity subcells with 4 member(s)
  subcells = [
     [56475],[69092],[69812],[73394],[74727],[86339],[87300],[88266],[89172],[93160],[93357],[94936],[98798],[104294],[107933],[108305],[109050],[109426],[110314],[110511],[111592],[116159],[118162],[120697],[122624],[128523],[128899],[133310],[134161],[134566],[135539],[140077],[142097],[144331],[146837],[147209],[149218],[149415],[156022],[156427],[162037],[162072],[163559],[168299],[168671],[176472],[178701],[186097],[186132],[192555],[196610],[199784],[210509],[216596],[218530],[250885],
     [13269,132868],[19358,160315],[19470,160691],[23244,176030],[26747,189472],[27467,133113],[27498,190704],[29920,199342],[32461,207265],[32573,207641],[35728,154790],[36980,159215],[37011,222039],[37883,223248],[37886,160960],[40051,229572],[40928,232113],[41040,232489],[43459,239570],[44179,176275],[44210,240802],[46023,79040],[46153,79760],[48275,127423],[48306,184923],[49608,89599],[49802,256299],[49805,189546],[50886,191355],[53478,263799],[53590,264175],[53921,265570],[54641,199587],[54672,266802],[57065,94349],[57195,99518],[57727,206165],[57758,274499],[58630,275708],[58633,207910],[60959,100050],[61152,100956],[63454,104539],[63648,217317],[63651,154864],[64643,290454],[65135,291497],[65230,112090],[65448,222070],[68252,296095],[69682,111503],[69843,299413],[70344,231013],[70375,301213],[71247,302422],[71250,232758],[72428,121658],[73022,117127],[74107,117499],[74300,123530],[74921,310223],[74924,239644],[76005,241453],[78888,124154],[79129,125235],[81706,251305],[81801,129168],[82019,184954],[82769,325320],[83141,254972],[83172,326593],[83752,255962],[83804,137542],[87331,332129],[87894,136507],[88979,136879],[89169,335383],[89793,337179],[89796,265644],[90877,267453],[91896,147954],[92272,148330],[92915,143198],[94197,143640],[94438,150496],[94841,345917],[95154,274530],[99388,150407],[101975,286373],[103141,216980],[103193,156673],[104325,361434],[104733,362602],[104736,290528],[105427,165793],[109423,367933],[110069,164660],[111351,165102],[111995,372631],[112308,301244],[114781,177323],[115186,177728],[115514,171685],[115890,172061],[118110,309886],[122252,179669],[123337,180041],[125736,183239],[126424,250735],[127630,186808],[128896,396789],[129073,397642],[129386,326624],[134062,402516],[134894,194997],[135270,195373],[137490,336842],[140575,208987],[140610,209022],[141446,202972],[148973,211610],[150255,212052],[151962,215249],[153047,215621],[153817,216648],[154069,429223],[155923,430415],[156621,362265],[162908,227820],[169243,242653],[170116,236230],[173298,246708],[178056,245095],[178432,245471],[183087,249882],[184124,461586],[184202,394915],[193428,262230],[209858,280280],[243526,316154],
     [24343,46632,181805,249440],[31584,60798,204724,282032],[33960,61675,213636,284573],[34072,61787,214012,284949],[43016,78597,237799,317723],[43128,78709,238175,318099],[46184,79791,247688,320726],[55635,97958,269381,350515],[57226,99549,272699,353833],[61149,100953,283004,356842],[72459,121689,305173,386053],[74297,123527,308427,389307],[92269,148327,341219,420393],[114682,177224,376516,452614]
   ]
cell #1079 :
  |C| = 50
  W-rep = phi[[4],[1, 1, 1]]+phi[[],[5, 1, 1]]
  special rep = phi[[4],[1, 1, 1]] , dim = 35
  orbit = [8, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 1
  number of tau_infinity subcells = 35
     20 tau_infinity subcells with 1 member(s)
     15 tau_infinity subcells with 2 member(s)
  subcells = [
     [53433],[69583],[87281],[88832],[104275],[109351],[111181],[128824],[134053],[134480],[155914],[156341],[162023],[184115],[186083],[192539],[216582],[218514],[250869],[286240],
     [24535,80236],[33915,101434],[42971,78552],[45924,125637],[56966,99289],[60812,152900],[72409,121639],[73960,123190],[78718,182917],[92197,148255],[94027,150085],[114673,177215],[115100,177642],[140561,208973],[169227,242637]
   ]
cell #1080 :
  |C| = 175
  W-rep = phi[[3],[2, 1, 1]]+phi[[1],[4, 1, 1]]
  special rep = phi[[3],[2, 1, 1]] , dim = 105
  orbit = [6, 4, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [29061],[39813],[39925],[52129],[53237],[53268],[64255],[68172],[68203],[69527],[69530],[82689],[82720],[86944],[87225],[87228],[88823],[103938],[104219],[104222],[108934],[109032],[109342],[128407],[128505],[128815],[134044],[134088],[153974],[155905],[155949],[161985],[184106],[186045],[216544],
     [11295,80239],[16752,61913],[16950,101591],[16954,101479],[22385,45773],[24105,80001],[24217,80113],[24221,124306],[31346,60560],[31458,60672],[31462,143792],[33719,101238],[33750,101269],[33799,100130],[39929,165254],[41667,77248],[42775,78356],[42806,78387],[42855,117579],[45868,125581],[45871,125584],[45943,124226],[53317,136959],[55555,97878],[55586,97909],[56087,93961],[56910,99233],[56913,99236],[56985,143712],[60676,212204],[60803,152891],[60887,151296],[68704,111115],[69602,165174],[72072,121302],[72353,121583],[72356,121586],[72942,117047],[73951,123181],[74035,172632],[78436,180121],[80117,250034],[87814,136427],[88907,195944],[91780,147838],[91878,147936],[92188,148246],[92559,142842],[92843,143126],[98410,150019],[99308,212124],[101318,215701],[101595,286186],[109713,164304],[109997,164588],[114664,177206],[114708,177250],[115496,171667],[122172,179589],[123265,246042],[125656,249954],[134876,194979],[140523,208935],[141373,202899],[148617,211254],[148901,211538],[152975,285520],[162835,227747],[178038,245077],[209785,280207]
   ]
cell #1081 :
  |C| = 427
  W-rep = phi[[3, 1],[2, 1]]+phi[[3],[2, 2]]+phi[[1, 1],[4, 1]]+phi[[1],[4, 2]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     91 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     49 tau_infinity subcells with 4 member(s)
  subcells = [
     [66777],[67047],[67991],[82508],[84153],[85594],[85610],[85908],[87023],[96483],[96753],[103542],[104017],[105871],[105887],[107426],[107489],[109071],[113637],[113907],[118511],[119952],[119968],[120266],[128074],[128090],[128544],[130591],[130654],[132339],[134012],[137356],[137891],[139332],[139348],[139646],[144775],[144791],[146330],[146393],[155497],[155560],[155873],[157022],[157901],[158269],[165365],[165663],[166237],[166253],[167792],[167855],[173753],[173816],[175501],[184074],[185287],[185655],[187252],[187268],[188226],[193219],[196166],[197065],[197128],[198813],[204851],[205219],[216472],[217761],[219194],[219714],[219777],[225972],[229043],[229699],[230067],[238324],[250816],[253491],[253658],[254026],[260353],[264324],[286640],[288973],[289208],[295397],[322924],[324622],[359144],
     [21841,171252],[28517,194564],[30719,142446],[38103,224384],[39186,163908],[41794,116866],[42012,171236],[45229,244662],[51131,191704],[51187,258176],[52256,136246],[52474,194548],[53245,137086],[55374,97697],[55730,142921],[58850,276844],[59933,210858],[66995,224368],[68180,162629],[68347,164383],[69540,165349],[71467,303558],[72151,121381],[72515,171706],[76250,241802],[76306,312100],[77375,179408],[77593,244646],[82697,186689],[87039,193040],[87238,193203],[87387,195018],[88824,196103],[91122,267802],[91178,339056],[91917,147975],[96701,276828],[98053,211333],[100527,152811],[104033,219015],[104232,219178],[109134,225785],[109343,225909],[111893,371775],[113855,303542],[114632,177174],[117976,180518],[121745,245116],[124417,182510],[124715,182808],[128607,253304],[128816,253428],[134045,259818],[134193,260145],[143903,212315],[144201,212613],[151518,214805],[155906,288438],[156054,288765],[161995,295380],[169907,243317],[172854,246264],[181276,248911],[184107,322854],[186055,324605],[201124,278432],[204195,281503],[216554,359127],[234353,314277],[268683,349817],
     [16698,61369,151107,213203],[22331,74517,172443,237366],[24114,79374,124234,181053],[29007,89389,195755,263366],[30775,94026,201927,271654],[31355,94683,143720,203972],[33727,100257,101246,152541],[33756,100475,151306,213187],[39242,111180,226775,298368],[39822,111837,165182,228820],[42064,117055,117136,236787],[42783,78364,117706,180248],[42812,117924,172642,237350],[45719,123747,245853,317290],[45881,124401,125594,182494],[52526,136435,136516,262787],[53274,137304,195954,263350],[55563,97886,141167,209579],[55746,142758,142937,271475],[56044,143136,143235,271638],[56923,99246,143887,212299],[59989,150084,279235,352788],[60569,150741,212132,281280],[60804,151455,152892,214742],[61859,101173,285331,357978],[68363,164220,164399,298189],[68661,164598,164697,298352],[72167,121397,169728,243138],[72366,121596,169891,243301],[72578,171582,171769,307228],[73952,123182,172791,246201],[77645,179597,179678,316711],[78393,180466,246052,317274],[79430,125536,319681,392980],[80010,125480,249962,321726],[87450,194894,195081,334184],[91980,148038,200937,278245],[92189,148247,201061,278369],[92386,202796,203004,343185],[94739,150797,345061,424235],[98069,211170,211349,352609],[98367,211548,211647,352772],[101275,152759,285530,357962],[109540,227644,227852,369899],[114665,177207,233818,313742],[114813,177355,234145,314069],[121808,244992,245179,388108],[140533,208945,268666,349800],[148444,280104,280312,422359]
   ]
cell #1082 :
  |C| = 50
  W-rep = phi[[4],[1, 1, 1]]+phi[[],[5, 1, 1]]
  special rep = phi[[4],[1, 1, 1]] , dim = 35
  orbit = [8, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 1
  number of tau_infinity subcells = 35
     20 tau_infinity subcells with 1 member(s)
     15 tau_infinity subcells with 2 member(s)
  subcells = [
     [39933],[53273],[68208],[69529],[82725],[87227],[88821],[104221],[108936],[109340],[128409],[128813],[134042],[153976],[155903],[161968],[184104],[186028],[216527],[250574],
     [16958,61998],[24225,80121],[31466,60680],[33755,101274],[42811,78392],[45870,125583],[55591,97914],[56912,99235],[60801,152889],[72355,121585],[73949,123179],[91782,147840],[92186,148244],[114662,177204],[140506,208918]
   ]
cell #1083 :
  |C| = 427
  W-rep = phi[[3, 1],[2, 1]]+phi[[3],[2, 2]]+phi[[1, 1],[4, 1]]+phi[[1],[4, 2]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     91 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     49 tau_infinity subcells with 4 member(s)
  subcells = [
     [107898],[108036],[109229],[128702],[130749],[132420],[132850],[133008],[134348],[146802],[146940],[155655],[156209],[158350],[158424],[160202],[160804],[162280],[168264],[168402],[173911],[175582],[176012],[176170],[185736],[185810],[186340],[188659],[188690],[190527],[192572],[196575],[197223],[198894],[199324],[199482],[205300],[205374],[207152],[207754],[218194],[218225],[218547],[219872],[220825],[221162],[229124],[229554],[230148],[230222],[232000],[232602],[238757],[238788],[240625],[250902],[252080],[252417],[254107],[254181],[255187],[260434],[263686],[264757],[264788],[266625],[273285],[273622],[286462],[287652],[289054],[289641],[289672],[295982],[299236],[299999],[300336],[309111],[322754],[325207],[325379],[325716],[331952],[336067],[359215],[361257],[361490],[367390],[394826],[396246],[429106],
     [42417,235834],[52879,261834],[56440,202605],[67400,294299],[69057,227453],[73125,171864],[73376,235908],[77998,315758],[85988,329742],[86304,258854],[87997,195176],[88248,261908],[88862,136610],[92075,148133],[93055,203159],[97106,348719],[98763,279913],[108287,294373],[109381,162541],[110209,228007],[111216,164800],[114260,375433],[114968,177510],[116003,236438],[120346,383666],[120662,312778],[122355,245274],[122606,315832],[128854,186601],[134274,193032],[134515,193106],[135383,262438],[136549,195486],[139726,409666],[140042,339734],[140818,209230],[147191,348793],[149113,280467],[151927,215214],[156135,219007],[156376,219081],[162249,225775],[162480,225806],[165743,440200],[168653,375507],[169260,242670],[173263,246673],[178545,316362],[181357,248992],[181787,249422],[186309,253294],[186540,253325],[192593,259807],[192742,260144],[204276,281584],[204706,282014],[213523,284460],[218568,288427],[218717,288764],[225324,295379],[234434,314358],[237686,317610],[247511,320549],[250923,322843],[252843,324604],[269268,350402],[272522,353656],[286525,359126],[304996,385876],[340676,419850],
     [33836,61076,213016,282608],[42892,74224,237179,308031],[45988,79005,181117,247321],[53354,89096,263179,334987],[56124,93998,270067,343474],[57030,94314,204036,272332],[60842,99781,152930,215352],[60941,100032,213257,282682],[68741,111152,296781,370188],[69647,111468,228884,299046],[72987,117092,172016,236699],[73990,117230,123220,179772],[74089,117481,237420,308105],[78473,123454,317103,388911],[78753,123852,182952,249580],[87859,136472,195328,262699],[88961,136861,263420,335061],[92227,141079,148285,209491],[92467,142750,203085,271467],[92897,143180,203326,271541],[94062,143338,150120,211750],[98447,150056,351201,422648],[99353,150372,281344,353466],[99720,150838,215291,285062],[101355,153164,357791,427893],[109621,164212,227933,298181],[110051,164642,228174,298255],[114894,169720,177436,243130],[115135,169794,177677,243204],[115401,171572,236407,307218],[117169,172174,179711,245584],[122217,179634,245426,316623],[123319,180023,317344,388985],[124795,182888,391393,459764],[125701,183204,321790,393658],[134781,194884,262407,334174],[140787,200927,209199,278235],[141018,200958,209430,278266],[141269,202795,271177,343184],[144281,212693,415352,487150],[148525,211162,280393,352601],[148955,211592,280634,352675],[153029,215603,358032,427967],[162731,227643,297891,369898],[169281,233807,242691,313731],[169430,234144,242840,314068],[177943,244982,316331,388098],[200476,268665,277784,349799],[209681,280103,352311,422358]
   ]
cell #1084 :
  |C| = 392
  W-rep = phi[[3, 2],[1, 1]]+phi[[3, 1],[2, 1]]+phi[[1],[4, 2]]+phi[[],[4, 3]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     56 tau_infinity subcells with 1 member(s)
     140 tau_infinity subcells with 2 member(s)
     14 tau_infinity subcells with 4 member(s)
  subcells = [
     [73427],[88299],[89190],[93375],[95041],[108338],[109444],[110529],[111613],[116264],[116398],[118318],[122657],[128917],[132901],[133328],[134179],[134587],[135644],[135778],[137028],[142253],[144522],[147242],[149433],[156040],[156448],[161199],[162153],[162571],[163715],[168704],[170983],[173364],[176063],[176490],[178806],[178940],[186213],[186631],[192604],[192640],[194295],[199375],[199802],[208149],[210665],[218579],[218615],[225317],[229605],[232997],[244393],[250934],[252836],[286518],
     [19472,160709],[27500,190722],[27649,191130],[32575,207659],[37013,222057],[37904,161065],[37931,223329],[41042,232507],[44212,240820],[44361,241228],[48308,184941],[49823,189651],[49850,256380],[50892,257597],[50907,191511],[53592,264193],[54674,266820],[54823,267228],[57760,274517],[58651,208015],[58678,275789],[60992,100083],[61170,100974],[63669,154969],[63696,217398],[65335,112195],[65454,291821],[65469,222226],[66719,224115],[69845,299431],[69994,299839],[70377,301231],[71268,232863],[71295,302503],[74140,117532],[74318,123548],[74942,239749],[74969,310304],[76011,311521],[76026,241609],[78906,124172],[79150,125256],[81906,129273],[82025,251629],[82040,185110],[83174,326611],[83758,327611],[83960,137698],[84095,256507],[87333,332147],[89012,136912],[89217,335464],[89814,265749],[89841,337260],[90883,338477],[90898,267609],[92290,148348],[92948,143231],[94215,143658],[94459,150517],[95160,346241],[95175,274686],[96425,276575],[99915,151233],[100199,152483],[103147,286923],[103349,156829],[103484,217525],[104327,361452],[104754,290633],[104781,362683],[105459,291514],[105618,165984],[109471,368014],[110102,164693],[111369,165120],[111598,371196],[112314,372955],[112329,301400],[113579,303289],[114799,177341],[115207,177749],[115908,172079],[117364,172569],[117648,180190],[118116,381535],[118453,310431],[123370,180074],[126430,322684],[127662,251322],[127821,186999],[128944,396870],[129392,397966],[129407,326780],[130202,196676],[134572,403002],[135288,195391],[136744,195881],[137496,407535],[137833,337387],[140691,209103],[141109,209521],[141464,202990],[141872,203398],[144363,345934],[149006,211643],[150273,212070],[153080,215654],[153849,286390],[155108,219325],[156433,430901],[156627,431698],[156964,362810],[162043,436229],[162926,227838],[163334,228246],[165825,372648],[169292,242702],[169328,242738],[170197,236311],[178450,245489],[179906,245979],[181838,249473],[183105,249900],[183968,250994],[184208,461678],[186103,462708],[186840,397659],[193509,262311],[200469,277777],[201348,271075],[204757,282065],[209876,280298],[210284,280706],[215486,285457],[216602,491715],[216680,429240],[226196,297789],[243607,316235],[278656,352209],
     [34074,61789,214030,284967],[43130,78711,238193,318117],[46186,79793,247706,320744],[46335,79942,248114,321152],[57228,99551,272717,353851],[57377,99700,273125,354259],[61197,101001,283085,356923],[72461,121691,305191,386071],[74345,123575,308508,389388],[79135,125241,319102,392401],[92317,148375,341300,420474],[94444,150502,344482,423656],[115192,177734,377002,453100],[140581,208993,411381,483179]
   ]
cell #1085 :
  |C| = 553
  W-rep = phi[[3, 2, 1],[1]]+phi[[3, 1, 1],[2]]+phi[[3, 2],[1, 1]]+phi[[3, 1],[2, 1]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     91 tau_infinity subcells with 4 member(s)
  subcells = [
     [78993],[79496],[94302],[97200],[99996],[100628],[111456],[116566],[117445],[118638],[120807],[124091],[124827],[135946],[136825],[142573],[143577],[144509],[144917],[147358],[150360],[164035],[165039],[170970],[171378],[173523],[173941],[179108],[179987],[183192],[194282],[194690],[202217],[204872],[204908],[210985],[211989],[214688],[215567],[227065],[235442],[238299],[242587],[244380],[244788],[249819],[261442],[279525],[315366],
     [46508,248815],[56428,93462],[59270,277671],[61467,283858],[61616,284266],[67494,114354],[69045,110616],[73340,116479],[74807,118336],[76669,313163],[76818,313571],[79523,319971],[84280,138018],[86292,133415],[86449,140187],[88212,135859],[93240,142271],[93294,142492],[95023,144586],[95343,345879],[97227,349196],[98751,149520],[100613,356054],[103669,157149],[105605,165971],[106013,166379],[107372,161367],[108251,161280],[108454,168820],[110394,163733],[110448,163954],[116246,171047],[118264,173546],[118665,381492],[120650,176577],[120792,384674],[122570,179021],[127808,186986],[128216,187394],[130361,196835],[130779,197253],[133247,191750],[135626,194359],[140030,199889],[142199,202240],[144341,204831],[144902,415984],[146276,208317],[147155,208230],[149298,210683],[149352,210904],[155267,219484],[155685,219902],[157922,229720],[157958,229756],[163661,227088],[167738,233165],[168617,233078],[173413,448497],[176409,241848],[178788,244457],[185308,253679],[185344,253715],[188201,264299],[192489,268587],[199721,267848],[210611,279548],[216493,286661],[217736,289183],[250791,322899],
     [13145,27822,132243,191831],[19150,38201,159600,224102],[19299,38350,160008,224510],[23120,44534,175405,241929],[26700,49910,189377,256494],[27203,51253,133193,191529],[27230,51280,189949,258466],[29796,54996,198717,267929],[32253,58948,206550,276562],[32402,59097,206958,276970],[35681,63756,154695,217512],[36926,65550,159295,222244],[36953,65577,221943,292004],[37543,67133,222460,293907],[37558,67148,161047,224179],[38523,71887,225211,304385],[40720,71565,231398,303276],[40869,71714,231806,303684],[43412,75029,239475,310418],[43915,76372,176355,241627],[43942,76399,240047,312390],[48221,82121,127503,185128],[48248,82148,184827,251812],[49688,83978,89679,137716],[49727,84184,256197,328005],[49742,84199,189633,256571],[50478,86020,191457,258489],[51550,91541,259239,340119],[51699,91690,259647,340527],[53874,89901,265475,337374],[54377,91244,199667,267627],[54404,91271,266047,339346],[57673,95256,206245,274704],[57700,95283,274403,346424],[58290,96839,274920,348327],[58305,96854,207997,276639],[63534,103367,104619,156847],[63573,103573,217215,287317],[63588,103588,154951,217589],[64596,104841,290359,362797],[65123,105476,291490,363647],[65317,105682,112177,166048],[65365,105909,222172,292027],[65637,112497,291459,372593],[67521,114381,294776,375910],[70290,112410,231093,301418],[70317,112437,301117,373138],[70907,113993,301634,375041],[70922,114008,232845,303353],[74846,118542,310121,381929],[74861,118557,239731,310495],[75597,120378,241555,312413],[81694,127679,251298,323201],[81888,127885,129255,187063],[81936,128112,185056,251835],[82208,129575,324566,397604],[83087,129488,255052,326798],[83114,129515,326497,398149],[83741,130234,255972,327626],[83906,130384,137644,196858],[84307,138045,327568,407492],[86434,140172,330750,410674],[89718,137922,337077,407929],[89733,137937,265731,337451],[90469,139758,267555,339369],[94829,144380,345910,416107],[95071,144813,274632,346447],[101963,153866,286366,359002],[103130,155140,216990,286938],[103295,155290,156775,219507],[103696,157176,360718,431655],[104658,157053,362500,432092],[104673,157068,290615,362874],[105437,157881,165803,229679],[105998,166364,363524,440832],[111983,165842,372624,440955],[112225,166275,301346,373161],[118099,173396,309896,381550],[126413,184000,250745,322699],[127640,185267,186818,253638],[128201,187379,396116,463751],[129061,186857,397635,463874],[129303,187290,326726,398172],[130251,196725,398399,471809],[137479,196708,336852,407550],[153827,216452,216658,286620],[154057,216697,429216,491796],[155157,219374,429858,493145],[156610,219357,362275,431713],[184017,251043,461543,519161],[184191,251026,394925,461693]
   ]
cell #1086 :
  |C| = 455
  W-rep = phi[[3, 1, 1],[2]]+phi[[3, 1],[2, 1]]+phi[[1, 1, 1],[4]]+phi[[1, 1],[4, 1]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     35 tau_infinity subcells with 1 member(s)
     140 tau_infinity subcells with 2 member(s)
     35 tau_infinity subcells with 4 member(s)
  subcells = [
     [111234],[134533],[136592],[156394],[162362],[162523],[164746],[182364],[186422],[186583],[192919],[193052],[208843],[214207],[214637],[218894],[219027],[225351],[225598],[242106],[242536],[248308],[252870],[253117],[259790],[273912],[277164],[283663],[286552],[288410],[309714],[312968],[322826],[345684],[380868],
     [46060,247142],[57102,272153],[61004,213275],[69719,298867],[73511,306631],[74152,237438],[78771,182970],[78942,247303],[85464,133427],[86070,133026],[87111,134366],[88383,333587],[89024,263438],[93474,203344],[94080,150138],[94251,272314],[99425,353287],[99763,215334],[104105,156227],[105959,158442],[106891,160886],[107321,161316],[108018,160868],[109211,162344],[110628,228192],[111405,299028],[115153,177695],[116085,236520],[116515,236681],[117212,179754],[119822,176589],[120428,176188],[122741,387511],[123382,317362],[123798,249526],[125773,393479],[128162,185828],[128684,186404],[130570,188772],[130731,188754],[131736,191324],[132954,191251],[134294,192846],[135465,262520],[135895,262681],[139202,199901],[139808,199500],[140900,209312],[141061,209473],[142066,271354],[143284,211696],[144863,205392],[145795,207836],[146225,208266],[146922,207818],[149532,280652],[150309,353448],[152451,426493],[153092,358050],[155476,218307],[155637,218289],[156155,218821],[158237,221339],[158370,221266],[159405,223907],[161893,233691],[162004,225332],[163528,298068],[166325,230240],[167257,232684],[167687,233114],[168384,232666],[169607,243017],[169740,243150],[170775,307041],[173732,238870],[173893,238852],[174898,241422],[176116,241349],[177113,452468],[178627,316444],[179057,316605],[183141,393640],[185623,252594],[185756,252521],[186064,252851],[187340,254199],[188235,255195],[188482,255613],[192008,268106],[192438,268536],[194087,333997],[197044,264870],[197205,264852],[198210,267422],[199428,267349],[200503,277811],[200750,278058],[205187,273799],[205320,273726],[206355,276367],[210478,352488],[216563,286533],[217770,287660],[218017,288078],[219693,289754],[219854,289736],[220808,290775],[221452,300626],[224704,303878],[230035,300513],[230168,300440],[231203,303081],[233790,313714],[238333,309119],[238580,309537],[244185,387921],[250825,322762],[252063,323882],[252707,326006],[253994,325893],[254127,325820],[255790,336670],[259044,339924],[264333,336075],[264580,336493],[273268,345195],[286445,359063],[288255,362093],[289217,361498],[289464,361916],[291264,372398],[299982,371909],[322933,394834],[324371,397409],[325362,396920],[326944,406868],[359198,429160],[360094,431031],[394709,461631],
     [31012,56512,202426,270767],[39479,69129,227274,297481],[42345,73439,171324,235926],[51424,86376,258675,330442],[52807,88311,194636,261926],[56206,93073,143009,203177],[56377,93411,202587,270749],[60226,98835,279734,351901],[66687,108422,292899,366452],[67328,108350,224456,294391],[68823,110227,164471,228025],[68994,110565,227435,297463],[72239,114986,121469,177528],[73107,116067,171846,236502],[76543,120734,312599,384366],[77926,122669,244734,315850],[86241,133364,258836,330424],[87979,135447,195158,262502],[91415,140114,339555,410366],[92057,140882,148115,209294],[93001,141993,203105,271281],[96393,147326,347319,418912],[97034,147254,276916,348811],[98529,149131,211421,280485],[98700,149469,279895,351883],[110155,163455,227953,297995],[113547,168788,374033,443760],[114188,168716,303630,375525],[114914,169534,177456,242944],[120599,176526,312760,384348],[122337,178609,245256,316426],[133951,200425,402370,475780],[139979,199838,339716,410348],[140542,200484,208954,277792],[149059,210405,280413,352415]
   ]
cell #1087 :
  |C| = 455
  W-rep = phi[[3, 1, 1],[2]]+phi[[3, 1],[2, 1]]+phi[[1, 1, 1],[4]]+phi[[1, 1],[4, 1]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     35 tau_infinity subcells with 1 member(s)
     140 tau_infinity subcells with 2 member(s)
     35 tau_infinity subcells with 4 member(s)
  subcells = [
     [111639],[125155],[134613],[137070],[147686],[152073],[152371],[156474],[162370],[162613],[165297],[176735],[177033],[181955],[186430],[186673],[192929],[193151],[205487],[208434],[214126],[218904],[219126],[225363],[225599],[238954],[242025],[252882],[253118],[259791],[273831],[286564],[288411],[309129],[322827],
     [46298,180973],[50806,133471],[50933,191323],[51940,192918],[57340,203892],[61313,151259],[64066,218893],[65495,221338],[66309,160894],[66607,161371],[66761,223965],[67975,225656],[69957,228740],[73539,236021],[74461,172595],[75925,176633],[76052,241421],[79176,125282],[79322,181037],[79905,321646],[82066,252593],[82492,253175],[84073,188780],[84137,255671],[85055,191334],[85542,258281],[86971,260040],[88411,262021],[89333,195907],[90797,199945],[90924,267421],[93518,203424],[94485,150543],[94631,203956],[95201,273798],[96015,207844],[96313,208321],[96467,276425],[99663,281200],[100241,152525],[100908,356633],[101117,285483],[103462,218315],[103526,288136],[103965,288660],[105784,221349],[105819,291160],[106810,223908],[108782,169148],[108895,295370],[110672,228272],[111785,228804],[112355,300512],[113169,232692],[113467,233169],[113621,303139],[115233,177775],[116093,236528],[116570,236771],[117690,180232],[118431,238878],[118495,309595],[119413,241432],[119900,312205],[121087,385253],[122769,315945],[123691,246005],[124349,182442],[125428,321710],[127987,252604],[128022,324267],[128368,324595],[129433,325892],[130224,326935],[130489,255614],[133573,200047],[133871,200345],[135473,262528],[135950,262771],[137811,264878],[137875,336551],[138793,267432],[139280,339161],[140908,209320],[141151,209563],[142076,271364],[143835,212247],[144688,273809],[144723,345580],[145714,276368],[149576,280732],[150689,281264],[153935,359117],[155130,360085],[155395,288079],[156942,289762],[157006,361974],[157891,290776],[158537,230335],[161484,233282],[163538,298078],[166150,300523],[166185,372294],[167176,303082],[169617,243027],[169839,243249],[170776,307042],[173386,380859],[173651,309538],[178635,316452],[179112,316695],[183990,394700],[185277,323883],[185923,254294],[187165,325903],[187200,397305],[188856,264954],[191927,268025],[194088,333998],[196698,406859],[196963,336494],[200515,277823],[200751,278059],[204841,345196],[210488,352498],[216462,359064],[218391,289838],[219347,431022],[219612,361917],[221371,300545],[229689,371910],[233791,313715],[244186,387922],[251016,461622],[252626,325925],[253648,396921],[255205,336085],[286630,429161],[287670,361508],[322772,394844],
     [15004,93465,142366,270775],[20121,110619,163828,297489],[21785,116424,116460,306517],[27612,133418,191624,330450],[28461,135804,135840,333473],[30521,93772,142065,271353],[30667,142430,142469,342556],[33224,149523,210778,351909],[37838,108450,223039,294486],[38047,161225,161261,366338],[38988,110926,163527,298067],[39134,163892,163931,369270],[41478,77059,169606,243016],[41778,116850,170833,307099],[44324,176580,241722,384374],[45173,178966,179002,387397],[51079,191688,191727,401452],[52240,136230,194145,334055],[54786,199892,267722,410374],[55358,97681,200808,278116],[55678,142869,202032,343080],[58585,147354,275499,348906],[58794,208175,208211,418798],[59735,149830,210477,352487],[59881,210842,210881,421730],[68295,164331,226880,369794],[71202,168816,302213,375620],[71411,233023,233059,443646],[72099,121329,234040,313964],[76198,241786,241825,451550],[77359,179392,244243,387979],[86729,140467,331329,411253],[91070,267786,267825,474862],[91741,147799,268656,349790],[98001,211281,279340,422254]
   ]
cell #1088 :
  |C| = 175
  W-rep = phi[[3],[2, 1, 1]]+phi[[1],[4, 1, 1]]
  special rep = phi[[3],[2, 1, 1]] , dim = 105
  orbit = [6, 4, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [39927],[53270],[53419],[68205],[69548],[69575],[82722],[87246],[87273],[88829],[88844],[104240],[104267],[109142],[109348],[109363],[111184],[128615],[128821],[128836],[134050],[134256],[134483],[155911],[156117],[156344],[162026],[162176],[184112],[186086],[186236],[192563],[216585],[218538],[250893],
     [11296,125899],[16753,151401],[16952,101593],[22386,172737],[24142,124259],[24219,80115],[24521,126048],[29062,196049],[31383,143745],[31460,60674],[33752,101271],[33764,151314],[33901,101420],[39850,165207],[42092,117080],[42808,78389],[42820,172650],[42957,78538],[45774,246147],[45889,125602],[45916,125629],[45925,181099],[52554,136460],[53282,195962],[55588,97911],[56052,143144],[56931,99254],[56958,99281],[56967,204018],[60597,212157],[60809,152897],[60824,152912],[61914,285625],[68669,164606],[69584,228866],[72374,121604],[72401,121631],[72586,171777],[72924,171998],[73957,123187],[73972,123202],[77673,179622],[78401,246060],[78721,182920],[80038,249987],[80240,322511],[87458,195089],[87796,195310],[91988,148046],[92194,148252],[92209,148267],[92449,203067],[94030,150088],[98375,211556],[99290,281326],[101283,285538],[109603,227915],[114670,177212],[114876,177418],[115103,177645],[115328,236334],[121816,245187],[122154,245408],[125638,321772],[134708,262334],[140564,208976],[140714,209126],[148507,280375],[169251,242661],[177870,316258]
   ]
cell #1089 :
  |C| = 50
  W-rep = phi[[4],[1, 1, 1]]+phi[[],[5, 1, 1]]
  special rep = phi[[4],[1, 1, 1]] , dim = 35
  orbit = [8, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 1
  number of tau_infinity subcells = 35
     20 tau_infinity subcells with 1 member(s)
     15 tau_infinity subcells with 2 member(s)
  subcells = [
     [29063],[39814],[52130],[53228],[64256],[68163],[69519],[82680],[86843],[87217],[103837],[104211],[108926],[126549],[128399],[133983],[153966],[155844],[184045],[216204],
     [11297,46774],[16754,61915],[22387,45775],[24106,80002],[31347,60561],[33710,101229],[41668,77249],[42766,78347],[45860,125573],[55546,97869],[56902,99225],[71971,121201],[72345,121575],[91772,147830],[114603,177145]
   ]
cell #1090 :
  |C| = 413
  W-rep = phi[[3, 2, 2],[]]+phi[[3, 2, 1],[1]]+phi[[3, 1],[2, 1]]+phi[[3],[2, 2]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     140 tau_infinity subcells with 2 member(s)
     21 tau_infinity subcells with 4 member(s)
  subcells = [
     [118740],[144454],[144529],[170411],[170915],[170990],[173466],[182382],[191153],[193723],[194227],[194302],[201590],[202160],[208861],[214404],[214660],[223543],[226438],[227008],[234868],[241251],[242303],[242559],[243821],[244325],[244400],[248426],[248458],[257839],[260868],[267251],[274809],[276003],[277282],[277314],[278898],[279468],[293333],[299862],[302717],[309832],[310550],[311763],[314792],[338719],[345961],[347753],[374467],
     [34147,283878],[44607,313183],[46377,319914],[58263,346558],[59139,349139],[61022,355480],[61439,283803],[62686,157251],[62958,154987],[74170,380364],[75059,381435],[75197,381566],[76641,313108],[78965,319344],[80386,183816],[80461,184261],[81193,185073],[84382,138120],[84654,189669],[85482,133445],[89042,406364],[93492,413121],[94274,344724],[95059,415621],[95315,345824],[95413,416084],[99938,283299],[101730,216301],[102505,217087],[102580,217532],[105550,165916],[105625,165991],[106357,222189],[107088,161083],[107344,161339],[110646,437969],[111428,371438],[116282,445851],[116538,378435],[117387,308722],[118249,381029],[118281,448555],[119012,239767],[119840,176607],[123400,456462],[126978,251401],[127249,185041],[127753,186931],[127828,187006],[130304,196778],[131079,256069],[131154,256514],[131854,191442],[131886,191474],[135662,469163],[135918,404435],[136767,335678],[138392,265767],[139220,199919],[141895,342793],[142184,412715],[142216,476866],[145261,274649],[145992,208033],[146248,208289],[149550,484919],[150332,423898],[153110,426927],[154640,217457],[155210,219427],[157523,290651],[158770,291593],[159041,222157],[159545,224047],[159620,224122],[161911,233709],[163357,369507],[163646,437563],[163678,498328],[166723,301363],[167454,232881],[167710,233137],[174241,309993],[174316,310438],[175016,241540],[175048,241572],[178824,512325],[179080,454533],[179929,389602],[183164,392643],[184770,251755],[185233,326903],[187738,326743],[189322,256439],[189892,258409],[192205,268303],[192461,268559],[197553,336949],[197628,337394],[198328,267540],[198360,267572],[205720,346013],[205991,274617],[206495,276507],[206570,276582],[210307,421967],[210596,484513],[210628,537232],[215509,357137],[217644,362929],[220202,362372],[220277,362817],[221886,291947],[222349,301523],[224822,303996],[224854,304028],[230568,372727],[230839,301331],[231343,303221],[231418,303296],[239420,310363],[239990,312333],[248137,321175],[251212,395022],[251349,397686],[254527,397738],[254798,326711],[255908,336788],[256626,337506],[265420,337319],[265990,339289],[273148,354282],[274346,346367],[286417,429267],[286823,429319],[288373,362211],[290304,362742],[291541,372675],[301060,373081],[326440,398092],
     [25411,83677,251946,398283],[27895,55069,259259,340139],[35009,105009,286954,431729],[37516,70880,292138,373272],[38392,71756,294719,375853],[47058,126755,322715,461709],[47412,129645,323178,463851],[49940,89931,327511,407435],[50078,90069,327642,407566],[51522,91513,259184,340064],[62227,154127,358979,491773],[63786,104871,360661,431598],[65353,112213,363161,440469],[65609,112469,291404,372538],[65707,112567,363624,440932],[81924,129291,395753,463388],[82180,129547,324511,397549],[83891,137629,327105,407029],[83923,137661,398457,471867],[103280,156760,360255,431192],[103312,156792,429916,493203]
   ]
cell #1091 :
  |C| = 126
  W-rep = phi[[3, 1, 1],[1, 1]]
  special rep = phi[[3, 1, 1],[1, 1]] , dim = 126
  orbit = [6, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [11397],[17468],[25204],[25214],[26933],[35138],[37309],[37319],[43645],[50207],[50658],[50668],[54107],[58056],[58066],[64829],[66448],[66521],[70673],[70683],[75326],[75777],[75787],[80925],[83470],[83480],[85297],[85307],[90198],[90649],[90659],[96154],[96227],[101800],[103044],[103054],[105138],[108634],[108644],[113308],[113381],[119655],[119665],[125007],[125017],[126185],[127048],[127154],[127570],[131618],[131628],[133712],[133785],[139035],[139045],[147538],[147548],[152212],[152285],[154417],[154594],[158840],[158946],[159362],[160094],[161726],[161736],[169000],[169010],[174780],[174790],[176874],[176947],[182197],[182207],[184663],[189099],[189276],[190068],[190484],[190494],[198092],[198102],[200186],[200259],[205790],[205896],[206312],[207044],[208676],[208686],[220741],[220751],[221779],[222656],[230638],[230744],[231160],[231892],[233524],[233534],[239197],[239374],[240166],[240582],[240592],[254597],[254703],[255119],[256916],[265197],[265374],[266166],[266582],[266592],[274239],[275116],[286893],[290081],[290258],[300953],[301830],[310840],[323097],[326333],[337796]
   ]
cell #1092 :
  |C| = 413
  W-rep = phi[[3, 2, 2],[]]+phi[[3, 2, 1],[1]]+phi[[3, 1],[2, 1]]+phi[[3],[2, 2]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     140 tau_infinity subcells with 2 member(s)
     21 tau_infinity subcells with 4 member(s)
  subcells = [
     [118741],[144453],[144530],[170402],[170914],[170991],[173467],[182381],[191072],[193714],[194226],[194303],[201589],[202161],[208860],[214403],[214651],[223534],[226437],[227009],[234869],[241170],[242302],[242550],[243812],[244324],[244401],[248417],[248457],[257838],[260869],[267170],[274808],[275994],[277273],[277313],[278897],[279469],[293334],[299781],[302708],[309823],[310549],[311762],[314793],[338718],[345960],[347754],[374468],
     [34146,283879],[44606,313184],[46376,319915],[58262,346559],[59138,349140],[61021,355481],[61430,283802],[62687,157252],[62957,154986],[74169,380365],[75058,381436],[75196,381567],[76632,313107],[78956,319343],[80385,183815],[80462,184262],[81192,185072],[84383,138121],[84653,189668],[85481,133444],[89041,406365],[93491,413122],[94265,344723],[95058,415622],[95306,345823],[95412,416087],[99857,283290],[101731,216302],[102504,217086],[102581,217533],[105549,165915],[105626,165992],[106356,222188],[107087,161082],[107335,161330],[110645,437970],[111419,371437],[116281,445852],[116529,378434],[117306,308713],[118240,381028],[118280,448558],[119011,239766],[119839,176606],[123399,456463],[126979,251402],[127240,185032],[127752,186930],[127829,187007],[130305,196779],[131078,256068],[131155,256515],[131845,191433],[131885,191473],[135661,469164],[135909,404434],[136686,335669],[138391,265766],[139219,199918],[141814,342784],[142175,412714],[142215,476869],[145260,274648],[145991,208032],[146239,208280],[149549,484920],[150323,423897],[153109,426928],[154639,217456],[155211,219428],[157522,290650],[158771,291594],[159032,222148],[159544,224046],[159621,224123],[161910,233708],[163276,369498],[163637,437562],[163677,498331],[166722,301362],[167453,232880],[167701,233128],[174240,309992],[174317,310439],[175007,241531],[175047,241571],[178823,512326],[179071,454532],[179848,389593],[183155,392642],[184771,251756],[185232,326902],[187737,326742],[189321,256438],[189893,258410],[192204,268302],[192452,268550],[197552,336948],[197629,337395],[198319,267531],[198359,267571],[205721,346014],[205982,274608],[206494,276506],[206571,276583],[210226,421958],[210587,484512],[210627,537235],[215428,357128],[217643,362928],[220201,362371],[220278,362818],[221887,291948],[222348,301522],[224813,303987],[224853,304027],[230569,372728],[230830,301322],[231342,303220],[231419,303297],[239419,310362],[239991,312334],[248056,321094],[251211,395021],[251348,397685],[254528,397739],[254789,326702],[255899,336779],[256625,337505],[265419,337318],[265991,339290],[273067,354201],[274347,346368],[286416,429266],[286824,429320],[288364,362202],[290303,362741],[291540,372674],[301061,373082],[326441,398093],
     [25410,83676,251947,398284],[27894,55068,259260,340140],[35008,105008,286955,431730],[37515,70879,292139,373273],[38391,71755,294720,375854],[47057,126754,322716,461710],[47411,129644,323181,463854],[49939,89930,327512,407436],[50077,90068,327643,407567],[51513,91504,259183,340063],[62226,154126,358982,491776],[63785,104870,360662,431599],[65352,112212,363162,440470],[65600,112460,291403,372537],[65706,112566,363627,440935],[81923,129290,395754,463389],[82171,129538,324510,397548],[83882,137620,327104,407028],[83922,137660,398460,471870],[103271,156751,360254,431191],[103311,156791,429919,493206]
   ]
cell #1093 :
  |C| = 126
  W-rep = phi[[3, 1, 1],[1, 1]]
  special rep = phi[[3, 1, 1],[1, 1]] , dim = 126
  orbit = [6, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [11786],[17537],[18972],[24672],[25195],[27002],[27322],[32075],[35057],[37300],[37703],[37758],[40542],[43714],[44034],[49318],[50126],[50649],[50727],[50737],[54176],[54496],[58047],[58450],[58505],[63274],[64898],[67613],[70664],[71067],[71122],[75245],[75768],[75846],[75856],[79615],[81268],[81614],[83461],[84970],[86594],[86649],[90117],[90640],[90718],[90728],[97319],[100773],[100828],[102665],[103035],[105057],[106432],[106778],[107404],[108625],[108703],[108713],[114473],[119328],[120952],[121007],[124998],[125076],[125086],[126803],[126944],[127062],[131239],[131609],[131961],[132307],[132317],[138708],[140332],[140387],[145336],[145682],[146308],[147529],[147607],[147617],[153790],[154325],[157839],[158736],[158854],[159705],[166798],[167144],[167770],[168991],[169069],[169079],[174401],[174771],[175123],[175469],[175479],[183871],[187813],[188159],[189007],[189976],[197713],[198083],[198435],[198781],[198791],[205686],[205804],[206655],[220362],[220732],[230534],[230652],[231503],[239105],[240074],[254493],[254611],[265105],[266074],[286789],[289989],[323005]
   ]
cell #1094 :
  |C| = 126
  W-rep = phi[[3, 1, 1],[1, 1]]
  special rep = phi[[3, 1, 1],[1, 1]] , dim = 126
  orbit = [6, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [11787],[17536],[18973],[25184],[27001],[27323],[27368],[32076],[34966],[37289],[37702],[37759],[40543],[43713],[44035],[44080],[47015],[49319],[50035],[50638],[50726],[54175],[54497],[54542],[58036],[58449],[58506],[63275],[64897],[67614],[67659],[70653],[71066],[71123],[75154],[75757],[75845],[79616],[79661],[81269],[81613],[83450],[84971],[85530],[86593],[86650],[90026],[90629],[90717],[97320],[97365],[100772],[100829],[102664],[103024],[104966],[106433],[106777],[107405],[108614],[108702],[114474],[114519],[119329],[119888],[120951],[121008],[124987],[125075],[126712],[126933],[127061],[131238],[131598],[131962],[132306],[138709],[139268],[140331],[140388],[145337],[145681],[146309],[147518],[147606],[153779],[154324],[157840],[158725],[158853],[159704],[166799],[167143],[167771],[168980],[169068],[174400],[174760],[175124],[175468],[183870],[187814],[188158],[189006],[189975],[197712],[198072],[198436],[198780],[205675],[205803],[206654],[220361],[220721],[230523],[230651],[231502],[239104],[240073],[254482],[254610],[265104],[266073],[286778],[289988],[323004]
   ]
cell #1095 :
  |C| = 126
  W-rep = phi[[3, 1, 1],[1, 1]]
  special rep = phi[[3, 1, 1],[1, 1]] , dim = 126
  orbit = [6, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [17070],[25131],[35128],[35140],[37236],[47619],[50197],[50209],[57983],[65914],[66438],[66450],[66528],[70600],[75316],[75328],[83397],[85215],[85299],[90188],[90200],[95620],[96144],[96156],[96234],[102312],[105128],[105140],[107135],[112774],[113298],[113310],[113388],[119573],[119657],[126257],[127560],[127572],[129852],[133702],[133714],[133792],[138953],[139037],[146039],[152202],[152214],[152292],[153616],[154489],[154596],[155034],[159352],[159364],[160101],[161644],[161728],[167501],[176864],[176876],[176954],[182115],[182199],[184562],[184735],[189171],[189278],[189716],[190486],[192252],[200176],[200188],[200266],[206302],[206314],[207051],[208594],[208678],[214451],[217133],[221678],[221851],[222658],[223096],[231150],[231162],[231899],[233442],[233526],[239269],[239376],[239814],[240584],[242350],[255109],[255121],[256115],[256988],[265269],[265376],[265814],[266584],[268350],[274138],[274311],[275118],[275556],[290153],[290260],[290698],[292425],[300852],[301025],[301832],[302270],[310039],[310912],[323169],[326232],[326405],[336995],[337868],[346845],[359368],[362418],[373559]
   ]
cell #1096 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[3]]+phi[[2, 1],[3, 1]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [79302],[79334],[94611],[94643],[100325],[100371],[111765],[111797],[115979],[116582],[117774],[117820],[124476],[125408],[125440],[135359],[135962],[137154],[137200],[141235],[141940],[142088],[143962],[150669],[150701],[152351],[152609],[152655],[162697],[163402],[163550],[165424],[169629],[169966],[170107],[170797],[177013],[178521],[179124],[180316],[180362],[181692],[182252],[182569],[186757],[192941],[193278],[193419],[194109],[200741],[200772],[204611],[208731],[209647],[210352],[210500],[212374],[213882],[214286],[218916],[219253],[225589],[225620],[229459],[236855],[238045],[242185],[243039],[243376],[243517],[244207],[247880],[249327],[253108],[253139],[262855],[264045],[271376],[271713],[272891],[273991],[278049],[278080],[281919],[284819],[298090],[298427],[299605],[306710],[307032],[307063],[316779],[317969],[320918],[333666],[333988],[334019],[352510],[352847],[354025],[356525],[385145],[387590],[387912],[387943],
     [15069,202045],[20186,226893],[21480,234053],[28156,260053],[30192,268821],[30647,141668],[30679,201550],[33289,279353],[36022,288673],[38659,295535],[39114,163130],[39146,226398],[41385,233979],[41862,234574],[41908,170329],[44868,313977],[48550,324760],[51059,190926],[51091,257799],[51847,259979],[52324,260574],[52370,193641],[55805,201285],[56769,343093],[59406,349955],[59861,210080],[59893,278858],[63096,360367],[63973,288599],[66587,160780],[66845,293039],[66891,223461],[68422,226133],[69386,369807],[73669,378684],[76178,241024],[76210,311723],[76966,313903],[77443,314498],[77489,243739],[81402,324206],[84792,327217],[85352,191198],[85669,257534],[88541,404684],[91050,267024],[91082,338679],[92802,412827],[93679,343019],[96293,207730],[96551,347459],[96597,275921],[98128,278593],[99092,422267],[102734,288069],[106566,291099],[106970,223239],[109956,437675],[110833,369733],[113447,232578],[113705,374173],[113751,302635],[115760,378130],[119150,381141],[119710,241296],[120027,311458],[122899,454782],[131308,255604],[132755,466884],[133851,200325],[135140,404130],[138530,407141],[139090,267296],[139407,338414],[141638,342489],[145470,345519],[145874,275699],[148860,484625],[149737,422193],[157661,431304],[160561,435074],[161781,233579],[163100,369203],[166932,372233],[167336,302413],[174470,309528],[175917,510046],[178302,454228],[187947,397244],[190896,401385],[192087,268185],[197782,336484],[199229,529426],[207511,482024],[210050,421663],[220431,361907],[221531,300705],[222931,366531],[232359,503486],[240994,451483],[252786,326085],[266994,474795],[275391,418991],[302105,443839],[331221,411145]
   ]
cell #1097 :
  |C| = 245
  W-rep = phi[[2, 2, 1],[2]]+phi[[2, 2],[2, 1]]
  special rep = phi[[2, 2],[2, 1]] , dim = 140
  orbit = [4, 4, 4, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [100812],[120991],[124953],[147484],[151769],[152132],[173105],[174067],[176794],[181603],[196417],[202761],[204522],[205546],[215056],[227609],[229370],[236080],[238571],[246515],[248756],[249238],[262080],[270468],[277612],[280069],[281830],[284199],[297182],[313504],[316004],[320072],[349297],[351602],[382213],
     [13000,189777],[18691,221071],[22975,239875],[25637,252326],[26554,255343],[29651,265875],[31794,273531],[35535,287808],[36778,220997],[37742,107388],[40261,300245],[42349,306250],[43266,309267],[47710,185645],[48073,252252],[49037,325625],[50604,131758],[52811,333206],[53728,336223],[56282,342228],[57525,273457],[58489,146292],[63007,218039],[64450,361646],[66005,158259],[66368,159427],[67332,366071],[68899,368942],[70142,300171],[71106,167754],[72829,235743],[73192,306176],[75723,174920],[77930,387130],[81491,395434],[82939,325551],[84703,188504],[86146,401124],[86633,140371],[87701,261743],[88064,333132],[90595,198232],[92713,270499],[95711,205209],[96074,206377],[97038,418531],[98605,421402],[102901,359901],[106655,433264],[107740,294208],[108103,365997],[108580,168946],[109867,297213],[112865,230057],[113228,231225],[114192,443379],[119061,238602],[120504,451222],[122059,315667],[122422,387056],[127136,323742],[129943,254016],[130905,197379],[131475,399379],[132184,259010],[132666,330174],[133632,200106],[138441,264602],[139884,474534],[145559,480214],[146644,348628],[147007,418457],[148771,351633],[155811,220028],[157572,289486],[158596,230394],[158928,364188],[159941,294545],[167021,501676],[168106,375342],[168469,443305],[174637,449477],[175346,312934],[175828,384098],[185982,254353],[188036,521162],[188473,264571],[190050,330143],[197949,472789],[198658,339890],[199140,410098],[205878,416648],[206891,348965],[218008,289455],[220598,494125],[225152,304326],[230726,441496],[231739,375679],[240148,384067],[254685,464415],[259580,340460],[266148,410067],[287601,432376],[294877,376011],[328289,408213]
   ]
cell #1098 :
  |C| = 245
  W-rep = phi[[2, 2, 1],[2]]+phi[[2, 2],[2, 1]]
  special rep = phi[[2, 2],[2, 1]] , dim = 140
  orbit = [4, 4, 4, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [79635],[97339],[100650],[120829],[124113],[124864],[143599],[144939],[147395],[151166],[165061],[171400],[172502],[173978],[194712],[195814],[202672],[205096],[212011],[227520],[235630],[244810],[245912],[249841],[261630],[279980],[284288],[285390],[313593],[315554],[320426],[349651],[356242],[384862],[416743],
     [19121,159419],[26671,188496],[27342,85504],[32224,206369],[35652,218031],[36867,220989],[37580,106895],[40691,231217],[43383,238594],[44054,119862],[48162,252244],[49675,188419],[49764,130574],[50515,131687],[53845,264594],[54516,139242],[56399,270491],[57614,273449],[58327,145799],[63521,217954],[63610,155480],[64567,289478],[65402,158188],[67633,114493],[69016,297205],[70231,300163],[70944,167261],[73281,306168],[74794,238517],[74883,173736],[75634,174849],[81973,185574],[83028,325543],[86263,330166],[86471,140209],[88153,333124],[89666,264517],[89755,197048],[90506,198161],[93227,270414],[93316,202430],[95108,205138],[98722,351625],[102990,359893],[104606,289401],[104695,219697],[106035,166401],[108192,365989],[108491,168857],[110381,297128],[110470,227278],[112262,229986],[116331,235672],[120621,384090],[122511,387048],[127490,323688],[128238,187416],[129340,253945],[130816,197290],[131564,399371],[133180,330089],[133269,258679],[135711,261672],[140001,410090],[147096,418449],[149285,351548],[149374,279738],[154586,287505],[155722,219939],[158146,229944],[159282,364134],[160030,224532],[161132,294137],[168558,443297],[174726,449469],[176342,384013],[176431,312603],[178873,315596],[185532,253903],[189268,328193],[190404,258921],[198038,472781],[199654,410013],[199743,339559],[206232,416594],[206980,276992],[208082,348557],[220687,494117],[222648,294095],[231080,441442],[231828,303706],[232930,375271],[239366,382117],[240502,312845],[255039,464361],[259669,340549],[265366,408117],[266502,339801],[275108,348515],[290250,432280],[295231,376365],[301822,375229],[323837,464510],[330938,410862],[364283,441591]
   ]
cell #1099 :
  |C| = 126
  W-rep = phi[[3, 1, 1],[1, 1]]
  special rep = phi[[3, 1, 1],[1, 1]] , dim = 126
  orbit = [6, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [34501],[47516],[62902],[62918],[65811],[81210],[84598],[84614],[95517],[106374],[107032],[107048],[107162],[112671],[118956],[118972],[129749],[131903],[132006],[138336],[138352],[145278],[145936],[145952],[146066],[154231],[157467],[157483],[159749],[166740],[167398],[167414],[167528],[175065],[175168],[183833],[185177],[185193],[187755],[192149],[192165],[192279],[198377],[198480],[206699],[214348],[214364],[214478],[216265],[217104],[217207],[217661],[222293],[222309],[223123],[224871],[224974],[231547],[242247],[242263],[242377],[248475],[248578],[251365],[251518],[256086],[256189],[256643],[257446],[259388],[268247],[268263],[268377],[274753],[274769],[275583],[277331],[277434],[284007],[287053],[291557],[291710],[292499],[292953],[301467],[301483],[302297],[304045],[304148],[310010],[310113],[310567],[311370],[313312],[326847],[326863],[327741],[328553],[336966],[337069],[337523],[338326],[340268],[345977],[346130],[346919],[347373],[362389],[362492],[362946],[364451],[372691],[372844],[373633],[374087],[381665],[382477],[395039],[397702],[397855],[407665],[408477],[416911],[429283],[431828],[441759]
   ]
cell #1100 :
  |C| = 245
  W-rep = phi[[2, 2, 1],[2]]+phi[[2, 2],[2, 1]]
  special rep = phi[[2, 2],[2, 1]] , dim = 140
  orbit = [4, 4, 4, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [152383],[177045],[182054],[208533],[213819],[214265],[237982],[239053],[242164],[247859],[263982],[270950],[272870],[273970],[284756],[297664],[299584],[306689],[309328],[317906],[320363],[320897],[333645],[342289],[349588],[352084],[354004],[356504],[369003],[385124],[387569],[391773],[419292],[421463],[449612],
     [27677,258294],[37029,291173],[44389,312218],[48324,324280],[49612,327065],[54851,339174],[57776,345593],[63458,360215],[65214,290932],[66619,161383],[70393,372307],[73443,378204],[74731,380989],[81339,252616],[81785,324039],[83190,397318],[85154,191346],[88315,404204],[89603,406989],[93164,412675],[94920,345352],[96325,208333],[102713,288100],[104543,431152],[106503,221361],[106949,223929],[108354,435148],[110318,437523],[112074,372066],[113479,233181],[115697,306540],[116143,377963],[119512,241444],[122673,454302],[127427,462077],[129152,397077],[131287,255635],[133117,466732],[133883,200357],[135077,333496],[135523,403963],[138892,267444],[141617,342520],[145407,273821],[145853,276389],[147258,482098],[149222,484473],[154848,429705],[159219,494909],[160498,366361],[160944,434907],[161583,233381],[163079,369234],[166869,300535],[167315,303103],[168720,503560],[174449,309559],[176279,509894],[178239,387420],[178685,454061],[184716,395495],[187884,325915],[188955,265053],[189530,465285],[190341,330625],[190875,401416],[192066,268164],[197761,336515],[199591,529274],[206169,533813],[207448,418821],[207894,481857],[210029,421694],[218490,289937],[220410,361938],[221510,300684],[221832,433325],[222910,366510],[231017,550967],[232296,443669],[232742,503319],[239628,508447],[240439,384549],[240973,451514],[252765,326064],[254976,566276],[255404,336284],[256969,401185],[265628,527827],[266439,410549],[266973,474826],[274292,480275],[275370,418970],[287869,361707],[290512,545276],[295168,376302],[301006,501737],[302084,443818],[310893,451283],[326386,521223],[331200,411124],[337849,474595],[360036,494260],[366832,444140],[399514,472924]
   ]
cell #1101 :
  |C| = 175
  W-rep = phi[[2, 2, 2],[1]]+phi[[2, 1],[2, 2]]
  special rep = phi[[2, 1],[2, 2]] , dim = 140
  orbit = [4, 4, 3, 3]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 140
     105 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [61438],[76640],[78964],[94273],[95314],[99937],[111427],[116537],[117386],[118248],[124024],[135917],[136766],[141894],[142183],[143510],[144442],[150331],[163356],[163645],[164972],[170410],[170652],[170903],[179079],[179928],[183163],[191152],[193722],[193964],[194215],[201536],[201578],[210306],[210595],[211922],[214659],[215508],[223542],[223784],[226384],[226426],[241250],[242558],[243820],[244062],[244313],[248136],[248425],[249752],[257785],[257827],[267250],[273147],[276002],[276244],[277281],[278844],[278886],[283298],[283540],[283791],[299861],[302716],[302958],[308721],[308963],[309831],[311709],[311751],[313096],[319290],[319332],[321174],[335677],[335919],[338665],[338707],[342792],[344670],[344712],[345812],[354281],[357136],[357378],[369506],[371384],[371426],[377761],[378423],[380954],[389601],[389843],[392589],[392631],[403761],[404423],[412640],[421966],[423844],[423886],[437488],[453859],[454521],[484438],
     [51521,91512],[65608,112468],[82179,129546],[83890,137628],[103279,156759],[105538,165904],[107343,161338],[127248,185040],[127741,186919],[131853,191441],[146247,208288],[154628,217445],[159040,222156],[159533,224035],[167709,233136],[175015,241539],[189310,256427],[192460,268558],[198327,267539],[205990,274616],[206483,276495],[224821,303995],[230838,301330],[231331,303209],[239408,310351],[254797,326710],[255907,336787],[259172,340052],[265408,337307],[288372,362210],[290292,362730],[291392,372526],[324499,397537],[327030,406954],[360180,431117]
   ]
cell #1102 :
  |C| = 126
  W-rep = phi[[3, 1, 1],[1, 1]]
  special rep = phi[[3, 1, 1],[1, 1]] , dim = 126
  orbit = [6, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [62128],[81094],[102593],[102610],[106258],[127087],[131167],[131184],[145162],[158879],[159633],[159650],[159783],[166624],[174329],[174346],[187639],[190001],[190113],[197641],[197658],[205829],[206583],[206600],[206733],[216859],[220290],[220307],[222695],[230677],[231431],[231448],[231581],[240099],[240211],[250683],[251959],[251976],[254636],[259272],[259289],[259422],[266099],[266211],[275155],[283891],[283908],[284041],[286287],[287030],[287119],[287552],[292151],[292168],[292987],[294828],[294940],[301869],[313196],[313213],[313346],[320023],[320135],[323239],[323362],[327718],[327807],[328240],[329011],[330985],[340152],[340169],[340302],[346571],[346588],[347407],[349248],[349360],[356289],[359554],[363685],[363808],[364517],[364950],[373285],[373302],[374121],[375962],[376074],[381642],[381731],[382164],[382935],[384909],[398296],[398313],[399032],[399726],[407642],[407731],[408164],[408935],[410909],[416145],[416268],[416977],[417410],[431805],[431894],[432327],[433536],[440993],[441116],[441825],[442258],[449130],[449824],[461785],[463912],[464035],[472442],[473136],[480486],[491834],[493778],[501948]
   ]
cell #1103 :
  |C| = 315
  W-rep = phi[[2, 2, 1],[1, 1]]+phi[[2, 1, 1],[2, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [22559],[30899],[39366],[41979],[52441],[55894],[60113],[66962],[68511],[72740],[77560],[79554],[85758],[87612],[96668],[97258],[98217],[100442],[107226],[107651],[113822],[117891],[118696],[120116],[121970],[124565],[132095],[137271],[139496],[142631],[144051],[144513],[146130],[146555],[151680],[152726],[159774],[164093],[165513],[167592],[168017],[170741],[170974],[173016],[173464],[175257],[180433],[182658],[192343],[194053],[194286],[196328],[198569],[201649],[201986],[202158],[206724],[211043],[212463],[214542],[214967],[223873],[225063],[226497],[226834],[227006],[231572],[234835],[234866],[242441],[244151],[244384],[246426],[248667],[257898],[258235],[259413],[260835],[260866],[268441],[276333],[277523],[278957],[279294],[279466],[284032],[292978],[293300],[293331],[303047],[304237],[311822],[312159],[313337],[314759],[314790],[338778],[339115],[340293],[347398],[347720],[347751],[374112],[374434],[374465],
     [12584,29235],[17796,36242],[25267,47827],[27261,51311],[35147,62944],[37372,66122],[43973,76430],[47621,81214],[50216,84640],[50721,85423],[54435,91302],[58119,95828],[65916,106378],[66457,107074],[67552,114412],[70736,112982],[75335,118998],[75840,119781],[83533,130060],[84338,138076],[85217,131907],[85306,132032],[90207,138378],[90712,139161],[95622,145282],[96163,145978],[103727,157207],[105147,157509],[105609,165975],[107137,159753],[108697,161852],[112776,166744],[113317,167440],[119575,175069],[119664,175194],[125070,182323],[127579,185219],[127812,186990],[129854,187759],[130302,196776],[132301,191889],[133721,192191],[138955,198381],[139044,198506],[146041,206703],[147601,208802],[152221,214390],[154699,217516],[155036,217665],[155208,219425],[159371,222335],[159604,224106],[161646,224875],[161735,225000],[167503,231551],[169063,233650],[175463,241987],[176883,242289],[182117,248479],[182206,248604],[184737,251522],[184768,251753],[189381,256498],[189718,256647],[189890,258407],[190493,257472],[192254,259392],[198775,267987],[200195,268289],[206321,274795],[206554,276566],[208596,277335],[208685,277460],[214453,284011],[221853,291714],[221884,291945],[223098,292957],[231169,301509],[231402,303280],[233444,304049],[233533,304174],[239479,310422],[239816,310571],[239988,312331],[240591,311396],[242352,313316],[255128,326889],[256990,328557],[265479,337378],[265816,337527],[265988,339287],[266591,338352],[268352,340272],[274313,346134],[274344,346365],[275558,347377],[290363,362801],[290700,362950],[301027,372848],[301058,373079],[302272,374091],[310914,382481],[326407,397859],[326438,398090],[337870,408481]
   ]
cell #1104 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[3]]+phi[[2, 1],[3, 1]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [124610],[124634],[144096],[144120],[151599],[151741],[165558],[165582],[171445],[171469],[172935],[173077],[181425],[182703],[182727],[194757],[194781],[196247],[196389],[201205],[202126],[202733],[204344],[212508],[212532],[214611],[214886],[215028],[226053],[226974],[227581],[229192],[234134],[234502],[235369],[235432],[242510],[244855],[244879],[246345],[246487],[247966],[248728],[249060],[253572],[260134],[260502],[261369],[261432],[268916],[268979],[272977],[277584],[278513],[279434],[280041],[281652],[283362],[283834],[288754],[289122],[295630],[295693],[299691],[307496],[308785],[313139],[314058],[314426],[315293],[315356],[319375],[321004],[324855],[324918],[334452],[335741],[343174],[343542],[344755],[345855],[350050],[350113],[354111],[357200],[369888],[370256],[371469],[378466],[378779],[378842],[388376],[389665],[392674],[404466],[404779],[404842],[422348],[422716],[423929],[426374],[452349],[454564],[454877],[454940],
     [30827,270199],[39294,296913],[41519,304718],[51981,331674],[55272,340861],[55939,270473],[55963,202436],[60041,351333],[64107,360979],[67889,367575],[68556,297187],[68580,227284],[72048,304734],[72659,305983],[72801,235652],[77100,385598],[82406,396431],[85803,330148],[85827,258685],[86920,331690],[87531,332939],[87673,261652],[92535,270215],[93813,413439],[97595,420035],[98262,351607],[98286,279744],[102820,430131],[103914,360995],[107295,224601],[107570,365804],[107712,294117],[109689,296929],[110967,438287],[116764,446529],[120161,384072],[120185,312609],[121278,385614],[121889,386863],[122031,315576],[127312,395956],[131394,398672],[132156,258982],[132488,329890],[136144,469841],[139541,410072],[139565,339565],[141724,477081],[142818,413455],[146199,277061],[146474,418264],[146616,348537],[148593,351349],[149871,485237],[154671,360525],[159104,363364],[159576,293897],[163186,498543],[164280,438303],[167661,303775],[167936,443112],[168078,375251],[170474,446054],[174556,448770],[175318,312906],[175650,383814],[179306,513003],[189353,327375],[190982,523128],[192412,268510],[193786,469366],[197868,472082],[198630,339862],[198962,409814],[201621,412985],[206054,415824],[206526,348317],[210136,537447],[211230,485253],[220517,493418],[223606,496423],[225124,304298],[226469,437833],[230902,440672],[231374,375031],[239451,381299],[241080,557486],[243884,512528],[254861,463591],[257870,467042],[259215,340095],[265451,407299],[267080,572358],[276066,535327],[278929,484783],[290335,431462],[291435,372569],[292780,435410],[302780,552481],[311794,510204],[324542,397580],[338750,529584],[347200,482360],[373914,503822],[402251,475661]
   ]
cell #1105 :
  |C| = 245
  W-rep = phi[[2, 2, 1],[2]]+phi[[2, 2],[2, 1]]
  special rep = phi[[2, 2],[2, 1]] , dim = 140
  orbit = [4, 4, 4, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [100811],[120990],[124952],[147483],[151768],[152121],[173104],[174066],[176783],[181592],[196416],[202760],[204511],[205535],[215055],[227608],[229359],[236069],[238468],[246514],[248755],[249227],[262069],[270365],[277611],[280068],[281819],[284188],[297079],[313493],[315993],[320061],[349286],[351499],[382202],
     [12999,189769],[18690,221063],[22974,239867],[25636,252318],[26553,255255],[29650,265867],[31793,273523],[35534,287720],[36767,220900],[37741,107387],[40260,300237],[42348,306242],[43265,309179],[47709,185644],[48062,252155],[49036,325617],[50603,131757],[52810,333198],[53727,336135],[56281,342140],[57514,273360],[58488,146291],[62996,218029],[64449,361558],[66004,158258],[66357,159417],[67331,366063],[68898,368854],[70131,300074],[71105,167753],[72828,235742],[73181,306079],[75722,174919],[77929,387122],[81490,395346],[82928,325454],[84692,188494],[86145,401036],[86632,140370],[87700,261742],[88053,333035],[90594,198231],[92702,270489],[95710,205208],[96063,206367],[97037,418523],[98604,421314],[102890,359804],[106654,433176],[107739,294207],[108092,365900],[108579,168945],[109856,297203],[112864,230056],[113217,231215],[114191,443371],[119050,238592],[120503,451134],[122058,315666],[122411,386959],[127125,323639],[129942,254015],[130904,197378],[131464,399282],[132183,259009],[132655,330164],[133621,200095],[138430,264592],[139883,474446],[145558,480126],[146643,348627],[146996,418360],[148760,351623],[155810,220027],[157561,289476],[158585,230383],[158917,364085],[159930,294534],[167020,501588],[168105,375341],[168458,443208],[174626,449380],[175345,312933],[175817,384088],[185971,254342],[188035,521074],[188370,264468],[190039,330040],[197938,472692],[198657,339889],[199129,410088],[205867,416545],[206880,348954],[217905,289352],[220587,494028],[225151,304325],[230715,441393],[231728,375668],[240137,383964],[254674,464312],[259569,340449],[266137,409964],[287590,432365],[294866,376000],[328278,408202]
   ]
cell #1106 :
  |C| = 413
  W-rep = phi[[3, 2, 2],[]]+phi[[3, 2, 1],[1]]+phi[[3, 1],[2, 1]]+phi[[3],[2, 2]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     140 tau_infinity subcells with 2 member(s)
     21 tau_infinity subcells with 4 member(s)
  subcells = [
     [74696],[92751],[93129],[94788],[94902],[107923],[109905],[110283],[115662],[116125],[118170],[125200],[132704],[135042],[135505],[141599],[142105],[146827],[147731],[148809],[149187],[152170],[152432],[160463],[163061],[163567],[168289],[175866],[176832],[177094],[178204],[178667],[182067],[190857],[196600],[199178],[205584],[207413],[208546],[210011],[210517],[214243],[232261],[239066],[240955],[242142],[266955],[273948],[309154],
     [24362,182019],[24375,248347],[32718,208498],[32731,277203],[33853,213784],[34097,214247],[42909,237947],[43513,239018],[43526,309753],[44557,242146],[46013,181641],[46041,247841],[49577,89568],[50851,86393],[53371,263947],[56529,270915],[57055,204560],[57083,272852],[57475,345220],[57563,273416],[57825,273952],[63045,102939],[63423,104508],[65082,111942],[65196,112056],[66406,108141],[66668,108403],[69146,297629],[69672,229408],[69700,299566],[73012,236118],[73230,306135],[73492,306671],[74584,380841],[74744,309230],[75970,120751],[78490,317871],[81304,127392],[81352,127440],[81653,129020],[81767,129134],[83812,137550],[84741,131513],[85119,133082],[85167,133130],[87884,262118],[88102,333091],[88364,333627],[90842,140131],[93177,342191],[94898,345231],[96112,147045],[96374,147307],[98852,352049],[99378,281868],[99406,353986],[101372,284721],[101749,153656],[101922,154016],[102691,154826],[102695,154830],[103201,156681],[106468,159184],[106516,159232],[106927,160922],[106931,160926],[108827,169193],[110331,368905],[113266,168507],[113528,168769],[116121,377842],[119099,174675],[119477,176244],[119525,176292],[122242,316042],[122460,387015],[122722,387551],[125726,249276],[125754,320879],[126198,183797],[126997,184602],[127170,184962],[131265,189508],[131269,189512],[131775,191363],[133670,200144],[133932,200406],[135501,403842],[138479,197987],[138857,199556],[138905,199604],[145372,206134],[145420,206182],[145831,207872],[145835,207876],[149235,421365],[151952,215239],[154430,217068],[157610,220636],[158634,230432],[158789,221718],[158962,222078],[161596,233394],[166834,230982],[166882,231030],[167293,232720],[167297,232724],[173288,246698],[174427,239606],[174431,239610],[174937,241461],[178663,453940],[186020,254391],[187849,254941],[187897,254989],[188968,265066],[189112,256050],[192044,268142],[197739,265606],[197743,265610],[198249,267461],[205739,274178],[205912,274538],[218503,289950],[220388,290490],[220392,290494],[221488,300662],[230587,300892],[230760,301252],[239210,309974],[252743,326042],[254546,326272],[254719,326632],[255230,336110],[265210,336930],[286842,359408],[287695,361533],[290094,362353],[322797,394869],[323110,395003],
     [19615,41185,161548,233346],[19628,41198,224743,303917],[26801,53975,188920,265018],[26814,53988,255829,336709],[27845,55019,192048,268146],[35782,64697,218455,289902],[35795,64710,288294,362132],[36728,70092,290800,371934],[36816,70180,220956,300130],[37078,70442,221492,300666],[48023,82889,323907,396945],[48111,82977,252211,325510],[48373,83239,252747,326046],[49465,89456,326917,406841],[49625,89616,255306,336186],[62386,102192,359088,429185],[63311,104396,360067,431004],[63471,104556,287771,361609],[65192,112052,290811,371945],[80572,126594,394682,461604],[81763,129130,323918,396956]
   ]
cell #1107 :
  |C| = 315
  W-rep = phi[[2, 1],[3, 1]]+phi[[2],[3, 2]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [115710],[116011],[132885],[135090],[135391],[140653],[140826],[141595],[160511],[160696],[162115],[162288],[163057],[169360],[170159],[170332],[176047],[178252],[178553],[184928],[186175],[186348],[190709],[190853],[192672],[193471],[193644],[199359],[201380],[207461],[207646],[209065],[209238],[210007],[217360],[218647],[222044],[223291],[223464],[226228],[229589],[232309],[232494],[235026],[236273],[236446],[240807],[240951],[242770],[243569],[243742],[251661],[256342],[257629],[258068],[261026],[262273],[262446],[264180],[266807],[266951],[269820],[271107],[274504],[275751],[275924],[278688],[291853],[293491],[296534],[297821],[299418],[301218],[302465],[302638],[305585],[310266],[311553],[311992],[314950],[316197],[316370],[326598],[329495],[332134],[332541],[337222],[338509],[338948],[346273],[347911],[350954],[352241],[361439],[362645],[365406],[371667],[372987],[374625],[383419],[386465],[397998],[409419],[417866],[442714],
     [34027,283220],[43083,308643],[46170,319134],[53545,335599],[56542,342714],[57212,344514],[60976,213832],[61157,283047],[61742,357058],[69159,369428],[69829,371228],[72445,377034],[73142,377831],[74124,237995],[74305,308470],[78664,389523],[78893,247837],[79777,392433],[87317,403034],[88014,403831],[88996,263995],[89177,335426],[92092,411548],[92277,341262],[92932,270963],[93017,412527],[94202,272848],[98865,421888],[99535,423688],[100067,425447],[100961,356885],[104311,430933],[109246,436396],[109431,367976],[110086,297677],[110171,437375],[111356,299562],[114786,376721],[114930,444780],[115895,306667],[117516,448096],[121675,453132],[122372,453929],[123354,317919],[123535,389350],[124159,391146],[128719,462875],[128904,396832],[134166,402721],[134310,468092],[135275,333623],[136896,471408],[141451,342115],[143215,477883],[143645,415105],[148150,483346],[148335,420436],[148990,352097],[149075,484325],[150260,353982],[150999,355638],[153064,284769],[156027,430620],[156171,492754],[162913,368829],[164677,499345],[165107,439953],[171881,506037],[172066,446930],[172335,380522],[177328,452819],[177472,511254],[178437,387547],[180058,514570],[181822,249457],[183092,320875],[195193,525417],[195378,470242],[195647,406522],[201819,413899],[202977,477570],[203121,531658],[204741,282049],[209863,421289],[211627,538249],[212057,486903],[214017,284954],[215638,489664],[226667,438747],[227825,499032],[227969,548812],[238180,318104],[245291,559775],[245476,513404],[245745,456620],[247693,320731],[249887,459517],[272704,353838],[279127,485697],[280285,537936],[280429,578518],[285223,427085],[305178,386058],[319573,392872],[344953,424127]
   ]
cell #1108 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[3]]+phi[[2, 1],[3, 1]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [61026],[74174],[78947],[89046],[93496],[94256],[99768],[99971],[110650],[111410],[116520],[117217],[117420],[123404],[123845],[135900],[136597],[136800],[141066],[142071],[142548],[143331],[149554],[150314],[153114],[162528],[163533],[164010],[164793],[169612],[169787],[170849],[179062],[179759],[179962],[182386],[183146],[186588],[192924],[193099],[194161],[200824],[202061],[208865],[209478],[210483],[210960],[211743],[214642],[215339],[215542],[218899],[219074],[225672],[226909],[234069],[236686],[242541],[243022],[243197],[244259],[247308],[248313],[249573],[253191],[260069],[262686],[271359],[271534],[272319],[277169],[278132],[279369],[282500],[282675],[288689],[298073],[298248],[299033],[307115],[307923],[308098],[309719],[313993],[316610],[334071],[334879],[335054],[342680],[343109],[352493],[352668],[353453],[369394],[369823],[387995],[388803],[388978],[393645],[421854],[422283],[427785],[427960],[458970],[483030],
     [42367,116366],[52829,135746],[56382,142302],[67350,161167],[68999,163764],[73100,235363],[73112,170818],[73315,171083],[77948,178908],[85486,133449],[86246,191560],[87972,261363],[87984,194130],[88187,194395],[92050,268910],[92062,200793],[93048,202066],[97056,208117],[98705,210714],[107326,161321],[108023,223950],[108226,224215],[109204,295624],[109216,225641],[110202,226914],[114210,232965],[114961,234074],[119844,176611],[120604,241658],[122330,315287],[122342,244228],[122545,244493],[128677,324849],[128689,253160],[130736,255656],[131741,191329],[133001,258315],[134341,260074],[139224,199923],[139984,267658],[146230,208271],[146927,276410],[147130,276675],[148108,350044],[148120,278101],[149106,279374],[155642,288121],[156202,288694],[158242,221344],[158417,291194],[161915,233713],[167692,233119],[168389,303124],[168592,303389],[171839,378773],[171851,307084],[173898,309580],[174903,241427],[176163,312239],[177503,313998],[185628,252599],[185803,324301],[192443,268541],[195151,404773],[195163,334040],[197210,336536],[198215,267427],[199475,339195],[202592,342541],[203152,343114],[205192,273804],[205367,345614],[219859,361959],[224709,303883],[227440,369255],[228000,369828],[230040,300518],[230215,372328],[235726,306523],[235901,378225],[245249,454871],[245261,387964],[253999,325898],[254174,397339],[255795,336675],[258841,401437],[261726,333479],[261901,404225],[279900,421715],[280460,422288],[288260,362098],[294191,366344],[294366,435169],[312765,451535],[315650,387403],[315825,454323],[328948,401576],[339721,474847],[348611,418804],[348786,482119],[375325,443652],[375500,503581],[382872,451674],[408872,474986],[436080,504492]
   ]
cell #1109 :
  |C| = 245
  W-rep = phi[[2, 2, 1],[2]]+phi[[2, 2],[2, 1]]
  special rep = phi[[2, 2],[2, 1]] , dim = 140
  orbit = [4, 4, 4, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [46461],[59223],[61451],[76653],[78977],[79483],[94286],[95327],[97187],[99983],[111440],[116550],[117432],[118625],[135930],[136812],[142560],[144496],[150344],[164022],[170957],[179092],[179974],[183176],[194269],[210972],[214672],[215554],[242571],[244367],[248802],[277658],[283845],[313150],[345866],
     [13098,50864],[19134,66318],[23073,75983],[26684,84082],[27190,85007],[29749,90855],[32237,96024],[35665,103471],[36913,105736],[37551,106817],[38476,71840],[40704,113178],[43396,118440],[43902,119365],[48208,127939],[49595,130323],[49735,130496],[51534,91525],[53858,137820],[54364,138745],[56412,142375],[57660,144640],[58298,145721],[63441,155229],[63581,155402],[64580,156951],[65223,157990],[65621,112481],[67481,114341],[69029,163837],[70277,166102],[70915,167183],[73327,171101],[74714,173485],[74854,173658],[81794,185376],[82192,129559],[83074,187117],[84267,138005],[86276,191633],[88199,194413],[89586,196797],[89726,196970],[93147,202179],[93287,202352],[94929,204940],[98735,210787],[103656,157136],[104526,219446],[104666,219619],[105592,165958],[107356,161351],[108238,224233],[110301,227027],[110441,227200],[112083,229788],[116152,235474],[120634,241731],[122557,244511],[127410,251774],[127795,186973],[129161,253747],[132230,191818],[133100,258428],[133240,258601],[135532,261474],[140014,267731],[146260,208301],[147142,276693],[149205,279487],[149345,279660],[154682,217499],[154857,287349],[159202,291966],[159587,224089],[160953,293939],[167722,233149],[168604,303407],[175392,241916],[176262,312352],[176402,312525],[178694,315398],[189364,256481],[189539,328037],[192473,268571],[198704,267916],[199574,339308],[199714,339481],[206152,346386],[206537,276549],[207903,348359],[225198,304372],[231000,373100],[231385,303263],[232751,375073],[239462,310405],[239637,381961],[254959,398111],[259226,340106],[265462,337361],[265637,407961],[290346,362784],[290521,432124],[291446,372580],[324553,397591]
   ]
cell #1110 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[3]]+phi[[2, 1],[3, 1]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [61332],[74480],[79327],[89352],[93537],[94636],[100246],[100423],[101136],[110691],[111790],[116575],[117695],[117872],[123710],[124394],[125174],[125433],[135955],[137075],[137252],[141156],[142081],[142612],[143880],[147705],[149595],[150694],[152376],[152530],[152707],[162618],[163543],[164074],[165342],[169622],[169884],[170859],[177038],[179117],[180237],[180414],[181042],[181960],[182487],[186678],[192934],[193196],[194171],[200834],[202052],[203961],[208439],[209568],[210493],[211024],[212292],[213105],[213180],[218909],[219171],[225682],[226900],[228809],[234060],[236776],[237268],[237343],[238959],[243032],[243294],[244269],[253201],[260060],[262776],[263268],[263343],[270856],[271369],[271631],[278142],[279360],[281269],[288680],[297570],[298083],[298345],[307125],[313984],[316700],[317192],[317267],[321715],[334081],[343100],[351990],[352503],[352765],[357880],[357955],[369814],[388005],[392182],[419701],[422274],
     [21804,116371],[28480,135751],[30672,142303],[38066,161172],[39139,163765],[41783,170819],[41960,171082],[42168,235354],[45192,178913],[50825,133490],[51084,191561],[52245,194131],[52422,194394],[52630,261354],[55363,200794],[55423,268901],[55723,202065],[58813,208122],[59886,210715],[66612,161376],[66766,223951],[66943,224214],[67980,225642],[68040,295615],[68340,226913],[71430,232970],[72144,234073],[75944,176652],[76203,241659],[77364,244229],[77541,244492],[77749,315278],[82497,253161],[82557,324840],[84142,255657],[85060,191339],[85587,258314],[87016,260073],[90816,199964],[91075,267659],[96318,208326],[96472,276411],[96649,276674],[97686,278102],[97746,350035],[98046,279373],[103531,288122],[104010,288693],[105789,221354],[105864,291193],[108801,169167],[113472,233174],[113626,303125],[113803,303388],[116855,307085],[116915,378764],[118500,309581],[119418,241437],[119945,312238],[121374,313997],[127992,252609],[128067,324300],[133876,200350],[136235,334041],[136295,404764],[137880,336537],[138798,267437],[139325,339194],[142435,342542],[142914,343113],[144693,273814],[144768,345613],[157011,361960],[161489,233287],[163897,369256],[164376,369827],[166155,300528],[166230,372327],[171154,306533],[171229,378224],[179397,387965],[179457,454862],[187170,325908],[187245,397338],[188861,264959],[191693,401438],[194466,333489],[194541,404224],[210847,421716],[211326,422287],[218396,289843],[224286,366354],[224361,435168],[241791,451536],[244564,387413],[244639,454322],[257378,330531],[267791,474848],[276746,418814],[276821,482118],[303460,443662],[303535,503580],[311302,384455],[338258,410455],[367241,444549]
   ]
cell #1111 :
  |C| = 245
  W-rep = phi[[2, 2, 1],[2]]+phi[[2, 2],[2, 1]]
  special rep = phi[[2, 2],[2, 1]] , dim = 140
  orbit = [4, 4, 4, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [46462],[59224],[61452],[76654],[78978],[79493],[94287],[95328],[97197],[99993],[111441],[116551],[117442],[118635],[135931],[136822],[142570],[144506],[150345],[164032],[170967],[179093],[179984],[183177],[194279],[210982],[214673],[215564],[242572],[244377],[248812],[277668],[283855],[313160],[345876],
     [13099,50865],[19135,66319],[23074,75984],[26685,84083],[27200,85008],[29750,90856],[32238,96025],[35666,103472],[36923,105737],[37561,106816],[38477,71841],[40705,113179],[43397,118441],[43912,119366],[48218,127940],[49685,130324],[49745,130495],[51535,91526],[53859,137821],[54374,138746],[56413,142376],[57670,144641],[58308,145720],[63531,155230],[63591,155401],[64581,156952],[65320,157989],[65622,112482],[67491,114351],[69030,163838],[70287,166103],[70925,167182],[73337,171102],[74804,173486],[74864,173657],[81891,185375],[82193,129560],[83084,187118],[84277,138015],[86277,191634],[88209,194414],[89676,196798],[89736,196969],[93237,202180],[93297,202351],[95026,204939],[98736,210788],[103666,157146],[104616,219447],[104676,219618],[105602,165968],[107357,161352],[108248,224234],[110391,227028],[110451,227199],[112180,229787],[116249,235473],[120635,241732],[122567,244512],[127500,251775],[127805,186983],[129258,253746],[132240,191828],[133190,258429],[133250,258600],[135629,261473],[140015,267732],[146261,208302],[147152,276694],[149295,279488],[149355,279659],[154692,217509],[154954,287348],[159292,291967],[159597,224099],[161050,293938],[167723,233150],[168614,303408],[175402,241926],[176352,312353],[176412,312524],[178791,315397],[189374,256491],[189636,328036],[192474,268572],[198714,267926],[199664,339309],[199724,339480],[206242,346387],[206547,276559],[208000,348358],[225208,304382],[231090,373101],[231395,303273],[232848,375072],[239472,310415],[239734,381960],[255049,398112],[259236,340116],[265472,337371],[265734,407960],[290356,362794],[290618,432123],[291456,372590],[324563,397601]
   ]
cell #1112 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[3]]+phi[[2, 1],[3, 1]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [78946],[78976],[94255],[94285],[99767],[99972],[111409],[111439],[116519],[116549],[117216],[117421],[123846],[135899],[135929],[136596],[136801],[141065],[142070],[142549],[143332],[150313],[150343],[162527],[163532],[164011],[164794],[169611],[169788],[170806],[170850],[179061],[179091],[179758],[179963],[183145],[183175],[186587],[192923],[193100],[194118],[194162],[200781],[200825],[209477],[210482],[210961],[211744],[214671],[215338],[215543],[218898],[219075],[225629],[225673],[236685],[242570],[243021],[243198],[244216],[244260],[247307],[248791],[249574],[253148],[253192],[262685],[271358],[271535],[272318],[277647],[278089],[278133],[282676],[283738],[298072],[298249],[299032],[307072],[307116],[308099],[313043],[316609],[318579],[334028],[334072],[335055],[343959],[345759],[352492],[352669],[353452],[370673],[378370],[387952],[387996],[388979],[393644],[404370],[423133],[427961],[454468],[460249],[489150],[511011],
     [56192,202056],[56381,202342],[56411,142374],[68809,226904],[68998,227190],[69028,163836],[72225,234064],[73111,235372],[73316,171089],[86245,258591],[86275,191632],[87097,260064],[87983,261372],[88188,194401],[92061,268919],[93049,202072],[98515,279364],[98704,279650],[98734,210786],[104091,288684],[107355,161350],[108022,293837],[108227,224221],[109215,295633],[110203,226920],[114962,234080],[120603,312515],[120633,241730],[121455,313988],[122341,315296],[122546,244499],[128688,324858],[130735,327315],[132219,191807],[133002,258321],[134342,260080],[139983,339471],[140013,267730],[142995,343104],[146259,208300],[146926,348257],[147131,276681],[148119,350053],[149107,279380],[155641,360465],[156203,288700],[158418,291200],[159480,223982],[164457,369818],[167721,233148],[168388,374971],[168593,303395],[171850,378782],[173897,381239],[175381,241905],[176164,312245],[177504,314004],[185804,324307],[188557,255688],[192472,268570],[195162,404782],[197209,407239],[198693,267905],[199476,339201],[202591,412925],[203153,343120],[205368,345620],[206430,276442],[211407,422278],[218092,288153],[219858,431402],[225187,304361],[227439,437773],[228001,369834],[230216,372334],[231278,303156],[235902,378231],[238655,309612],[245260,454880],[254175,397345],[258840,466982],[259119,339999],[261902,404231],[264655,336568],[270552,342573],[279899,484723],[280461,422294],[289539,361991],[291339,372473],[294367,435175],[297266,369287],[312764,510144],[315826,454329],[324446,397484],[330227,401469],[339720,529524],[348787,482125],[351686,421747],[364892,435314],[375501,503587],[384151,451567],[410151,474879],[417352,482264],[442200,503726],[467849,530391]
   ]
cell #1113 :
  |C| = 245
  W-rep = phi[[2, 2, 1],[2]]+phi[[2, 2],[2, 1]]
  special rep = phi[[2, 2],[2, 1]] , dim = 140
  orbit = [4, 4, 4, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [61553],[76755],[79506],[97210],[100006],[100622],[117455],[118648],[120801],[124085],[136835],[142583],[143571],[144911],[164045],[165033],[171372],[173517],[179997],[194684],[202211],[210995],[211983],[215577],[227059],[244782],[248825],[249813],[277681],[279519],[284260],[313565],[319965],[349190],[381486],
     [19236,66689],[27189,131670],[27213,85073],[32339,96395],[36912,158171],[36936,105802],[37552,106823],[40806,113549],[43901,174832],[43925,119431],[48207,185557],[48231,128005],[49594,188310],[49736,130502],[51636,91627],[54363,198144],[54387,138811],[57659,205121],[57683,144706],[58299,145727],[63440,217845],[63582,155408],[65224,157996],[67504,114364],[70276,229969],[70300,166168],[70916,167189],[73326,235655],[73350,171167],[74713,238408],[74855,173664],[81795,185382],[83073,253928],[83097,187183],[84290,138028],[86443,140181],[88198,261655],[88222,194479],[89585,264408],[89727,196976],[93146,270305],[93288,202358],[94930,204946],[103679,157159],[104525,289292],[104667,219625],[106007,166373],[108237,294120],[108261,224299],[110300,297019],[110442,227206],[112084,229794],[116153,235480],[122556,315579],[122580,244577],[127409,323579],[128210,187388],[129162,253753],[130355,196829],[132253,191841],[133099,329980],[133241,258607],[135533,261480],[147141,348540],[147165,276759],[149204,351439],[149346,279666],[154858,287355],[155261,219478],[159201,364025],[160002,224504],[160954,293945],[168603,375254],[168627,303473],[175415,241939],[176261,383904],[176403,312531],[178695,315404],[184821,251806],[189540,328043],[189943,258460],[198727,267939],[199573,409904],[199715,339487],[206151,416485],[206952,276964],[207904,348365],[221937,291998],[225221,304395],[230999,441333],[231800,303678],[232752,375079],[239638,381967],[240041,312384],[254958,464252],[259641,340521],[265638,407967],[266041,339340],[274397,346418],[290522,432130],[294770,375904],[301111,373132],[326491,398143],[327562,407486],[360712,431649]
   ]
cell #1114 :
  |C| = 126
  W-rep = phi[[3, 1, 1],[1, 1]]
  special rep = phi[[3, 1, 1],[1, 1]] , dim = 126
  orbit = [6, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [19258],[27352],[32361],[35220],[37653],[37740],[40828],[44064],[47708],[50289],[50602],[51658],[54526],[58400],[58487],[61575],[62154],[62984],[66003],[66345],[66711],[67643],[71017],[71104],[75408],[75721],[76777],[79645],[81120],[84680],[85514],[86544],[86631],[90280],[90593],[91649],[95709],[96051],[96417],[97349],[100723],[100810],[105220],[106108],[106284],[106905],[107386],[108578],[112863],[113205],[113571],[114503],[119038],[119872],[120902],[120989],[124951],[128311],[129941],[130584],[130903],[131756],[133609],[138418],[139252],[140282],[140369],[145012],[145188],[145809],[146290],[147482],[152109],[155490],[155809],[157549],[158257],[158573],[159408],[166474],[166650],[167271],[167752],[168944],[173746],[174065],[174918],[176771],[185643],[185959],[187489],[187665],[188271],[188485],[197058],[197377],[198230],[200083],[205207],[205523],[206358],[216885],[217806],[218020],[219707],[220026],[220811],[230055],[230371],[231206],[238369],[238583],[250861],[252066],[254014],[254330],[264369],[264583],[273271],[286448],[289253],[289467],[299985],[322969],[325365],[359201]
   ]
cell #1115 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[3]]+phi[[2, 1],[3, 1]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [24189],[31430],[33842],[39897],[42464],[42898],[45903],[46026],[52926],[53360],[56518],[56945],[57068],[60644],[60844],[69135],[69562],[69685],[72388],[73139],[73477],[73992],[78045],[78479],[80085],[87260],[88011],[88349],[88864],[92089],[92229],[93075],[98841],[99268],[99391],[100927],[101361],[104254],[109243],[109383],[110229],[114988],[116016],[121106],[121618],[122369],[122707],[123222],[125189],[125616],[125739],[128716],[128856],[134368],[135396],[140831],[143158],[147720],[148147],[148287],[149133],[151328],[152079],[152932],[156229],[162293],[164620],[171878],[172018],[172664],[176741],[177530],[178558],[180979],[181119],[186353],[195190],[195330],[195976],[203179],[203898],[204038],[205493],[209243],[211570],[228027],[228746],[228886],[236027],[236451],[245288],[245428],[246074],[262027],[262451],[280487],[281206],[281346],[285552],[315951],[316375],[321652],[321792],[356639],[385259],
     [15184,56429],[20301,69046],[22029,73320],[27792,86293],[28705,88192],[30855,93053],[30978,93272],[33404,98752],[37857,67447],[38291,108231],[39322,110207],[39445,110426],[41547,114966],[42185,116045],[44504,120651],[45417,122550],[50840,86382],[51267,133006],[51390,133225],[52009,134346],[52647,135425],[54966,140031],[55440,140860],[56170,142001],[58604,97153],[59038,147135],[60069,149111],[60192,149330],[64135,156207],[65564,158422],[66315,108050],[67168,160846],[68057,162322],[68787,163463],[71221,114307],[71655,168597],[72203,169542],[75959,120740],[76386,176168],[76509,176387],[77128,177508],[77766,178587],[82135,185808],[82574,186382],[84079,130763],[84219,188732],[86748,140486],[87075,192854],[90831,140120],[91258,199480],[91381,199699],[93841,203157],[95270,205372],[96021,146954],[96874,207796],[97763,209272],[98493,210413],[103468,155669],[103608,218267],[104069,218829],[108816,169182],[110995,228005],[112424,230220],[113175,168416],[114028,232644],[116493,235906],[116932,236480],[118437,173925],[118577,238830],[121433,242952],[129502,254179],[133579,200053],[135873,261906],[136312,262480],[137817,197237],[137957,264830],[142372,202619],[142512,270727],[142973,271289],[149899,280465],[156948,219886],[157088,289714],[158543,230341],[161294,294371],[163834,227467],[163974,297441],[164435,298003],[179035,315830],[179474,316404],[185929,254300],[191630,258868],[191770,330402],[208244,348791],[210784,279927],[210924,351861],[211385,352423],[223045,294492],[233092,375505],[241728,312792],[241868,384326],[267728,339748],[267868,410326],[275505,348912],[302219,375626],[331335,411259]
   ]
cell #1116 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[3]]+phi[[2, 1],[3, 1]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [181618],[181663],[204537],[204582],[213611],[213768],[229385],[229430],[236095],[236826],[237774],[237931],[247659],[249253],[249298],[262095],[262826],[263774],[263931],[269356],[270899],[271064],[272670],[281845],[281890],[284214],[284548],[284705],[296070],[297613],[297778],[299384],[304883],[305144],[306039],[306770],[313519],[316019],[316750],[317698],[317855],[319469],[320312],[320697],[325295],[331839],[332100],[332995],[333726],[340917],[340948],[344849],[349537],[350490],[352033],[352198],[353804],[355604],[356113],[361144],[361405],[367631],[367662],[371563],[379219],[380488],[384733],[385763],[386024],[386919],[387650],[391060],[392768],[396487],[396518],[405219],[406488],[413604],[413865],[415019],[416043],[420091],[420122],[424023],[427051],[438452],[438713],[439867],[446273],[446585],[446616],[455317],[456586],[459431],[469585],[469897],[469928],[485402],[485663],[486817],[489032],[510893],[512747],[513059],[513090],
     [56578,342819],[69195,369533],[72286,376739],[87158,402739],[91871,411512],[92728,270674],[92773,342392],[98901,421993],[104152,430638],[109025,436360],[109882,297388],[109927,369106],[114752,376681],[115489,377795],[115646,306344],[121516,452837],[128498,462839],[132681,330349],[132726,401288],[134132,402681],[134869,403795],[135026,333300],[141417,342075],[143056,477588],[147929,483310],[148786,351808],[148831,421566],[154765,492436],[155993,430580],[159956,294560],[160290,434739],[160447,366165],[162879,368789],[164518,499050],[171660,506001],[175843,384273],[175888,451386],[177294,452779],[178031,453893],[178188,387224],[184894,462464],[189447,464729],[190290,330574],[190675,400971],[194972,525381],[199155,410273],[199200,474698],[201715,531340],[202943,477530],[206906,348980],[207240,481689],[207397,418625],[209829,421249],[211468,537954],[217274,430187],[222010,432659],[222519,365860],[226563,548494],[227791,498992],[231754,375694],[232088,503151],[232245,443473],[234992,505626],[239545,507891],[240388,384498],[240773,451069],[245070,559739],[256256,398728],[257964,567602],[259595,340475],[260992,525006],[265545,527271],[266388,410498],[266773,474381],[269734,477137],[274470,479609],[274979,418320],[279023,578200],[280251,537896],[290429,544720],[293457,546905],[295117,376251],[296448,498599],[301184,501071],[301693,443168],[310180,448826],[311888,592721],[314916,559364],[326564,520557],[329409,523184],[330809,410733],[337136,472138],[338844,603183],[347877,576611],[350868,537503],[362559,493474],[363583,440891],[364774,496642],[374591,589228],[383333,557542],[396175,463810],[409333,572414],[417234,535546],[442082,552700],[467731,530273]
   ]
cell #1117 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[3]]+phi[[2, 1],[3, 1]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [124118],[124147],[143604],[143633],[150895],[151132],[165066],[165095],[171405],[172054],[172231],[172468],[180644],[194717],[195366],[195543],[195780],[201015],[202638],[202869],[203563],[212016],[212045],[225863],[227486],[227717],[228411],[234218],[234292],[235409],[236155],[244815],[245464],[245641],[245878],[249846],[249875],[253382],[260218],[260292],[261409],[262155],[268956],[269016],[278323],[279946],[280177],[280871],[284293],[285119],[285356],[288838],[288912],[295670],[295730],[307306],[313598],[314142],[314216],[315333],[316079],[318769],[320392],[321317],[324895],[324955],[334262],[343258],[343332],[344149],[349617],[350090],[350150],[354904],[356021],[369972],[370046],[370863],[378819],[378879],[379788],[384641],[388186],[390282],[404819],[404879],[405788],[414241],[415951],[422432],[422506],[423323],[439089],[446181],[454917],[454977],[455886],[460439],[469493],[486039],[490568],[512655],[517831],[541229],[558223],
     [93321,202527],[93350,270579],[93587,270996],[110475,227375],[110504,297293],[110741,297710],[115048,304815],[116060,305993],[116297,235755],[133274,258776],[133303,330254],[134428,331771],[135440,332949],[135677,261755],[140875,340871],[142037,270223],[149379,279835],[149408,351713],[149645,352130],[156289,361076],[160035,224537],[160861,365814],[161098,294220],[162337,367585],[163499,296937],[169578,304742],[176436,312700],[176465,384178],[177590,385695],[178602,386873],[178839,315679],[186397,396441],[188747,398682],[190370,258887],[191295,329898],[192890,331698],[199748,339656],[199777,410178],[203239,413536],[206985,276997],[207811,418274],[208048,348640],[209287,420045],[210449,351357],[218282,430141],[218865,361003],[221310,363372],[222427,293874],[228087,438384],[231833,303711],[232659,443122],[232896,375354],[236495,446539],[238845,448780],[240468,312811],[241393,383822],[242988,385622],[252565,395964],[255478,327352],[259674,340554],[262495,469851],[264845,472092],[266468,339767],[267393,409822],[270742,477091],[271325,413463],[273770,415832],[274887,348294],[280547,485334],[287943,360502],[289729,493428],[295197,376331],[297456,498553],[298039,438311],[300484,440680],[301601,375008],[306489,446062],[309402,381276],[316419,513013],[325864,463599],[330417,523138],[330717,410641],[333445,469374],[336358,407276],[342363,412962],[351876,537457],[352459,485261],[361781,431439],[363491,440799],[366310,496431],[369077,437810],[384341,557496],[387369,512536],[396083,463718],[401259,467019],[410341,572368],[418770,535335],[421537,484760],[433913,496550],[443618,552489],[451357,510181],[474669,529561],[480863,535454],[502325,552608],[523865,573095]
   ]
cell #1118 :
  |C| = 245
  W-rep = phi[[2, 2, 1],[2]]+phi[[2, 2],[2, 1]]
  special rep = phi[[2, 2],[2, 1]] , dim = 140
  orbit = [4, 4, 4, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [100846],[121025],[124879],[147410],[151181],[152018],[172517],[173993],[176680],[180918],[195829],[202687],[203837],[205432],[227535],[228685],[235966],[238445],[245927],[261966],[270342],[279995],[281145],[285405],[297056],[315890],[320441],[321591],[349666],[351476],[356578],[385198],[391668],[419187],[448993],
     [37776,107936],[50530,132422],[50900,190533],[58523,146840],[65417,158352],[65462,221168],[66254,160141],[71140,168302],[75649,175584],[76019,240631],[81988,185738],[82033,252423],[83861,255265],[84018,188598],[86667,140405],[90521,198896],[90891,266631],[95123,205302],[95168,273628],[95960,207091],[103250,287730],[103407,218133],[105558,220908],[108506,168872],[112277,230150],[112322,300342],[113114,231939],[116346,235836],[116391,306347],[118219,309189],[118376,238696],[127761,252163],[129355,254109],[129400,325722],[130831,197305],[133518,199992],[135726,261836],[135771,333303],[137599,336145],[137756,264696],[142154,342150],[142311,270593],[144462,273368],[155737,219954],[156730,361568],[156887,289580],[158482,230280],[161147,294301],[161192,366168],[163616,368864],[163773,297307],[165924,300082],[170923,306087],[178888,315760],[178933,387227],[185011,395356],[185868,254239],[186939,325462],[188347,264445],[190419,258936],[191412,401046],[191569,330268],[194235,333043],[208097,348721],[208142,418628],[210566,421324],[210723,351727],[217465,359812],[217882,289329],[222127,433186],[222984,294431],[224055,365908],[232945,375435],[232990,443476],[240517,312860],[241510,451144],[241667,384192],[244333,386967],[251596,323616],[256447,399290],[256864,330017],[266517,339816],[267510,474456],[267667,410192],[274587,480136],[275444,348851],[276515,418368],[291788,364062],[295246,376380],[301301,501598],[302158,375565],[303229,443216],[310371,449388],[310788,383941],[326681,521084],[331274,411198],[337327,472700],[337744,409941],[346208,416522],[362750,494036],[366727,444035],[372922,441370],[397933,464289],[398895,472305],[430354,493641]
   ]
cell #1119 :
  |C| = 553
  W-rep = phi[[3, 2, 1],[1]]+phi[[3, 1, 1],[2]]+phi[[3, 2],[1, 1]]+phi[[3, 1],[2, 1]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     91 tau_infinity subcells with 4 member(s)
  subcells = [
     [124134],[124857],[124909],[143620],[147388],[147440],[151159],[152025],[165082],[171421],[172495],[173971],[174023],[176687],[180925],[194733],[195807],[202665],[203844],[204882],[204994],[205439],[212032],[227513],[228692],[235528],[235973],[238292],[238452],[244831],[245905],[249862],[261528],[261973],[270349],[273334],[279973],[281152],[284309],[285383],[297063],[306053],[313614],[315452],[315897],[321598],[333009],[351483],[386933],
     [61623,356585],[76825,385205],[79584,391675],[79720,320419],[93337,142535],[97288,419194],[97424,349644],[100671,356140],[100689,425915],[108484,168850],[108536,168902],[110491,163997],[116324,171304],[118316,173617],[118726,449000],[120850,384760],[120868,451890],[130809,197283],[130861,197335],[133290,191793],[133525,199999],[135704,194616],[142251,202311],[142318,202565],[144564,205069],[144960,416070],[144978,479744],[145046,205600],[149395,210947],[155715,219932],[155767,219984],[157932,229730],[158044,229842],[158489,230287],[160051,224553],[161125,224436],[163713,227159],[163780,227413],[171025,235603],[173426,507704],[173554,238484],[176452,241891],[178866,244714],[185318,253689],[185430,253801],[185875,254246],[188194,264292],[188354,264452],[191576,258814],[194337,261603],[199764,267891],[202248,270381],[207001,277013],[208075,276896],[210663,279619],[210730,279873],[216503,286671],[217729,289176],[217889,289336],[220874,300048],[227096,297095],[231849,303727],[232923,303610],[241674,312738],[244435,315527],[250784,322892],[252129,325428],[259690,340570],[267674,339694],[279556,351515],
     [19306,38357,222991,294438],[25297,47857,251603,323623],[27291,51341,256871,330024],[27427,51477,190397,258914],[32409,59104,275451,348858],[35186,63135,287131,359778],[37402,66152,291795,364069],[37601,67191,222546,293993],[37619,67209,292321,365874],[40876,71721,302165,375572],[44003,76460,310795,383948],[44139,76596,240495,312838],[47447,81041,323248,395102],[47666,81447,251843,323655],[49785,84242,256283,328091],[50255,84831,327819,399256],[50508,86050,191509,258560],[50560,86102,258497,330056],[51706,91697,331281,411205],[54465,91332,337751,409948],[54601,91468,266495,339794],[58149,95858,346215,416529],[58348,96897,275006,348413],[58366,96915,346741,418334],[62262,101881,286296,358950],[62721,102424,287009,359522],[63631,103631,217301,287403],[65395,105939,222224,292098],[65742,106205,363694,432932],[65961,106611,292035,364101],[66261,107996,224157,294068],[67582,114442,366734,444042],[67718,114578,295224,376358],[70766,113012,372929,441377],[70965,114051,301720,375127],[70983,114069,373455,443182],[74904,118600,310207,382015],[75374,119189,381743,449354],[75627,120408,241607,312484],[75679,120460,312421,383980],[80496,126327,250662,322636],[80978,126858,187523,254407],[81966,128142,185108,251906],[83563,130090,397940,464296],[83958,130455,137696,196929],[84025,130709,256549,328166],[84368,138106,398902,472312],[84417,130998,327697,399000],[86492,140230,330836,410760],[86510,140248,401792,475202],[89776,137980,337163,408015],[90246,138569,407743,472666],[90499,139788,267607,339440],[90551,139840,339377,409980],[95101,144843,274684,346518],[95448,145109,416154,479882],[95667,145515,346455,416561],[95967,146900,276617,348488],[101818,153704,216743,286703],[103347,155361,156827,219578],[103414,155615,217567,287478],[103757,157237,430361,493648],[104716,157111,362586,432178],[105186,157700,431906,494002],[105660,158119,166026,229917],[106056,166422,363610,440918],[106074,166440,432794,501206],[106142,158650,166508,230448],[112255,166305,301398,373232],[112602,166571,441002,501344],[112821,166977,373169,441409],[113121,168362,303331,375202],[118383,173871,310473,382090],[118775,174160,381621,449098],[127863,185505,187041,253876],[128259,187437,396202,463837],[128277,187455,462599,520692],[129333,187320,326778,398243],[129680,187586,463921,520830],[129899,187992,398180,464328],[130264,196738,464542,527084],[130392,188386,196866,264484],[137763,197183,337429,408090],[138155,197472,407621,472410],[154162,216806,491843,543657],[155170,219387,492249,544533],[155298,217921,219515,289368],[156894,219832,362852,432253],[157286,220121,431784,493746],[184030,251056,519105,564931],[184296,251131,461764,519248]
   ]
cell #1120 :
  |C| = 315
  W-rep = phi[[2, 1],[3, 1]]+phi[[2],[3, 2]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [42009],[51206],[52471],[55933],[66992],[67081],[68550],[72566],[72785],[76325],[77590],[85616],[85797],[87438],[87657],[91197],[91968],[92427],[96698],[96787],[98256],[105893],[107477],[107696],[109122],[109581],[111912],[113852],[113941],[114854],[115336],[119974],[120155],[121796],[122015],[128096],[128595],[130642],[132380],[134234],[134716],[137390],[139354],[139535],[140722],[144797],[146381],[146600],[148026],[148485],[155548],[156095],[158310],[162184],[165371],[166259],[167843],[168062],[171258],[171757],[173804],[175542],[177396],[177878],[185696],[186244],[187274],[193225],[194570],[195069],[197116],[198854],[202498],[203045],[205260],[209134],[219200],[219765],[224390],[227346],[227893],[230108],[235794],[236342],[244668],[245167],[254067],[258182],[258747],[261794],[262342],[276850],[279806],[280353],[294259],[303564],[312106],[312671],[315718],[316266],[339062],[339627],[348679],[371781],[375393],
     [16717,100472],[22350,117921],[24148,124604],[29026,137301],[30794,142661],[31389,144090],[33733,151506],[33802,151725],[39261,164123],[39856,165552],[42098,171439],[42789,172842],[42858,173061],[45738,180463],[45891,181317],[52560,194751],[53251,196154],[53320,196373],[55569,201112],[55752,202120],[56090,202717],[56933,204236],[60008,211073],[60603,212502],[61878,152756],[68186,225960],[68369,226968],[68707,227565],[69550,229084],[72173,234128],[72376,234394],[72588,235416],[77679,244849],[78370,246252],[78439,246471],[79449,125555],[80044,182697],[82703,253479],[87045,260128],[87248,260394],[87460,261416],[91990,268963],[92398,270189],[94758,150816],[97892,278420],[98075,279428],[98413,280025],[99256,281544],[100561,152845],[101252,214793],[101321,215012],[104039,288748],[104242,289014],[109144,295677],[109552,296903],[114825,304708],[117061,307403],[118010,180552],[121403,314052],[121606,314318],[121818,315340],[124240,247214],[124423,182516],[125604,248952],[128617,324902],[134205,331664],[136441,334359],[142943,343168],[143146,343434],[143726,272225],[143909,212321],[148048,350097],[148456,351323],[151113,213209],[151316,282568],[156066,360969],[164405,369882],[164608,370148],[165188,298939],[169913,243323],[171779,378826],[172449,237372],[172652,307991],[177367,385588],[179603,388283],[195091,404826],[195761,263372],[195964,334947],[201933,271660],[203016,413429],[211355,422342],[211558,422608],[212138,353359],[226781,298374],[227864,438277],[245189,454924],[245859,317296],[246062,388871],[249968,393551],[279241,352794],[280324,485227],[285337,357984],[285540,427853],[319687,392986],[345067,424241]
   ]
cell #1121 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[3]]+phi[[2, 1],[3, 1]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [151188],[151215],[172524],[172551],[180655],[180907],[195836],[195863],[202694],[203380],[203574],[203826],[212767],[227542],[228228],[228422],[228674],[234303],[235955],[236198],[236930],[245934],[245961],[260303],[261955],[262198],[262930],[269059],[269132],[270244],[271010],[280002],[280688],[280882],[281134],[285412],[285439],[288923],[295773],[295846],[296958],[297724],[304763],[304829],[314227],[315879],[316122],[316854],[320448],[321328],[321580],[324998],[325071],[331719],[331785],[343343],[349673],[350193],[350266],[351378],[352144],[354915],[356567],[357542],[361024],[361090],[370057],[378922],[378995],[379799],[385187],[385643],[385709],[390458],[391570],[404922],[404995],[405799],[413484],[413550],[414417],[419089],[422517],[424625],[438332],[438398],[439265],[447274],[448895],[455020],[455093],[455897],[470586],[477206],[485282],[485348],[486215],[490579],[498668],[513748],[518007],[537572],[542322],[562736],[577253],
     [116353,235935],[116380,306443],[116655,306773],[135733,261935],[135760,333399],[136035,333729],[140956,340951],[142048,342078],[142300,270688],[161154,294400],[161181,366264],[162418,367665],[163510,368792],[163762,297402],[169589,376684],[170816,306007],[178895,315859],[178922,387323],[179197,387653],[186478,396521],[190426,258943],[191306,400974],[191558,330363],[192901,402684],[194128,332963],[200791,340885],[208104,348820],[208131,418724],[209368,420125],[210460,421252],[210712,351822],[218876,430583],[221321,432662],[222973,294420],[223948,365828],[225639,367599],[232952,375534],[232979,443572],[236576,446619],[240524,312867],[241404,451072],[241656,384287],[242999,452782],[244226,386887],[252576,462467],[253158,396455],[255654,398696],[256766,329919],[262576,469931],[266524,339823],[267404,474384],[267656,410287],[271336,477533],[273781,479612],[275433,348840],[276408,418288],[278099,420059],[288119,430155],[291031,363393],[295253,376387],[298050,498995],[300495,501074],[302147,375554],[303122,443136],[306500,505629],[307082,446553],[309578,448794],[310690,383843],[316500,513093],[324138,395985],[325875,520560],[331263,411187],[333456,525009],[334038,469865],[336534,472106],[337646,409843],[342539,477105],[345451,415853],[352470,537899],[361957,493442],[366321,546908],[366629,443937],[369253,498567],[372165,440701],[378062,446083],[387380,559367],[387962,513027],[397176,463620],[398797,472207],[401435,523152],[404062,469395],[418781,576614],[421713,537471],[430256,493543],[435006,496452],[443629,589231],[451533,557510],[454160,512557],[465836,523253],[474845,572382],[481956,535356],[503418,552510],[508998,557611],[528378,572483],[547547,589870]
   ]
cell #1122 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[3]]+phi[[2, 1],[3, 1]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [151195],[172531],[180908],[195843],[202701],[203827],[212768],[213035],[227549],[228675],[235956],[236931],[237198],[245941],[246783],[261956],[262931],[263198],[269133],[270245],[270786],[271794],[280009],[281135],[285419],[295847],[296959],[297500],[298508],[304764],[304927],[306013],[315880],[316855],[317122],[320455],[321581],[325072],[331720],[331883],[332969],[340891],[342058],[349680],[350267],[351379],[351920],[352928],[356568],[357543],[357810],[361025],[361188],[367605],[368772],[376664],[378996],[385188],[385644],[385807],[386893],[390459],[391571],[393120],[396461],[402664],[404996],[413485],[413648],[414418],[419090],[420065],[421232],[424626],[424789],[430563],[438333],[438496],[439266],[446559],[447275],[447438],[448896],[452762],[455094],[469871],[470587],[470750],[477207],[477513],[485283],[485446],[486216],[498669],[498975],[513033],[513749],[513912],[518008],[537573],[537879],[542323],[542486],[562737],[577254],
     [116360,171340],[135740,194652],[142301,202548],[161161,224472],[163763,227396],[170801,305979],[170817,235399],[171084,235853],[178902,244750],[190433,258950],[191559,258797],[194113,332935],[194129,261399],[194396,261853],[200776,340857],[200792,268946],[202067,270229],[208111,276932],[210713,279856],[222974,294421],[223949,293864],[224216,294318],[225624,367571],[225640,295660],[226915,296943],[232959,303646],[234075,304748],[240531,312874],[241657,312721],[244211,386859],[244227,315323],[244494,315777],[253143,396427],[253159,324885],[255655,327342],[256767,329920],[258316,329904],[260075,331704],[266531,339830],[267657,339677],[275434,348841],[276409,348284],[276676,348738],[278084,420031],[278100,350080],[279375,351363],[288120,360492],[288695,361009],[291032,363394],[291195,363378],[295260,376394],[302148,375555],[303123,374998],[303390,375452],[307067,446525],[307083,378809],[309579,381266],[310691,383844],[312240,383828],[313999,385628],[324139,395986],[324302,395970],[331264,411188],[334023,469837],[334039,404809],[336535,407266],[337647,409844],[339196,409828],[342540,412952],[343115,413469],[345452,415854],[345615,415838],[361958,431429],[366630,443938],[369254,437800],[369829,438317],[372166,440702],[372329,440686],[378063,446084],[378226,446068],[387947,512999],[387963,454907],[397177,463621],[397340,463605],[398798,472208],[401436,467009],[404063,469396],[404226,469380],[421714,484750],[422289,485267],[430257,493544],[435007,496453],[435170,496437],[451534,510171],[454161,512558],[454324,512542],[465837,523254],[474846,529551],[481957,535357],[482120,535341],[503419,552511],[503582,552495],[508999,557612],[528379,572484],[547548,589871]
   ]
cell #1123 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[3]]+phi[[2, 1],[3, 1]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [171980],[180974],[181081],[195292],[202858],[203893],[204000],[212789],[213039],[227706],[228741],[228848],[234207],[236022],[236165],[236952],[237202],[245390],[246787],[260207],[262022],[262165],[262952],[263202],[269026],[269154],[270790],[271798],[280166],[281201],[281308],[288827],[295740],[295868],[297504],[298512],[304931],[306017],[314131],[315946],[316089],[316876],[317126],[321647],[321754],[324965],[325093],[331887],[332973],[340895],[343247],[350160],[350288],[351924],[352932],[356634],[357564],[357814],[361192],[367609],[369961],[378889],[379017],[385254],[385811],[386897],[390480],[392116],[393124],[396465],[404889],[405017],[413652],[414439],[419635],[420069],[422421],[424793],[425879],[438500],[439287],[446563],[447442],[451854],[454987],[455115],[457185],[469875],[470754],[478200],[479708],[485450],[486237],[499662],[505725],[513037],[513916],[518029],[525105],[538566],[542490],[559463],[563730],[581159],[593285],
     [142367,202614],[142474,270684],[142714,271006],[163829,227462],[163936,297398],[164176,297720],[169684,304825],[170838,306003],[171088,235857],[191625,258863],[191732,330359],[192996,331781],[194150,332959],[194400,261857],[200813,340881],[202071,270233],[210779,279922],[210886,351818],[211126,352140],[218971,361086],[223040,294487],[223970,365824],[224220,294322],[225661,367595],[226919,296947],[234079,304752],[241723,312787],[241830,384283],[243094,385705],[244248,386883],[244498,315781],[253180,396451],[255676,398692],[257312,330465],[258320,329908],[260079,331708],[267723,339743],[267830,410283],[271431,413546],[275500,348907],[276430,418284],[276680,348742],[278121,420055],[279379,351367],[288141,430151],[288699,361013],[291199,363382],[292285,365838],[298145,438394],[302214,375621],[303144,443132],[303394,375456],[307104,446549],[309600,448790],[311236,384389],[312244,383832],[314003,385632],[324306,395974],[327163,398706],[331330,411254],[334060,469861],[336556,472102],[338192,410389],[339200,409832],[342561,477101],[343119,413473],[345619,415842],[346705,418298],[352565,485344],[360313,430165],[361979,493438],[367175,444483],[369275,498563],[369833,438321],[372333,440690],[373419,443146],[378230,446072],[381087,448804],[387984,513023],[397344,463609],[401457,523148],[401756,475166],[404230,469384],[407087,472116],[412773,477115],[421735,537467],[422293,485271],[431250,493452],[432758,501170],[435174,496441],[437621,498577],[451555,557506],[454328,512546],[462563,520656],[466830,523162],[474867,572378],[482124,535345],[484571,537481],[495395,547004],[503586,552499],[509992,557520],[529372,572392],[534299,576710],[551453,589327],[568166,603747]
   ]
cell #1124 :
  |C| = 245
  W-rep = phi[[2, 2, 1],[2]]+phi[[2, 2],[2, 1]]
  special rep = phi[[2, 2],[2, 1]] , dim = 140
  orbit = [4, 4, 4, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [152417],[177079],[181965],[208444],[213110],[214138],[237273],[238964],[242037],[247073],[263273],[270861],[272084],[273843],[297575],[298798],[306562],[309213],[317197],[333518],[342174],[351995],[353218],[357885],[368888],[387442],[392187],[393410],[419706],[421348],[426424],[452399],[458464],[482524],[508067],
     [66653,108388],[85065,133028],[86034,191259],[96359,147292],[105794,158444],[105923,221274],[106822,160817],[113513,168754],[119423,176190],[120392,241357],[127997,185830],[128126,252529],[130343,255275],[130501,188703],[133917,200391],[138803,199502],[139772,267357],[144698,205394],[144827,273734],[145726,207767],[155249,287740],[155407,218238],[157995,220918],[161494,233292],[166160,230242],[166289,300448],[167188,232615],[171159,235928],[171288,306453],[173505,309199],[173663,238801],[185381,252173],[187175,254201],[187304,325828],[188866,264964],[191939,268037],[194471,261928],[194600,333409],[196817,336155],[196975,264801],[202199,342160],[202357,270698],[204945,273378],[218401,289848],[219466,361578],[219624,289685],[221383,300557],[224291,294393],[224420,366274],[227047,368874],[227205,297412],[229793,300092],[235479,306097],[244569,315852],[244698,387333],[251794,395366],[252638,325937],[253752,325472],[255289,336169],[257383,330536],[258448,401056],[258606,330373],[261479,333053],[276751,348813],[276880,418734],[279507,421334],[279665,351832],[287354,359822],[287754,361592],[291986,433196],[292830,366383],[293944,365918],[303465,375527],[303594,443582],[311307,384460],[312372,451154],[312530,384297],[315403,386977],[323427,395380],[328042,399300],[328442,401070],[338263,410460],[339328,474466],[339486,410297],[346406,480146],[347250,418843],[348364,418378],[363873,433210],[367246,444554],[373120,501608],[373964,443691],[375078,443226],[381966,449398],[382366,451168],[398131,521094],[402301,475711],[407966,472710],[408366,474480],[416333,480160],[432129,494046],[435574,503986],[441181,501622],[464100,521108],[464905,527447],[492612,544896]
   ]
cell #1125 :
  |C| = 315
  W-rep = phi[[2, 1],[3, 1]]+phi[[2],[3, 2]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [115709],[132884],[135089],[141583],[160510],[160685],[163045],[170052],[170322],[170790],[176046],[178251],[190602],[190841],[193364],[193634],[194102],[199358],[200686],[200765],[201278],[207460],[207635],[209995],[221237],[223184],[223454],[225534],[225613],[226126],[229588],[232308],[232483],[233972],[240700],[240939],[243462],[243732],[244200],[252492],[253053],[253132],[255549],[257527],[259972],[264169],[266700],[266939],[273697],[275644],[275914],[277994],[278073],[278586],[288014],[288592],[291092],[299311],[300411],[302358],[302628],[306416],[306977],[307056],[309473],[311451],[313896],[324199],[325791],[332027],[333372],[333933],[334012],[336429],[338407],[342434],[343012],[345512],[361332],[361852],[366237],[369148],[369726],[372226],[378123],[387296],[387857],[387936],[397237],[400810],[401330],[404123],[418697],[421608],[422186],[435067],[443545],[450908],[451428],[454221],[474220],[474740],[482017],[500681],[503479],
     [60975,213831],[60999,283210],[74123,237994],[74147,308633],[78766,319032],[78882,247825],[88995,263994],[89019,335589],[92931,270962],[93469,342704],[94075,344412],[94191,272836],[99757,282940],[110085,297676],[110623,369418],[111229,371126],[111345,299550],[115148,376932],[115884,306655],[116080,377821],[117206,308363],[123353,317918],[123377,389513],[134528,402932],[135264,333611],[135460,403821],[136586,335319],[140895,411538],[141055,341155],[141344,342103],[142016,412530],[148989,352096],[149527,421878],[150133,423586],[150249,353970],[153063,284768],[153087,357048],[156389,430831],[162357,436386],[162517,367869],[162806,368817],[163478,437378],[169505,376709],[169557,444783],[177690,453030],[178426,387535],[178622,453919],[179748,389243],[181821,249456],[182965,392331],[183081,320863],[186417,462865],[186577,396725],[192817,402709],[192869,468095],[203339,477781],[204740,282048],[209307,483336],[209467,420329],[209756,421277],[210428,484328],[213270,424686],[214006,284943],[215328,356778],[218792,430608],[218844,492757],[228187,499243],[236515,506027],[236675,446823],[237433,447335],[238169,318093],[242915,452807],[242967,511257],[247297,390353],[247586,320624],[262515,525407],[262675,470135],[263433,470647],[271252,477558],[271304,531661],[272308,414312],[272597,353731],[280647,538147],[282393,354831],[297966,499020],[298018,548815],[299022,439160],[305071,385951],[307816,379715],[316439,559765],[316599,513297],[317357,513809],[334772,405715],[341914,413792],[352386,537924],[352438,578521],[353442,486110],[358045,542383],[368628,438640],[388696,455813],[393634,517902],[421088,485590],[427678,490495],[458204,517382],[479219,539585]
   ]
cell #1126 :
  |C| = 315
  W-rep = phi[[2, 1],[3, 1]]+phi[[2],[3, 2]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [171253],[194565],[202449],[224385],[227297],[235387],[235751],[236151],[244663],[258177],[258698],[261387],[261751],[262151],[268934],[269012],[270219],[276845],[279757],[293622],[293852],[294216],[295648],[295726],[296933],[303559],[304738],[312101],[312622],[315311],[315675],[316075],[324873],[324951],[327330],[329128],[329894],[331694],[339057],[339578],[348042],[348272],[348636],[350068],[350146],[351353],[360480],[360999],[363302],[363368],[371776],[374756],[374986],[375350],[378797],[378875],[381254],[383052],[383818],[385618],[395894],[395960],[404797],[404875],[406653],[407254],[409052],[409818],[412940],[413459],[415762],[415828],[431417],[437788],[438307],[439586],[440610],[440676],[445992],[446058],[454895],[454973],[463529],[463595],[466997],[468338],[469304],[469370],[484738],[485257],[493000],[496361],[496427],[510159],[512466],[512532],[522710],[529539],[535265],[535331],[552419],[552485],[557068],[571940],[587607],
     [143119,343391],[151108,213204],[151289,282525],[164581,370105],[171565,378544],[172444,237367],[172625,307948],[180666,318246],[180809,247165],[194877,404544],[195756,263367],[195937,334904],[200920,411602],[201928,271655],[202825,413214],[203585,343626],[203728,272176],[211531,422565],[212756,282161],[225768,436450],[226776,298369],[227673,438062],[228433,370340],[228576,298890],[234174,444847],[234314,376846],[235157,307354],[236919,307584],[244975,454642],[245854,317291],[246035,388828],[253287,462929],[260174,468159],[260314,402846],[261157,334310],[262919,334540],[269121,341062],[269453,342860],[278228,483400],[279236,352789],[280133,485012],[280893,422800],[281036,353310],[285332,357979],[285513,427810],[288794,492821],[288934,430745],[295835,367776],[296167,369574],[304672,376780],[307211,506091],[314098,511321],[314238,452944],[315081,388234],[316843,388464],[319682,392981],[321339,459916],[321482,393502],[325060,396632],[331628,402780],[334167,525471],[343214,531725],[343354,477695],[345062,424236],[350255,420236],[350587,422034],[354926,487626],[355769,427216],[357531,427446],[360933,430679],[369928,548879],[370068,499157],[378984,446730],[379810,506757],[380653,456751],[385552,452878],[388091,559829],[390447,457352],[390779,459150],[404984,470042],[405810,526137],[413393,477629],[414406,478367],[414738,486536],[422388,578585],[422528,538061],[424534,487560],[438241,499091],[439254,499829],[445026,511500],[447183,506691],[455082,513204],[455908,560495],[470495,526071],[476663,531904],[485191,537995],[486204,538733],[490590,582191],[498125,549058],[513657,560429],[517996,563897],[537029,578764],[542231,582125],[562193,597059],[574990,608354]
   ]
cell #1127 :
  |C| = 245
  W-rep = phi[[2, 2, 1],[2]]+phi[[2, 2],[2, 1]]
  special rep = phi[[2, 2],[2, 1]] , dim = 140
  orbit = [4, 4, 4, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [214640],[242539],[248311],[277167],[282498],[283683],[307921],[309717],[312988],[318524],[334877],[342678],[343904],[345704],[369392],[370618],[378315],[380942],[388801],[404315],[412628],[421852],[423078],[427783],[437476],[454413],[458968],[460194],[483028],[484426],[489095],[510956],[516218],[535691],[555945],
     [107324,161319],[131739,191327],[132990,258296],[146228,208269],[158240,221342],[158406,291175],[159425,223927],[167690,233117],[174901,241425],[176152,312220],[185626,252597],[185792,324282],[188450,327067],[188502,255633],[192441,268539],[198213,267425],[199464,339176],[205190,273802],[205356,345595],[206375,276387],[217985,360217],[218037,288098],[220995,290930],[224707,303881],[230038,300516],[230204,372309],[231223,303101],[235724,306521],[235890,378206],[238548,380991],[238600,309557],[252250,324037],[253997,325896],[254163,397320],[255793,336673],[259064,339944],[261724,333477],[261890,404206],[264548,406991],[264600,336513],[270445,412677],[270497,342518],[273455,345350],[288258,362096],[289432,431154],[289484,361936],[291284,372418],[294189,366342],[294355,435150],[297159,437525],[297211,369232],[300169,372064],[306174,377961],[315648,387401],[315814,454304],[323719,462079],[324391,397429],[325549,397075],[327018,406942],[328946,401574],[330120,466734],[330172,401414],[333130,403961],[348609,418802],[348775,482100],[351579,484475],[351631,421692],[359899,429703],[360168,431105],[364165,494911],[364837,435259],[365995,434905],[375323,443650],[375489,503562],[382870,451672],[384044,509896],[384096,451512],[387054,454059],[395235,462030],[399377,465283],[399646,466685],[408870,474984],[410044,529276],[410096,474824],[416625,533815],[417297,482209],[418455,481855],[433065,494862],[436078,504490],[441473,550969],[442145,503671],[443303,503317],[449475,508445],[449744,509847],[464392,566278],[467794,530336],[472787,527825],[473056,529227],[480015,533766],[494123,545274],[496787,552845],[501477,550920],[520963,566229],[521587,570817],[544161,583965]
   ]
cell #1128 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[3]]+phi[[2, 1],[3, 1]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [124131],[143617],[151134],[165079],[171418],[172470],[180646],[180903],[194730],[195782],[202640],[203565],[203822],[212029],[212763],[227488],[228413],[228670],[234294],[235411],[235951],[236926],[244828],[245880],[249859],[260294],[261411],[261951],[262926],[268958],[269128],[270240],[279948],[280873],[281130],[284306],[285358],[288914],[295672],[295842],[296954],[304759],[305973],[313611],[314218],[315335],[315875],[316850],[320394],[321319],[321576],[324897],[325067],[331715],[332929],[340851],[343334],[349619],[350092],[350262],[351374],[354906],[356023],[357538],[361020],[367565],[370048],[378821],[378991],[379790],[384643],[385639],[386853],[390284],[390454],[396421],[404821],[404991],[405790],[413480],[414243],[414413],[415953],[420025],[422508],[438328],[439091],[439261],[446183],[446519],[454919],[455089],[455888],[469495],[469831],[485278],[486041],[486211],[490570],[512657],[512993],[517833],[518003],[541231],[558225],
     [93334,142532],[110488,163994],[116299,171279],[133287,191790],[135679,194591],[142039,202095],[142296,202543],[149392,210944],[160048,224550],[161100,224411],[163501,226943],[163758,227391],[169580,234103],[170812,235394],[176449,241888],[178841,244689],[190372,258889],[191297,258344],[191554,258792],[192892,260103],[194124,261394],[199761,267888],[200787,268941],[202057,270202],[206998,277010],[208050,276871],[210451,279403],[210708,279851],[218867,288723],[221312,291223],[222429,293876],[223944,293859],[225635,295655],[226905,296916],[231846,303724],[232898,303585],[234065,304721],[240470,312813],[241395,312268],[241652,312716],[242990,314027],[244222,315318],[252567,324330],[253154,324880],[255480,327354],[255650,327337],[259687,340567],[260065,331677],[266470,339769],[267395,339224],[267652,339672],[271327,343143],[273772,345643],[274889,348296],[276404,348279],[278095,350075],[279365,351336],[287945,360504],[288115,360487],[288685,360982],[295199,376333],[298041,369857],[300486,372357],[301603,375010],[303118,374993],[306491,378254],[307078,378804],[309404,381278],[309574,381261],[313989,385601],[325866,397368],[330719,410643],[333447,404254],[334034,404804],[336360,407278],[336530,407261],[342365,412964],[342535,412947],[343105,413442],[352461,422317],[361783,431441],[361953,431424],[363493,440801],[366312,435198],[369079,437812],[369249,437795],[369819,438290],[387371,454352],[387958,454902],[396085,463720],[401261,467021],[401431,467004],[418772,482148],[421539,484762],[421709,484745],[422279,485240],[433915,496552],[443620,503610],[451359,510183],[451529,510166],[474671,529563],[474841,529546],[480865,535456],[502327,552610],[523867,573097]
   ]
cell #1129 :
  |C| = 245
  W-rep = phi[[2, 2, 1],[2]]+phi[[2, 2],[2, 1]]
  special rep = phi[[2, 2],[2, 1]] , dim = 140
  orbit = [4, 4, 4, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [356563],[385183],[391566],[419085],[424621],[425835],[447270],[448891],[451810],[457141],[470582],[477202],[478156],[479664],[498664],[499618],[505681],[507725],[513744],[525061],[531174],[537568],[538522],[542318],[548328],[559419],[562732],[563686],[577249],[578034],[581115],[593241],[596329],[606220],[616046],
     [222969,294416],[256762,329915],[258306,329877],[275429,348836],[291027,363389],[291185,363351],[292241,365794],[302143,375550],[310686,383839],[312230,383801],[324134,395981],[324292,395943],[327077,398486],[327119,398662],[331259,411183],[337642,409839],[339186,409801],[345447,415849],[345605,415811],[346661,418254],[360227,429945],[360269,430121],[363123,432480],[366625,443933],[372161,440697],[372319,440659],[373375,443102],[378058,446079],[378216,446041],[381001,448584],[381043,448760],[395715,462285],[397172,463616],[397330,463578],[398793,472203],[401712,475122],[404058,469391],[404216,469353],[407001,471896],[407043,472072],[412687,476895],[412729,477071],[415583,479430],[430252,493539],[431164,493232],[431206,493408],[432714,501126],[435002,496448],[435160,496410],[437535,498357],[437577,498533],[440431,500892],[445813,505447],[454156,512553],[454314,512515],[462089,519458],[462519,520612],[463350,520378],[464563,527105],[465832,523249],[466744,522942],[466786,523118],[469125,524827],[481952,535352],[482110,535314],[484485,537261],[484527,537437],[492108,543818],[492270,544554],[494921,545806],[495351,546960],[496182,546726],[503414,552506],[503572,552468],[508994,557607],[509906,557300],[509948,557476],[512287,559185],[519336,565071],[521818,566700],[521980,567436],[528374,572479],[529286,572172],[529328,572348],[533825,575512],[534255,576666],[535086,576432],[545684,584512],[547543,589866],[550979,588129],[551409,589283],[552240,589049],[556176,591819],[556338,592555],[566288,599171],[568122,603703],[571048,602281],[571210,603017],[575390,605259],[584196,611337],[585473,614687],[588007,613726],[599049,620967],[599334,622722],[610909,628355]
   ]
cell #1130 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[3]]+phi[[2, 1],[3, 1]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [124125],[143611],[151133],[165073],[171412],[172469],[180645],[180904],[194724],[195781],[202639],[203564],[203823],[212023],[212764],[227487],[228412],[228671],[234293],[235410],[235952],[236927],[244822],[245879],[249853],[260293],[261410],[261952],[262927],[268957],[269129],[270241],[279947],[280872],[281131],[284300],[285357],[288913],[295671],[295843],[296955],[304760],[305980],[313605],[314217],[315334],[315876],[316851],[320393],[321318],[321577],[324896],[325068],[331716],[332936],[340858],[343333],[349618],[350091],[350263],[351375],[354905],[356022],[357539],[361021],[367572],[370047],[378820],[378992],[379789],[384642],[385640],[386860],[390283],[390455],[396428],[404820],[404992],[405789],[413481],[414242],[414414],[415952],[420032],[422507],[438329],[439090],[439262],[446182],[446526],[454918],[455090],[455887],[469494],[469838],[485279],[486040],[486212],[490569],[512656],[513000],[517832],[518004],[541230],[558224],
     [93328,202621],[110482,227469],[116298,235858],[133281,258870],[135678,261858],[142023,342057],[142038,270234],[142297,270683],[149386,279929],[160042,224544],[161099,294323],[163485,368771],[163500,296948],[163759,297397],[169564,376663],[169579,304753],[170813,306002],[176443,312794],[178840,315782],[190371,258888],[191296,329909],[191555,330358],[192876,402663],[192891,331709],[194125,332958],[199755,339750],[200788,340880],[206992,277004],[208049,348743],[210435,421231],[210450,351368],[210709,351817],[218851,430562],[218866,361014],[221311,363383],[222428,293875],[223945,365823],[225636,367594],[231840,303718],[232897,375457],[240469,312812],[241394,383833],[241653,384282],[242974,452761],[242989,385633],[244223,386882],[252566,395975],[253155,396450],[255479,327353],[255651,398691],[259681,340561],[266469,339768],[267394,409833],[267653,410282],[271311,477512],[271326,413474],[273771,415843],[274888,348295],[276405,418283],[278096,420054],[287944,360503],[288116,430150],[295198,376332],[298025,498974],[298040,438322],[300485,440691],[301602,375009],[303119,443131],[306490,446073],[307079,446548],[309403,381277],[309575,448789],[325865,463610],[330718,410642],[333446,469385],[334035,469860],[336359,407277],[336531,472101],[342364,412963],[342536,477100],[352445,537878],[352460,485272],[361782,431440],[361954,493437],[363492,440800],[366311,496442],[369078,437811],[369250,498562],[387370,512547],[387959,513022],[396084,463719],[401260,467020],[401432,523147],[418771,535346],[421538,484761],[421710,537466],[433914,496551],[443619,552500],[451358,510182],[451530,557505],[474670,529562],[474842,572377],[480864,535455],[502326,552609],[523866,573096]
   ]
cell #1131 :
  |C| = 245
  W-rep = phi[[2, 2, 1],[2]]+phi[[2, 2],[2, 1]]
  special rep = phi[[2, 2],[2, 1]] , dim = 140
  orbit = [4, 4, 4, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [356564],[385184],[391567],[419086],[424622],[425842],[447271],[448892],[451817],[457148],[470583],[477203],[478163],[479671],[498665],[499625],[505688],[507760],[513745],[525068],[531209],[537569],[538529],[542319],[548363],[559426],[562733],[563693],[577250],[578069],[581122],[593248],[596364],[606255],[616165],
     [191281,400953],[221296,432641],[222970,294417],[241379,451051],[252551,462446],[255377,464590],[256763,329916],[267379,474363],[273756,479591],[275430,348837],[287842,492297],[290903,432487],[291028,363390],[292248,365801],[300470,501053],[302144,375551],[306475,505608],[309301,507752],[310687,383840],[324010,462292],[324135,395982],[325850,520539],[327126,398669],[331260,411184],[333431,524988],[336257,527132],[337643,409840],[342262,531201],[345323,479437],[345448,415850],[346668,418261],[360276,430128],[361680,544581],[366296,546887],[366626,443934],[368976,548355],[372037,500899],[372162,440698],[373382,443109],[377934,505454],[378059,446080],[381050,448767],[387355,559346],[395468,565098],[397048,520385],[397173,463617],[398794,472204],[401158,567463],[401719,475129],[403934,524834],[404059,469392],[407050,472079],[412736,477078],[418756,576593],[421436,578061],[429676,543825],[430253,493540],[431213,493415],[432721,501133],[433298,584539],[434878,546733],[435003,496449],[437584,498540],[443604,589210],[451256,592582],[454032,559192],[454157,512554],[461868,565106],[462526,520619],[464598,527140],[465256,566707],[465833,523250],[466793,523125],[474568,603044],[480248,605286],[481828,576439],[481953,535353],[484534,537444],[492305,544589],[494700,584547],[495358,546967],[501710,613753],[503290,589056],[503415,552507],[508418,591826],[508995,557608],[509955,557483],[521196,620994],[522015,567471],[527798,602288],[528375,572480],[529335,572355],[533604,605294],[534262,576673],[545247,611344],[547544,589867],[550758,613761],[551416,589290],[556373,592590],[566067,621002],[568129,603710],[571245,603052],[583313,628474],[585508,614722],[599453,622841]
   ]
cell #1132 :
  |C| = 245
  W-rep = phi[[2, 2, 1],[2]]+phi[[2, 2],[2, 1]]
  special rep = phi[[2, 2],[2, 1]] , dim = 140
  orbit = [4, 4, 4, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [356477],[385097],[391654],[419173],[425368],[425929],[448017],[448979],[451904],[457855],[471329],[477290],[478870],[479758],[489585],[498752],[500332],[505775],[507767],[514491],[516538],[517033],[525155],[531216],[536011],[537656],[539236],[541090],[548370],[558084],[559513],[562426],[576943],[578076],[591878],
     [132965,466585],[158381,494437],[176127,509747],[185767,519698],[188333,521357],[199439,529127],[205331,533341],[217868,543931],[220888,494336],[222883,366483],[230179,550495],[235865,554056],[238431,555715],[251582,462499],[252143,519597],[254138,565804],[256850,401006],[261865,568928],[264431,570587],[270328,573637],[273348,533240],[275343,418943],[287145,492429],[289315,583735],[291774,432694],[292335,434732],[294330,585245],[297042,586254],[300062,550394],[302057,443791],[305506,505661],[306067,553955],[310774,451104],[315789,594047],[323602,598442],[325442,565703],[327833,464722],[330003,599875],[331173,411097],[332462,525041],[333023,568827],[337730,474416],[341565,531333],[346194,479644],[346755,481682],[348750,605992],[351462,607001],[359792,583274],[364048,611516],[365327,546940],[365888,585144],[366713,444021],[368279,548487],[372908,501106],[373469,503144],[375464,614459],[381757,507884],[383927,616587],[386386,559399],[386947,593946],[395161,565113],[397919,520592],[398881,472291],[399270,599414],[399966,523337],[400461,567595],[401806,475216],[407757,527264],[409927,623263],[416508,624619],[417787,576646],[418348,605891],[420739,578193],[430340,493627],[431920,544713],[432808,501220],[432991,584554],[433774,547054],[441356,629736],[442635,589263],[443196,614358],[449368,616126],[450064,557695],[450559,592714],[462613,520706],[464275,633988],[464605,527147],[465526,567478],[472680,622802],[473376,572567],[473871,603176],[479941,605301],[480724,576760],[492312,544596],[494016,628435],[497107,553165],[501403,613768],[502186,589377],[508688,592597],[520889,621009],[523726,572956],[528068,603059],[543877,611396],[547237,589560],[566759,602340]
   ]
cell #1133 :
  |C| = 245
  W-rep = phi[[2, 2, 1],[2]]+phi[[2, 2],[2, 1]]
  special rep = phi[[2, 2],[2, 1]] , dim = 140
  orbit = [4, 4, 4, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [125149],[147680],[152067],[176729],[180967],[181905],[203886],[205481],[208384],[213050],[228734],[236015],[237213],[238904],[262015],[263213],[270801],[273389],[281194],[297515],[306108],[315939],[317137],[321640],[333064],[351935],[356627],[357825],[385247],[386988],[392127],[419646],[425970],[451945],[479799],
     [50800,133465],[66303,160888],[66733,223913],[75919,176627],[84067,188774],[84109,255619],[85005,191263],[90791,199939],[96009,207838],[96439,276373],[103456,218309],[103498,288084],[105569,290844],[105734,221278],[108776,169142],[113163,232686],[113593,303087],[118425,238872],[118467,309543],[119363,241361],[127772,323951],[127937,252533],[130321,255279],[133567,200041],[137805,264872],[137847,336499],[138743,267361],[142360,270769],[142402,342504],[144473,345264],[144638,273738],[155227,287744],[156936,289756],[156978,361922],[158531,230329],[161434,233232],[163822,297483],[163864,369218],[165935,371978],[166100,300452],[170934,377875],[171099,306457],[173483,309203],[185917,254288],[186950,396989],[187115,325832],[188806,264904],[191618,330444],[191660,401400],[194246,403875],[194411,333413],[196795,336159],[202177,342164],[210772,351903],[210814,421678],[217476,429617],[218341,289788],[219444,361582],[220929,300103],[223033,294480],[224066,434819],[224231,366278],[227025,368878],[241716,384368],[241758,451498],[244344,453973],[244509,387337],[251772,395370],[252184,325483],[256458,465197],[257323,330476],[258426,401060],[267716,410368],[267758,474810],[275493,348900],[276526,481769],[276691,418738],[279485,421338],[287186,359833],[291964,433200],[292376,365929],[302207,375614],[303240,503231],[303405,443586],[310382,508359],[311247,384400],[312350,451158],[327874,399311],[331323,411247],[337338,527739],[338203,410400],[339306,474470],[346384,480150],[346796,418389],[362761,545188],[367186,444494],[373098,501612],[373510,443237],[381798,449409],[398109,521098],[401847,475257],[407798,472721],[431961,494057],[432849,501261],[462654,520747]
   ]
cell #1134 :
  |C| = 245
  W-rep = phi[[2, 1],[2, 2]]+phi[[1, 1],[3, 2]]
  special rep = phi[[2, 1],[2, 2]] , dim = 140
  orbit = [4, 4, 3, 3]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [137042],[162585],[186645],[192710],[218685],[223761],[225431],[251699],[252950],[257667],[276221],[287252],[291891],[293142],[302935],[311591],[327940],[335896],[338547],[346311],[347562],[371266],[373025],[374276],[381864],[398036],[403072],[406173],[407864],[430971],[432027],[436693],[463172],[468139],[492801],
     [78920,246893],[94229,271904],[99935,212885],[100213,152497],[111383,298618],[115922,305696],[117384,237048],[117662,180204],[124001,181009],[135302,332652],[136764,263048],[141123,209535],[141665,341606],[141892,269936],[143487,203928],[150287,353038],[160723,365517],[163127,368320],[163354,296650],[164949,228776],[169398,242808],[170408,305623],[170629,236743],[178464,386576],[179926,316972],[183119,393230],[190923,400502],[191150,329611],[193720,332579],[193941,262743],[200583,277891],[201418,271145],[201566,341672],[207673,417977],[210077,420780],[210304,351070],[211899,281236],[214044,425558],[215506,357660],[223540,365444],[226266,297859],[226414,368386],[232521,442825],[234677,306874],[238207,448207],[241021,450600],[241248,383535],[243818,386503],[244039,316667],[247907,457896],[248134,391262],[249729,321682],[257815,400568],[260677,333830],[264207,471519],[267021,473912],[267248,409535],[272918,478911],[273145,415221],[276000,417904],[278726,352279],[278874,420846],[283296,425485],[283517,357355],[284981,489775],[299632,500373],[299859,440069],[302714,442752],[306737,505816],[308719,448134],[308940,389820],[311739,450666],[314601,387754],[318131,514681],[319172,392471],[319320,457962],[320945,517074],[321172,459633],[333693,525196],[335675,471446],[338695,473978],[342790,477921],[344552,423726],[344700,478977],[354052,539277],[354279,487019],[355289,426736],[357134,489702],[369504,499383],[371414,500439],[377072,453170],[378411,506334],[380173,456271],[387617,559554],[389599,514608],[392619,517140],[404411,525714],[411845,483643],[412574,531705],[421964,538287],[423874,539343],[437422,548859],[444827,511301],[454509,560072],[484372,578565]
   ]
cell #1135 :
  |C| = 245
  W-rep = phi[[2, 2, 1],[2]]+phi[[2, 2],[2, 1]]
  special rep = phi[[2, 2],[2, 1]] , dim = 140
  orbit = [4, 4, 4, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [248727],[277583],[283833],[313138],[319374],[319920],[344754],[345854],[349145],[355486],[371468],[378465],[380370],[381441],[392673],[404465],[406370],[413127],[415627],[423928],[426373],[426933],[437975],[445857],[452348],[454563],[456468],[458818],[469169],[482878],[484925],[488751],[510612],[512331],[533911],
     [67141,365797],[84192,398665],[96847,418257],[103581,430124],[105580,432483],[114001,443105],[118550,448763],[127783,462288],[130310,398490],[132155,258981],[137930,472075],[142485,477074],[144484,479433],[154670,360524],[155216,429949],[157061,493411],[159575,293896],[163947,498536],[165946,500895],[170945,505450],[173472,448588],[175317,312905],[184776,395947],[186961,520381],[189352,327374],[189898,329881],[191743,523121],[194257,524830],[196784,471900],[198629,339861],[201620,412984],[202166,476899],[206525,348316],[210897,537440],[217487,543821],[219433,493236],[221892,363355],[224077,546729],[225123,304297],[226468,437832],[227014,498361],[231373,375030],[234874,446045],[239450,381298],[239996,383805],[241841,557479],[244355,559188],[251761,519462],[256469,566703],[257869,467041],[258415,522946],[259214,340094],[260874,469357],[265450,407298],[265996,409805],[267841,572351],[274352,415815],[276537,576435],[278928,484782],[279474,537265],[287095,492152],[290334,431461],[291434,372568],[291953,545810],[292779,435409],[293339,496414],[294725,375859],[301066,440663],[303251,589052],[310393,591822],[311793,510203],[312339,557304],[314798,512519],[324541,397579],[326446,463582],[327517,407441],[327783,521862],[328796,467184],[337349,602284],[338749,529583],[339295,572176],[346373,575516],[347199,482359],[347759,535318],[360667,431604],[362772,611340],[363167,440475],[364493,496226],[373087,588133],[373913,503821],[374473,552472],[381707,556220],[382720,510346],[395759,463394],[398098,599175],[402250,475660],[407707,571092],[408720,529726],[416953,535130],[431870,584240],[435928,504340],[441801,552284],[462175,566374],[467450,529992],[495007,551065]
   ]
cell #1136 :
  |C| = 245
  W-rep = phi[[2, 2, 1],[2]]+phi[[2, 2],[2, 1]]
  special rep = phi[[2, 2],[2, 1]] , dim = 140
  orbit = [4, 4, 4, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [248790],[277646],[283737],[313042],[318578],[319815],[343958],[345758],[349040],[354681],[370672],[378369],[379565],[381336],[404369],[405565],[413022],[415617],[423132],[437870],[445847],[454467],[455663],[460248],[469159],[484820],[489149],[490345],[511010],[512321],[516612],[536085],[540895],[557889],[575587],
     [108011,293828],[130724,327306],[132218,191806],[146915,348248],[155630,360456],[158134,363143],[159479,223981],[168377,374962],[173886,381230],[175380,241904],[185520,395735],[188407,327081],[188556,255687],[189793,258310],[197198,407230],[198692,267904],[202580,412916],[205084,415603],[206429,276441],[217942,360231],[218091,288152],[219847,431393],[221087,291189],[225186,304360],[227428,437764],[229932,440451],[231277,303155],[235618,445833],[238505,381005],[238654,309611],[239891,312234],[252342,324296],[253891,463370],[258829,466973],[259118,339998],[261618,469145],[264505,407005],[264654,336567],[265891,339190],[270402,412691],[270551,342572],[273547,345609],[279888,484714],[287493,492128],[289389,431168],[289538,361990],[291338,372472],[294083,496202],[294620,375754],[297116,437539],[297265,369286],[300261,372323],[306266,378220],[312753,510135],[315542,512307],[323676,462093],[324445,397483],[325641,397334],[327412,407336],[328181,521838],[330077,466748],[330226,401468],[333222,404220],[339709,529515],[348503,535106],[351536,484489],[351685,421746],[359597,492142],[360562,431499],[363157,440465],[364122,494925],[364891,435313],[366087,435164],[375217,552260],[382105,556196],[384001,509910],[384150,451566],[387146,454318],[395749,463384],[399075,521852],[400040,467079],[408105,571068],[410001,529290],[410150,474878],[416582,533829],[417351,482263],[418547,482114],[432268,584216],[433579,496216],[441430,550983],[442199,503725],[443395,503576],[449173,556210],[450138,510241],[464349,566292],[467848,530390],[472485,571082],[473450,529621],[480529,535120],[493821,584230],[497181,553239],[501991,552274],[519533,599246],[523531,572761],[545881,588204]
   ]
cell #1137 :
  |C| = 175
  W-rep = phi[[2, 2, 2],[1]]+phi[[2, 1],[2, 2]]
  special rep = phi[[2, 1],[2, 2]] , dim = 140
  orbit = [4, 4, 3, 3]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 140
     105 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [100621],[120800],[123944],[124084],[143430],[143570],[144910],[150987],[164892],[165032],[170572],[171371],[172323],[173516],[193884],[194683],[195635],[201632],[201807],[202210],[204935],[211842],[211982],[223704],[226480],[226655],[227058],[234918],[235469],[243982],[244781],[245733],[249672],[249812],[257881],[258056],[260918],[261469],[269702],[276164],[278940],[279115],[279518],[283460],[284259],[285211],[293383],[296416],[302878],[308883],[311805],[311980],[313564],[314842],[315393],[319386],[319561],[319964],[329377],[335839],[338761],[338936],[344766],[344941],[347803],[349189],[350836],[355530],[356081],[357298],[371480],[371655],[374517],[378477],[380414],[381485],[383301],[384701],[389763],[391028],[392685],[392860],[404477],[406414],[409301],[413171],[414987],[416011],[423940],[424115],[426977],[438019],[439835],[446241],[448605],[454575],[456512],[459399],[469553],[476916],[484969],[486785],[498378],[512715],[537282],
     [86442,140180],[106006,166372],[128209,187387],[130354,196828],[155260,219477],[157985,229783],[160001,224503],[184820,251805],[185371,253742],[189942,258459],[206951,276963],[217242,287344],[221936,291997],[222487,293934],[231799,303677],[240040,312383],[256224,328032],[259640,340520],[266040,339339],[274396,346417],[274947,348354],[294769,375903],[301110,373131],[301661,375068],[310148,381956],[326490,398142],[327561,407485],[330777,410701],[337104,407956],[360711,431648],[362527,432119],[363551,440859],[396143,463778],[398507,471917],[429966,493253]
   ]
cell #1138 :
  |C| = 245
  W-rep = phi[[2, 2, 1],[2]]+phi[[2, 2],[2, 1]]
  special rep = phi[[2, 2],[2, 1]] , dim = 140
  orbit = [4, 4, 4, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [125185],[147716],[152075],[176737],[180975],[181906],[203894],[205489],[208385],[213051],[228742],[236023],[237214],[238905],[262023],[263214],[270802],[273390],[281202],[297516],[306109],[315947],[317138],[321648],[333065],[351936],[356635],[357826],[385255],[386989],[392128],[419647],[425971],[451946],[479800],
     [50836,86378],[66311,108046],[75955,120736],[84075,130759],[85006,132969],[90827,140116],[96017,146950],[103464,155665],[105735,158385],[106818,160813],[108812,169178],[113171,168412],[118433,173921],[119364,176131],[127938,185771],[130322,188337],[130497,188699],[133575,200049],[137813,197233],[138744,199443],[142368,202615],[144639,205335],[145722,207763],[155228,217872],[155403,218234],[156944,219882],[157991,220914],[158539,230337],[161435,233233],[163830,227463],[166101,230183],[167184,232611],[171100,235869],[173484,238435],[173659,238797],[185377,252169],[185925,254296],[187116,254142],[188807,264905],[191626,258864],[194412,261869],[196796,264435],[196971,264797],[202178,270332],[202353,270694],[204941,273374],[210780,279923],[218342,289789],[219445,289319],[219620,289681],[220930,300104],[223041,294488],[224232,294334],[227026,297046],[227201,297408],[229789,300088],[235475,306093],[241724,312788],[244510,315793],[251773,323606],[252185,325484],[253748,325468],[257324,330477],[258427,330007],[258602,330369],[261475,333049],[267724,339744],[275501,348908],[276692,348754],[279486,351466],[279661,351828],[287187,359834],[287350,359818],[291965,364052],[292377,365930],[293940,365914],[302215,375622],[303406,375468],[311248,384401],[312351,383931],[312526,384293],[315399,386973],[327875,399312],[328038,399296],[331331,411255],[338204,410401],[339307,409931],[339482,410293],[346385,416512],[346797,418390],[348360,418374],[367187,444495],[373099,441360],[373511,443238],[375074,443222],[381799,449410],[381962,449394],[398110,464279],[401848,475258],[407799,472722],[407962,472706],[431962,494058],[432125,494042],[432850,501262],[462655,520748]
   ]
cell #1139 :
  |C| = 245
  W-rep = phi[[2, 2, 1],[2]]+phi[[2, 2],[2, 1]]
  special rep = phi[[2, 2],[2, 1]] , dim = 140
  orbit = [4, 4, 4, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [392112],[419631],[425875],[451850],[457181],[458348],[478196],[479704],[482408],[487444],[499658],[505721],[506575],[507951],[525101],[525955],[531400],[533244],[538562],[548554],[553959],[559459],[560313],[563726],[568831],[578260],[581155],[582009],[593281],[593950],[596555],[606446],[609019],[616885],[624652],
     [223933,365800],[255639,398668],[257308,330461],[276393,418260],[288104,430127],[290936,432486],[292281,365834],[303107,443108],[309563,448766],[311232,384385],[324043,462291],[327047,464591],[327159,398702],[328326,400954],[336519,472078],[338188,410385],[342524,477077],[345356,479436],[346701,418294],[360197,492298],[360309,430161],[361942,493414],[363186,432642],[367171,444479],[369238,498539],[372070,500898],[373415,443142],[377967,505453],[380971,507753],[381083,448800],[382250,451052],[395778,462447],[397081,520384],[401420,523124],[401752,475162],[403967,524833],[406971,527133],[407083,472112],[408250,474364],[412657,531202],[412769,477111],[415646,479592],[421698,537443],[429709,543824],[431134,544582],[431246,493448],[432754,501166],[434911,546732],[435458,503870],[437505,548356],[437617,498573],[440494,501054],[445876,505609],[451518,557482],[454065,559191],[462059,565099],[462559,520652],[463413,520540],[464789,527331],[465289,566706],[466714,567464],[466826,523158],[469188,524989],[474830,572354],[481861,576438],[484455,578062],[484567,537477],[491945,583278],[492496,544780],[494340,550398],[494891,584540],[495391,547000],[496245,546888],[503323,589055],[508451,591825],[509876,592583],[509988,557516],[512350,559347],[519601,565707],[521655,599418],[522206,567662],[527831,602287],[529256,603045],[529368,572388],[533795,605287],[534295,576706],[535149,576594],[545280,611343],[545949,585148],[550949,613754],[551449,589323],[552303,589211],[556013,616130],[556564,592781],[566258,620995],[568162,603743],[570885,622806],[571436,603243],[575655,605895],[584033,628439],[585699,614913],[588272,614362],[598475,634021],[600173,623561],[611549,629769]
   ]
cell #1140 :
  |C| = 175
  W-rep = phi[[2, 2, 2],[1]]+phi[[2, 1],[2, 2]]
  special rep = phi[[2, 1],[2, 2]] , dim = 140
  orbit = [4, 4, 3, 3]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 140
     105 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [214134],[242033],[246894],[247069],[271905],[272080],[273839],[282249],[298619],[298794],[305697],[306558],[307672],[309209],[332653],[333514],[334628],[341607],[341770],[342170],[345244],[353039],[353214],[365518],[368321],[368484],[368884],[377347],[377855],[386577],[387438],[388552],[393231],[393406],[400503],[400666],[403347],[403855],[412086],[417978],[420781],[420944],[421344],[425559],[426420],[427534],[434291],[436934],[442826],[448208],[450601],[450764],[452395],[453445],[453953],[457897],[458060],[458460],[466143],[471520],[473913],[474076],[478912],[479075],[481241],[482520],[483884],[488127],[488635],[489776],[500374],[500537],[502703],[505817],[507258],[508063],[509305],[510496],[514682],[515676],[517075],[517238],[525197],[526638],[528685],[531512],[532754],[533470],[539278],[539441],[541607],[548666],[549908],[554185],[555727],[559555],[560996],[563043],[569057],[573649],[578372],[579614],[586266],[594176],[607013],
     [191935,268033],[221379,300553],[252634,325933],[255285,336165],[287750,361588],[290824,371958],[292826,366379],[323423,395376],[323931,396969],[328438,401066],[347246,418839],[359626,429597],[363869,433206],[364377,434799],[373960,443687],[382362,451164],[399104,465177],[402297,475707],[408362,474476],[416329,480156],[416837,481749],[435570,503982],[441177,501618],[441685,503211],[449202,508339],[464096,521104],[464901,527443],[467334,529876],[472514,527719],[492608,544892],[493850,545168],[494566,550624],[519827,565933],[521369,570599],[543943,583747]
   ]
cell #1141 :
  |C| = 245
  W-rep = phi[[2, 2, 1],[2]]+phi[[2, 2],[2, 1]]
  special rep = phi[[2, 2],[2, 1]] , dim = 140
  orbit = [4, 4, 4, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [182359],[208838],[214202],[242101],[247137],[248258],[272148],[273907],[277114],[282445],[298862],[306626],[307868],[309664],[333582],[334824],[342625],[345289],[353282],[369339],[377900],[387506],[388748],[393474],[403900],[421799],[426488],[427730],[452463],[453998],[458915],[482975],[488680],[510541],[533515],
     [85459,133422],[106886,160881],[119817,176584],[130565,188767],[131686,191274],[139197,199896],[145790,207831],[155471,218302],[158187,221289],[159420,223922],[161888,233686],[167252,232679],[173727,238865],[174848,241372],[185573,252544],[188418,255370],[188497,255628],[192003,268101],[197039,264865],[198160,267372],[202421,270762],[205137,273749],[206370,276382],[217953,287835],[218032,288093],[219688,289749],[220990,290925],[221447,300621],[224654,303828],[227269,297476],[229985,300463],[231218,303096],[235671,306468],[238516,309294],[238595,309552],[252245,324032],[252702,326001],[253944,325843],[255740,336620],[258670,330437],[261671,333424],[264516,336250],[264595,336508],[270413,342255],[270492,342513],[273450,345345],[279729,351896],[288205,362043],[289400,361673],[289479,361931],[290869,372003],[292894,366447],[294136,366289],[297127,368969],[297206,369227],[300164,372059],[306169,377956],[312594,384361],[315595,387348],[323687,395461],[323976,397014],[325544,397070],[328893,401521],[330088,401151],[330167,401409],[333125,403956],[339550,410361],[347314,418907],[348556,418749],[351547,421429],[351626,421687],[359671,429642],[359894,429698],[364133,433291],[364422,434844],[365990,434900],[374028,443755],[375270,443597],[382817,451619],[384012,451249],[384091,451507],[387049,454054],[399149,465222],[399372,465278],[402365,475775],[408817,474931],[410012,474561],[410091,474819],[416593,480241],[416882,481794],[418450,481850],[436025,504437],[441441,501703],[441730,503256],[443298,503312],[449247,508384],[449470,508440],[464360,521189],[467379,529921],[472559,527764],[472782,527820],[493895,545213],[494118,545269],[494611,550669],[519872,565978]
   ]
cell #1142 :
  |C| = 175
  W-rep = phi[[2, 2, 2],[1]]+phi[[2, 1],[2, 2]]
  special rep = phi[[2, 1],[2, 2]] , dim = 140
  orbit = [4, 4, 3, 3]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 140
     105 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [283678],[312983],[318440],[318519],[343820],[343899],[345699],[354584],[370534],[370613],[377611],[378310],[379468],[380937],[403611],[404310],[405468],[412131],[412354],[412623],[415519],[422994],[423073],[434555],[436979],[437202],[437471],[445328],[445749],[453709],[454408],[455566],[460110],[460189],[466188],[466411],[468640],[469061],[476420],[481505],[483929],[484152],[484421],[488391],[489090],[490248],[495697],[497882],[502967],[507522],[509350],[509573],[510951],[511802],[512223],[515721],[515944],[516213],[522467],[526902],[528730],[528953],[532799],[533022],[534601],[535686],[536786],[540376],[540797],[541871],[549953],[550176],[551755],[554230],[555316],[555940],[556825],[557791],[561260],[561950],[563088],[563311],[569102],[570188],[571697],[573862],[574747],[575279],[579659],[579882],[581461],[586479],[587364],[590450],[591538],[594221],[595307],[596816],[600912],[604088],[607226],[608111],[612555],[617624],[625658],
     [259059,339939],[291279,372413],[324386,397424],[327013,406937],[360163,431100],[363059,440367],[364832,435254],[395230,462025],[395651,463286],[399641,466680],[417292,482204],[429470,492044],[433060,494857],[433481,496118],[442140,503666],[449739,509842],[465050,521754],[467789,530331],[473051,529222],[480010,533761],[480431,535022],[496782,552840],[501472,550915],[501893,552176],[508212,556112],[520958,566224],[521582,570812],[523433,572663],[527592,570984],[544156,583960],[545041,584132],[545573,587896],[565331,598938],[566419,602000],[583341,611056]
   ]
cell #1143 :
  |C| = 175
  W-rep = phi[[2, 2],[2, 1]]+phi[[1],[3, 3]]
  special rep = phi[[2, 2],[2, 1]] , dim = 140
  orbit = [4, 4, 4, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 140
     105 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [85954],[107499],[120312],[130664],[132351],[139692],[146403],[155570],[158281],[160137],[165709],[167865],[173826],[175513],[185667],[188325],[188594],[196176],[197138],[198825],[202520],[205231],[207087],[217860],[218129],[219787],[220904],[225982],[227368],[229055],[230079],[231935],[235765],[238423],[238692],[252159],[253501],[254038],[258769],[260365],[261765],[264423],[264692],[270320],[270589],[273364],[279828],[288985],[289307],[289576],[293693],[294230],[295481],[297034],[297303],[300078],[306083],[312693],[315689],[323594],[324706],[325458],[329673],[329995],[330264],[333039],[339649],[348113],[348650],[351454],[351723],[359742],[359808],[364040],[365152],[365904],[374827],[375364],[383597],[383919],[384188],[386963],[399220],[399286],[406724],[409597],[409919],[410188],[416500],[417612],[418364],[440131],[441348],[442460],[443212],[449318],[449384],[464267],[471154],[472630],[472696],[493966],[494032],[497737],[520268],
     [124761,182854],[144247,212659],[151528,214815],[172864,246274],[180880,247236],[181288,248923],[201134,278442],[203799,272247],[204207,281515],[212947,282539],[228647,298961],[234365,314289],[235228,307425],[237110,307962],[261228,334381],[263110,334918],[268767,349901],[269998,343405],[281107,353381],[296712,370119],[305331,378630],[315152,388305],[317034,388842],[321553,393573],[332287,404630],[351132,422579],[355840,427287],[357722,427824],[380724,456822],[386211,454728],[391324,459695],[415283,487081],[425193,489410],[447842,514316],[476275,536641]
   ]
cell #1144 :
  |C| = 245
  W-rep = phi[[2, 1],[2, 2]]+phi[[1, 1],[3, 2]]
  special rep = phi[[2, 1],[2, 2]] , dim = 140
  orbit = [4, 4, 3, 3]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [263621],[295917],[325142],[331542],[360847],[365588],[367430],[395294],[396286],[400325],[418048],[429534],[433124],[434116],[442896],[450423],[465114],[471590],[473735],[480074],[481066],[500196],[501536],[502528],[508276],[521022],[524306],[526463],[527656],[544485],[545105],[547901],[565605],[568335],[583537],
     [180858,318347],[203777,343727],[212976,354498],[213458,284395],[228625,370441],[235206,377518],[237139,379382],[237621,317545],[246964,318616],[261206,403518],[263139,405382],[269203,350337],[269761,412202],[270027,412268],[271975,343996],[281085,422901],[293671,434462],[296475,437050],[296741,437116],[298689,370710],[304586,385466],[305527,445392],[305767,379066],[315130,453616],[317063,455480],[321531,460017],[329436,466259],[329702,466325],[332483,468704],[332723,405066],[340716,419890],[341429,413307],[341551,476484],[348091,481412],[350895,484000],[351161,484066],[353109,423170],[355818,488298],[357751,490162],[365348,495761],[368143,438155],[368265,497946],[374805,502874],[377172,446384],[380702,507429],[383360,509421],[383626,509487],[386407,511866],[386647,455164],[391087,515792],[391353,515858],[393301,460286],[400447,522531],[403172,469696],[406702,526809],[409360,528801],[409626,528867],[415046,532870],[415312,532936],[417808,534665],[420603,485105],[420725,536850],[425389,540440],[425629,489846],[427265,541778],[439894,550024],[440160,550090],[442656,551819],[446300,554626],[448038,555380],[448278,514752],[450545,556889],[453270,512858],[456800,561167],[457719,516897],[457841,562014],[459458,563159],[459724,563225],[469612,569498],[471350,570252],[473857,571761],[477311,574191],[478734,539100],[478856,574811],[486844,579730],[487110,579796],[487952,541432],[489606,581525],[498773,586808],[500318,587428],[504926,558664],[505761,590724],[507083,560821],[512774,594617],[514512,595371],[517019,596880],[525141,601186],[530747,577607],[531153,604284],[537677,607555],[539222,608175],[548307,612751],[553463,593454],[559499,617898],[578013,625854]
   ]
cell #1145 :
  |C| = 245
  W-rep = phi[[2, 1],[2, 2]]+phi[[1, 1],[3, 2]]
  special rep = phi[[2, 1],[2, 2]] , dim = 140
  orbit = [4, 4, 3, 3]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [335294],[367844],[396700],[402567],[430466],[434530],[436248],[461962],[462727],[466046],[481480],[491999],[494794],[495559],[502942],[509208],[521709],[526877],[528588],[533698],[534463],[549811],[550852],[551617],[556067],[566161],[568485],[570050],[570939],[583687],[584087],[585970],[598732],[600477],[610937],
     [247003,390163],[272014,414122],[282354,424510],[282915,356753],[298728,438970],[305806,445548],[307777,447159],[308338,389218],[318415,390328],[332762,468860],[334733,470471],[341130,420304],[341620,476518],[341875,476639],[343795,414287],[353148,485920],[365627,495917],[368334,497980],[368589,498101],[370509,439135],[376567,452665],[377357,505124],[377586,446798],[386686,512022],[388657,513633],[393340,517712],[400516,522565],[400771,522686],[403357,524504],[403586,470110],[411400,483198],[411989,477416],[412076,530903],[418087,534821],[420794,536884],[421049,537005],[422969,486085],[425668,540596],[427639,542207],[434301,546403],[436837,498878],[436924,548057],[442935,551975],[445190,505889],[448317,555536],[450614,556923],[450869,557044],[453455,558862],[453684,513272],[457910,562048],[458165,562169],[460085,517877],[466133,567165],[468502,525269],[471629,570408],[473926,571795],[474181,571916],[478925,574845],[479180,574966],[481251,576109],[483787,537782],[483874,577763],[488137,580558],[488366,541846],[489885,581681],[500387,587462],[500642,587583],[502713,588726],[505830,590758],[507268,591280],[507497,561235],[509295,592284],[511664,559627],[514791,595527],[515579,562946],[515666,596058],[517088,596914],[517343,597035],[525210,601220],[526648,601742],[528675,602746],[531522,604434],[532657,579517],[532744,604834],[539291,608209],[539546,608330],[540238,581323],[541617,609473],[548676,612901],[549898,613301],[553613,593604],[554175,615444],[555178,595169],[559568,617932],[561006,618454],[563033,619458],[569047,622120],[573353,606717],[573614,624040],[578382,626004],[579604,626404],[586231,629157],[590015,617189],[594166,632095],[606978,636507]
   ]
cell #1146 :
  |C| = 126
  W-rep = phi[[3, 1, 1],[1, 1]]
  special rep = phi[[3, 1, 1],[1, 1]] , dim = 126
  orbit = [6, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [81217],[102603],[106381],[126188],[127065],[131177],[131910],[132048],[145285],[154420],[158857],[159643],[159756],[166747],[174339],[175072],[175210],[187762],[189102],[189979],[190106],[197651],[198384],[198522],[205807],[206593],[206706],[217668],[220300],[224878],[225016],[230655],[231441],[231554],[239200],[240077],[240204],[248482],[248620],[251525],[251969],[254614],[256650],[257488],[259282],[259395],[265200],[266077],[266204],[277338],[277476],[283901],[284014],[287112],[287530],[290084],[291717],[292161],[292960],[294806],[294933],[304052],[304190],[310574],[311412],[313206],[313319],[320001],[320128],[323100],[323223],[323298],[327800],[328218],[328560],[329004],[337530],[338368],[340162],[340275],[346137],[346581],[347380],[349226],[349353],[359024],[359451],[362953],[363669],[363744],[364510],[372851],[373295],[374094],[375940],[376067],[381724],[382142],[382484],[382928],[394637],[397862],[398306],[398929],[399662],[407724],[408142],[408484],[408928],[416129],[416204],[416970],[431887],[432305],[440977],[441052],[441818],[449027],[449760],[463896],[463971],[472339],[473072],[491818],[493675],[519177]
   ]
cell #1147 :
  |C| = 126
  W-rep = phi[[3, 1, 1],[1, 1]]
  special rep = phi[[3, 1, 1],[1, 1]] , dim = 126
  orbit = [6, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [154568],[159979],[184698],[189250],[190306],[206929],[216268],[217121],[221814],[222630],[222892],[231777],[239348],[240404],[251368],[256103],[256951],[259618],[265348],[266404],[274274],[275090],[275352],[284237],[290232],[291560],[292413],[294583],[295133],[300988],[301804],[302066],[310027],[310875],[313542],[320328],[323819],[326368],[330590],[330920],[331182],[336983],[337831],[340498],[345980],[346833],[349003],[349553],[356224],[356486],[359860],[360018],[362406],[364265],[365956],[366492],[366814],[372694],[373547],[375717],[376267],[384514],[384844],[385106],[391755],[395397],[395508],[397705],[399338],[399496],[401087],[401884],[410514],[410844],[411106],[416725],[418416],[418952],[419274],[426007],[429286],[429376],[429584],[433227],[433338],[434786],[441573],[443264],[443800],[444122],[449436],[449594],[451185],[451982],[461513],[461799],[464492],[464956],[465164],[472748],[472906],[474497],[475294],[480177],[480288],[481736],[491646],[494084],[494242],[494631],[501639],[501750],[503198],[508118],[508326],[521125],[521236],[527498],[527706],[533535],[544947],[545155],[550689],[564957],[565998],[583160]
   ]
cell #1148 :
  |C| = 315
  W-rep = phi[[2, 2, 1],[1, 1]]+phi[[2, 1, 1],[2, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [73354],[88226],[93314],[100010],[108265],[110468],[116308],[117459],[118208],[122584],[124111],[124841],[132257],[133267],[135688],[136839],[142143],[142587],[143597],[147169],[147372],[149372],[151143],[159801],[160028],[161109],[163605],[164049],[165059],[168631],[171171],[171398],[172479],[173955],[175419],[176429],[178850],[180001],[191845],[194483],[194710],[195791],[198731],[199741],[202428],[202649],[204978],[206751],[206978],[208059],[210555],[210999],[212009],[215581],[224303],[224530],[225225],[227276],[227497],[231599],[231826],[232907],[235512],[235660],[238413],[241943],[244581],[244808],[245889],[248829],[249839],[258677],[259440],[259667],[261512],[261660],[267943],[270310],[276763],[276990],[277685],[279736],[279957],[284059],[284286],[285367],[293005],[294125],[297024],[303477],[303704],[304399],[312601],[313364],[313591],[315436],[315584],[339557],[340320],[340547],[347425],[348545],[351444],[374139],[375259],
     [13115,190160],[19240,222678],[23090,240258],[27217,256832],[27340,190381],[29766,266258],[32343,275138],[36940,291756],[37578,222530],[38493,294987],[40810,301852],[43929,310756],[44052,240479],[46478,320182],[48235,251564],[49762,256267],[50492,191401],[50881,329058],[51640,330968],[54391,337712],[54514,266479],[57687,346176],[58325,274990],[59240,349407],[61557,356272],[63608,217285],[65379,222116],[66693,364933],[67508,366695],[67631,295208],[70304,372890],[70942,301704],[71857,376121],[74881,310191],[75611,241499],[76000,382982],[76759,384892],[79510,391636],[79633,320403],[81950,185000],[83101,397901],[83850,137588],[84294,398863],[85077,399592],[85502,258898],[86469,330820],[89753,337147],[90483,267499],[90872,408982],[91631,410892],[95085,274576],[96399,417393],[97214,419155],[97337,349628],[100648,356124],[103239,156719],[103683,430322],[104693,362570],[105806,432559],[106033,363594],[106893,293977],[108468,168834],[112239,301290],[113553,442241],[114368,444003],[114491,376342],[118652,448961],[119435,449690],[119860,312822],[120827,384744],[128009,462364],[128236,396186],[129317,326670],[130572,328075],[130793,197267],[131675,329985],[138032,472273],[138815,473002],[139240,339778],[140207,410744],[144710,479509],[144937,416054],[145797,348397],[155478,287387],[155699,219916],[157163,493609],[158028,229826],[158176,364030],[166172,500971],[166399,440902],[167259,375111],[173734,381999],[174837,383909],[185414,253785],[185562,323584],[187187,520457],[187414,463821],[188315,264413],[197046,407999],[198149,409909],[205126,416490],[217850,289297],[219695,432162],[229974,441338],[253933,464257]
   ]
cell #1149 :
  |C| = 553
  W-rep = phi[[3, 2, 1],[1]]+phi[[3, 1, 1],[2]]+phi[[3, 2],[1, 1]]+phi[[3, 1],[2, 1]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     91 tau_infinity subcells with 4 member(s)
  subcells = [
     [124650],[124949],[144136],[147480],[151765],[152127],[165598],[171485],[173101],[174063],[176789],[181598],[181989],[182743],[194797],[196413],[202757],[204517],[205109],[205541],[208468],[212548],[214627],[215052],[227605],[229365],[235643],[236075],[238566],[238988],[242526],[244895],[246511],[249233],[261643],[262075],[270463],[273306],[273422],[280065],[281825],[297177],[306141],[309098],[315567],[315999],[333097],[351597],[387021],
     [43262,238554],[55979,202631],[56278,270451],[57520,273481],[68596,227479],[68895,297165],[72825,235896],[73187,306200],[74666,309242],[79706,248752],[85843,258880],[87697,261896],[88059,333156],[92708,270714],[93099,342203],[94801,345174],[97410,277608],[98302,279939],[98601,351585],[100735,283953],[100888,284194],[107311,224617],[107736,294361],[108576,168942],[109862,297428],[110253,368917],[120201,312804],[120914,313258],[121067,313499],[122055,315820],[122417,387080],[124965,320067],[130901,197375],[132661,330389],[133627,200101],[139581,339760],[145024,346633],[146215,277077],[146640,348781],[147496,349292],[148766,351848],[149157,421377],[152099,356156],[155807,220024],[158159,229957],[158591,230389],[161518,233316],[167677,303791],[168102,375495],[174079,382208],[175823,384313],[176761,384776],[185545,253916],[185977,254348],[188468,264566],[188890,264988],[192428,268526],[199135,410313],[205513,416657],[218003,289450],[218425,289872],[220846,300020],[220962,300136],[238359,449054],[252101,325400],[252217,325516],[255174,336054],[286483,359236],[287639,361477],[322741,394813],
     [26550,53724,188456,264554],[27413,86415,132180,259006],[35232,102655,155681,287518],[35531,64446,217991,289438],[36773,70137,221021,300195],[37665,108062,159695,294108],[37818,108430,159936,294540],[44125,120773,175342,312930],[47706,81487,185798,323725],[47722,127131,185844,323737],[48068,82934,252276,325575],[49547,89538,255318,336198],[50301,130775,131229,328206],[50600,86142,132996,330126],[50616,133042,190045,330138],[54587,140153,198654,339886],[58412,146966,206645,348528],[58565,147334,206886,348960],[62974,154500,218229,359866],[63002,102896,218254,359925],[63393,104478,287783,361621],[65095,111955,290754,371888],[66001,106651,158412,364171],[66017,158458,158923,364183],[66335,160808,222562,365962],[66363,108098,160833,366021],[67704,114564,225148,304322],[71029,168428,231493,375242],[71182,168796,231734,375674],[75420,173937,174391,382130],[75719,120500,176158,384050],[75735,176204,240143,384062],[81015,184472,252084,395067],[81274,127362,252518,395409],[81666,129033,323861,396899],[84670,188694,189182,399344],[84698,131470,188719,399403],[85089,133052,191248,401099],[86556,140294,259334,340214],[86709,140447,259575,340455],[90292,197249,197703,408130],[90591,139880,199470,410050],[90607,199516,266143,410062],[95707,145555,205362,416631],[95723,205408,205873,416643],[96041,207758,275022,418422],[96069,147002,207783,418481],[101855,216357,286466,429012],[101935,154029,359042,429139],[102403,154351,287657,429364],[105232,219898,220352,432293],[106120,166486,292213,373347],[106179,220829,221588,432897],[106438,159154,221263,433239],[108592,168958,294872,376006],[112861,167017,230210,441479],[112877,230256,230721,441491],[113195,232606,301736,443270],[113223,168464,232631,443329],[119028,238792,239280,449442],[119056,174632,238817,449501],[119447,176214,241346,451197],[126306,183897,322759,461501],[128323,187501,252021,398358],[129939,188032,254169,464398],[129955,254215,254680,464410],[130917,197391,328284,408208],[130977,189033,255192,464944],[133599,200073,330852,410776],[138408,264792,265280,472754],[138436,197944,264817,472813],[138827,199526,267346,474509],[145083,273289,274048,479847],[145342,206104,273723,480189],[155823,220040,287596,432371],[157539,289676,290164,494090],[157567,220593,289701,494149],[158563,230361,364197,441505],[166545,300003,300762,501309],[166804,230952,300437,501651],[174139,239131,309116,508106],[185949,254320,323751,464424],[187560,325383,326142,520795],[187819,254911,325817,521137],[188261,264359,398956,472366],[197451,265131,336072,527486],[216780,359219,359278,543622],[217796,289243,359478,493702],[220100,290015,361495,544935],[250851,322959,394664,519204],[251110,323031,394831,564945]
   ]
cell #1150 :
  |C| = 427
  W-rep = phi[[3, 1],[2, 1]]+phi[[3],[2, 2]]+phi[[1, 1],[4, 1]]+phi[[1],[4, 2]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     91 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     49 tau_infinity subcells with 4 member(s)
  subcells = [
     [67088],[67894],[81436],[82411],[85703],[85961],[86915],[96794],[102825],[102843],[103909],[106600],[107575],[107593],[108967],[113948],[120061],[120319],[127267],[127307],[128440],[131399],[131417],[132443],[132483],[134000],[137397],[139441],[139699],[145504],[146479],[146497],[154343],[154707],[155861],[159059],[159099],[160232],[165458],[165716],[166966],[167941],[167959],[174561],[174579],[175605],[175645],[183889],[184062],[184488],[187981],[189025],[189389],[193312],[196270],[197873],[197891],[198917],[198957],[206009],[206049],[207182],[216373],[219287],[220522],[220540],[221604],[226076],[229147],[230857],[230897],[232030],[239123],[239487],[253595],[254816],[254856],[260457],[265123],[265487],[274064],[289077],[290007],[290371],[295409],[300778],[323023],[324634],[326158],[359156],[359294],
     [29076,196252],[38902,226058],[39942,229187],[42010,115794],[48793,253577],[51207,132835],[51881,260139],[52139,260497],[52472,135174],[53437,263716],[55277,97600],[55944,141729],[64007,288759],[64265,289117],[66993,160595],[67912,295688],[68211,296012],[68561,163191],[72043,121273],[72664,116769],[72796,170469],[76326,175997],[77591,178336],[82429,324913],[82728,325237],[85808,190987],[86846,331479],[86875,331659],[87536,136149],[87668,193781],[91198,199309],[91813,147871],[92530,142813],[96699,207545],[98267,210141],[100568,152852],[103840,360784],[103869,360964],[107707,223601],[108886,367371],[109684,164275],[111913,229539],[113853,232393],[114620,177162],[115431,171602],[118017,180559],[120166,241085],[121894,179311],[122026,243879],[124510,182603],[124768,182861],[126552,394779],[128359,396227],[134811,194914],[139546,267085],[143996,212408],[144254,212666],[146611,276061],[148588,211225],[151622,214909],[153926,429087],[168073,302775],[170000,243410],[172958,246368],[177973,245012],[181380,249015],[201228,278536],[204299,281607],[234457,314381],[268695,349829],
     [16718,60926,100473,213916],[16767,34213,151604,214891],[22351,74074,117922,238079],[22400,45788,172940,246350],[24155,46073,124615,247971],[24234,46523,181420,249055],[29027,88946,137302,264079],[30435,59649,201210,278518],[30795,92882,142662,271747],[31396,57115,144101,272982],[31475,60689,204339,281647],[33809,61049,151736,283357],[33919,61634,213553,284490],[39262,110036,164124,298461],[39863,69732,165563,299696],[41419,77000,234139,314063],[41677,77258,234497,314421],[42105,73912,171450,307501],[42865,74197,173072,308780],[42975,78556,237716,317640],[45739,123304,180464,318003],[52567,88784,194762,334457],[53327,89069,196384,335736],[55295,97618,268974,350108],[55594,97917,269298,350432],[55839,93713,202131,343179],[56097,93971,202728,343537],[60009,148940,211074,352881],[60610,99438,212513,354116],[61879,152757,153014,284853],[68456,110867,226979,369893],[68714,111125,227576,370251],[71974,121204,304523,385403],[72003,121233,304703,385583],[72682,116787,235427,378837],[77686,123142,244860,388381],[78446,123427,246482,389660],[79450,125556,181772,249407],[80051,125786,182708,321009],[87554,136167,261427,404837],[91732,147790,340657,419831],[92490,142773,270184,413424],[94759,150817,204691,281999],[98162,149771,279439,422353],[98420,150029,280036,422711],[101328,153137,215023,357195],[109644,164235,296898,438272],[121912,179329,315351,454935],[148548,211185,351318,485222]
   ]
cell #1151 :
  |C| = 413
  W-rep = phi[[3, 2, 2],[]]+phi[[3, 2, 1],[1]]+phi[[3, 1],[2, 1]]+phi[[3],[2, 2]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     140 tau_infinity subcells with 2 member(s)
     21 tau_infinity subcells with 4 member(s)
  subcells = [
     [57529],[72851],[73196],[74698],[85942],[87723],[88068],[92717],[93131],[94881],[100919],[107762],[109871],[110285],[115664],[116104],[118076],[120300],[121098],[122081],[122426],[124975],[125191],[132670],[135044],[135484],[139680],[146666],[147506],[147722],[148775],[149189],[152161],[160465],[165697],[168128],[174089],[175832],[176823],[178206],[178646],[181993],[199144],[205575],[207415],[208472],[232263],[238992],[273310],
     [16849,152136],[23341,176798],[24181,181607],[24353,182021],[31422,204526],[31901,205550],[32709,208500],[33790,151791],[33844,213786],[34083,214226],[36782,70146],[37849,67439],[39889,229374],[42456,236084],[42846,173127],[42900,237949],[43288,238575],[43504,239020],[44543,242125],[47732,81513],[48077,82943],[49579,89570],[50626,86168],[50842,86384],[52918,262084],[53308,196439],[53362,263949],[56078,202783],[56304,270472],[56520,270917],[57554,273505],[57811,273931],[58596,97145],[60636,281834],[63011,102905],[63036,102930],[63425,104510],[65175,112035],[66027,106677],[66372,108107],[66397,108132],[68695,227631],[68921,297186],[69137,297631],[71213,114299],[73221,306224],[74643,309137],[74670,309244],[75745,120526],[75961,120742],[78037,316008],[78427,246537],[78481,317873],[80077,249242],[81278,127366],[81306,127394],[81746,129113],[83718,137456],[84707,131479],[84732,131504],[85093,133056],[85121,133084],[86740,140478],[88093,333180],[90617,139906],[90833,140122],[93103,342205],[94805,345176],[95733,145581],[96078,147011],[96103,147036],[98401,280091],[98627,351606],[98843,352051],[101309,215078],[101363,284723],[102407,154355],[102674,154809],[103107,156587],[106442,159158],[106470,159186],[106910,160905],[108602,168968],[108818,169184],[110257,368919],[112887,167043],[113232,168473],[113257,168498],[119065,174641],[119090,174666],[119451,176218],[119479,176246],[122451,387104],[124749,182842],[126310,183901],[126390,184168],[126885,184498],[129965,188058],[130927,197401],[130981,189037],[131248,189491],[133661,200135],[138445,197953],[138470,197978],[138831,199530],[138859,199558],[144235,212647],[145346,206108],[145374,206136],[145814,207855],[149161,421379],[153731,216383],[155833,220050],[157576,220602],[157601,220627],[158625,230423],[158677,221614],[161522,233320],[166808,230956],[166836,230984],[167276,232703],[174143,239135],[174410,239589],[186011,254382],[187823,254915],[187851,254943],[188894,264992],[197455,265135],[197722,265589],[205627,274074],[218429,289876],[220104,290019],[220371,290473],[220850,300024],[230475,300788],[251114,323035],[252105,325404],[254434,326168],[286487,359240],[286730,359304],
     [13366,30017,133636,200110],[18798,40368,158600,230398],[19606,41176,161550,233348],[25744,49144,185986,254357],[26576,53750,188477,264575],[26792,53966,188922,265020],[27831,55005,192027,268125],[35557,64472,218012,289459],[35773,64688,218457,289904],[36807,70171,221045,300219],[37064,70428,221471,300645],[48102,82968,252300,325599],[48359,83225,252726,326025],[49524,89515,255213,336093],[49551,89542,255320,336200],[63370,104455,287678,361516],[63397,104482,287785,361623],[65099,111959,290756,371890],[80631,126653,322780,394852],[81670,129037,323863,396901],[101939,154033,359044,429141]
   ]
cell #1152 :
  |C| = 126
  W-rep = phi[[3, 1, 1],[1, 1]]
  special rep = phi[[3, 1, 1],[1, 1]] , dim = 126
  orbit = [6, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [13116],[19247],[23091],[25284],[27278],[27347],[29767],[32350],[35215],[37389],[37648],[38494],[40817],[43990],[44059],[46479],[47670],[50284],[50564],[50882],[51647],[54452],[54521],[58136],[58395],[59241],[61564],[62725],[65965],[66700],[67569],[67638],[70753],[71012],[71858],[75403],[75683],[76001],[76766],[79571],[79640],[80500],[83550],[84355],[84421],[85084],[85509],[86539],[90275],[90555],[90873],[91638],[95671],[96406],[97275],[97344],[100718],[103744],[105215],[105813],[106103],[106900],[108540],[112825],[113560],[114429],[114498],[118713],[118779],[119442],[119867],[120897],[124913],[128016],[128306],[129903],[130579],[130865],[131666],[138093],[138159],[138822],[139247],[140277],[144717],[145007],[145804],[147444],[155485],[155771],[157224],[157290],[157936],[158167],[166179],[166469],[167266],[168906],[173741],[174027],[174828],[184300],[185322],[185553],[187194],[187484],[188219],[197053],[197339],[198140],[204886],[205117],[216507],[217754],[219702],[219988],[229734],[229965],[238317],[250809],[253693],[253924],[264317],[286675],[289201],[322917]
   ]
cell #1153 :
  |C| = 455
  W-rep = phi[[3, 1, 1],[2]]+phi[[3, 1],[2, 1]]+phi[[1, 1, 1],[4]]+phi[[1, 1],[4, 1]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     35 tau_infinity subcells with 1 member(s)
     140 tau_infinity subcells with 2 member(s)
     35 tau_infinity subcells with 4 member(s)
  subcells = [
     [69563],[87261],[88863],[104255],[109244],[109382],[111186],[125190],[128717],[128855],[134367],[134485],[147721],[152080],[152416],[156228],[156346],[162028],[162282],[176742],[177078],[181964],[186088],[186342],[192574],[205494],[208443],[214127],[216587],[218549],[238963],[242026],[250904],[273832],[309130],
     [24191,180980],[31432,203899],[33843,151329],[39899,228747],[42466,236028],[42899,172665],[45904,125617],[46025,181118],[50841,86383],[51268,133017],[52010,134357],[52928,262028],[53361,195977],[56519,143159],[56946,99269],[57067,204037],[60646,281207],[60843,152931],[64136,156218],[65565,158433],[66316,108051],[66652,108387],[67167,160857],[68056,162333],[69136,164621],[69684,228885],[72389,121619],[73140,171879],[73476,172017],[73991,123221],[75960,120741],[76387,176179],[78047,315952],[78480,246075],[78723,182922],[80087,321653],[82136,185819],[82573,186393],[84080,130764],[84218,188743],[85064,133027],[86022,191250],[87063,192845],[88012,195191],[88348,195329],[90832,140121],[91259,199491],[92090,148148],[92228,148286],[93074,203178],[94032,150090],[95271,205383],[96022,146955],[96358,147291],[96873,207807],[98842,211571],[99390,281345],[100929,356640],[101362,285553],[103469,155670],[103607,218278],[104057,218820],[105793,158443],[105911,221265],[106811,160806],[108817,169183],[108907,225331],[110228,228026],[112425,230231],[113176,168417],[113512,168753],[114027,232655],[114987,177529],[115105,177647],[116005,236440],[118438,173926],[118576,238841],[119422,176189],[120380,241348],[121108,385260],[122370,245289],[122706,245427],[125738,321791],[127996,185829],[128114,252520],[128380,252850],[129503,254190],[130236,255194],[130490,188692],[133580,200054],[133916,200390],[135385,262440],[137818,197238],[137956,264841],[138802,199501],[139760,267348],[140566,208978],[140820,209232],[144697,205393],[144815,273725],[145715,207756],[149132,280486],[153947,286532],[155142,287659],[155396,218227],[156949,219887],[157087,289725],[157892,220827],[158544,230342],[161493,233291],[166159,230241],[166277,300439],[167177,232604],[169262,242672],[173398,309118],[173652,238790],[178547,316364],[184002,322761],[185278,252082],[185930,254301],[187174,254200],[187292,325819],[188865,264963],[191928,268026],[196710,336074],[196964,264790],[204842,273287],[216463,286464],[218400,289847],[219359,361497],[219613,289674],[221372,300546],[229690,300001],[251028,394833],[252627,325926],[253649,325381],[255206,336086],[286631,359217],[287671,361509],[322773,394845],
     [15186,56476,142373,202620],[20303,69093,163835,227468],[22030,73385,116494,235917],[27794,86340,191631,258869],[28706,88257,135874,261917],[30856,93064,93842,203168],[30977,93346,142511,270738],[33406,98799,210785,279928],[37859,67449,223046,294493],[38292,108296,161295,294382],[39323,110218,110996,228016],[39444,110500,163973,297452],[41548,77129,114977,177519],[42184,116056,116931,236491],[44506,120698,241729,312793],[45418,122615,179036,315841],[51389,133299,191769,330413],[52646,135436,136311,262491],[54968,140078,267729,339749],[55439,97762,140871,209283],[56158,141992,142961,271280],[58606,97155,275506,348913],[59039,147200,208245,348802],[60070,149122,149900,280476],[60191,149404,210923,351872],[68775,163454,164423,297994],[71223,114309,302220,375627],[71656,168662,233093,375516],[72191,121421,169533,242943],[76508,176461,241867,384337],[77765,178598,179473,316415],[86750,140488,331336,411260],[91380,199773,267867,410337],[91753,147811,200483,277791],[98481,210404,211373,352414]
   ]
cell #1154 :
  |C| = 427
  W-rep = phi[[3, 1],[2, 1]]+phi[[3],[2, 2]]+phi[[1, 1],[4, 1]]+phi[[1],[4, 2]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     91 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     49 tau_infinity subcells with 4 member(s)
  subcells = [
     [67093],[67884],[81441],[82401],[85708],[85968],[86903],[96799],[102815],[102850],[103897],[106605],[107565],[107600],[108966],[113953],[120066],[120326],[127268],[127295],[128439],[131389],[131424],[132444],[132471],[133999],[137402],[139446],[139706],[145509],[146469],[146504],[154344],[154706],[155860],[159060],[159087],[160231],[165463],[165723],[166971],[167931],[167966],[174551],[174586],[175606],[175633],[183890],[184061],[184487],[187986],[189026],[189388],[193317],[196277],[197863],[197898],[198918],[198945],[206010],[206037],[207181],[216372],[219292],[220512],[220547],[221603],[226083],[229148],[230858],[230885],[232029],[239124],[239486],[253602],[254817],[254844],[260458],[265124],[265486],[274063],[289078],[290008],[290370],[295410],[300777],[323024],[324635],[326157],[359157],[359293],
     [29081,196242],[38907,226048],[39949,229175],[41954,115799],[48798,253567],[51205,132894],[51886,260037],[52146,260485],[52416,135179],[53438,263715],[55267,97590],[55871,141719],[64012,288657],[64272,289105],[66937,160600],[67919,295589],[68212,296011],[68488,163181],[72031,121261],[72654,116759],[72712,170457],[76324,176056],[77535,178341],[82436,324814],[82729,325236],[85735,190977],[86847,331478],[86876,331574],[87526,136139],[87584,193769],[91196,199368],[91812,147870],[92518,142801],[96643,207550],[98194,210131],[100573,152857],[103841,360783],[103870,360879],[107623,223589],[108887,367366],[109672,164263],[111911,229598],[113797,232398],[114619,177161],[115430,171601],[118022,180564],[120093,241075],[121884,179301],[121942,243867],[124515,182608],[124775,182868],[126553,394778],[128360,396222],[134810,194913],[139473,267075],[144001,212413],[144261,212673],[146527,276049],[148576,211213],[151629,214916],[153927,429082],[167989,302763],[170005,243415],[172965,246375],[177972,245011],[181381,249016],[201235,278543],[204300,281608],[234458,314382],[268696,349830],
     [16716,60985,100417,213921],[16772,34218,151594,214881],[22349,74133,117866,238084],[22405,45793,172930,246340],[24160,46078,124542,247961],[24241,46530,181408,249043],[29025,89005,137246,264084],[30440,59654,201200,278508],[30793,92941,141986,271752],[31401,57120,144028,272972],[31482,60696,204327,281635],[33816,61056,151652,283345],[33920,61635,213552,284489],[39260,110095,163448,298466],[39868,69737,165490,299686],[41424,77005,234037,313961],[41684,77265,234485,314409],[42110,73917,170718,307491],[42872,74204,172988,308768],[42976,78557,237715,317639],[45737,123363,180408,318008],[52572,88789,194030,334447],[53334,89076,196300,335724],[55302,97625,268875,350009],[55595,97918,269297,350431],[55844,93718,201343,343077],[56104,93978,201958,343525],[60007,148999,210398,352886],[60615,99443,212440,354106],[61877,152701,153073,284858],[68461,110872,226191,369791],[68721,111132,226806,370239],[71975,121205,304522,385402],[72004,121234,304618,385498],[72689,116794,234628,378738],[77691,123147,244128,388371],[78453,123434,246398,389648],[79448,125554,181831,249466],[80056,125791,182635,320999],[87561,136174,260628,404738],[91733,147791,340652,419826],[92491,142774,269399,413339],[94757,150815,204750,282058],[98167,149776,278651,422251],[98427,150036,279266,422699],[101335,153144,214939,357183],[109645,164236,296113,438187],[121919,179336,314552,454836],[148549,211186,350533,485137]
   ]
cell #1155 :
  |C| = 427
  W-rep = phi[[3, 1],[2, 1]]+phi[[3],[2, 2]]+phi[[1, 1],[4, 1]]+phi[[1],[4, 2]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     91 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     49 tau_infinity subcells with 4 member(s)
  subcells = [
     [67082],[85617],[85953],[96788],[105894],[107488],[107498],[109133],[113942],[119975],[120311],[128097],[128606],[130653],[130663],[132340],[132391],[134245],[137391],[139355],[139691],[144798],[146392],[146402],[155559],[155569],[156106],[158270],[158321],[160128],[162175],[165372],[165708],[166260],[167854],[167864],[173815],[173825],[175502],[175553],[185656],[185707],[186235],[187275],[188227],[188585],[192562],[193226],[196175],[197127],[197137],[198814],[198865],[205220],[205271],[207078],[217762],[218120],[218537],[219201],[219776],[219786],[220815],[225981],[229044],[230068],[230119],[231926],[238325],[238683],[250817],[250892],[252070],[253500],[254027],[254078],[260354],[264325],[264683],[273275],[286452],[288974],[289209],[289567],[295398],[299989],[322925],[324623],[325369],[359145],[359205],
     [42056,171259],[51208,258183],[52518,194571],[53252,196165],[55998,202509],[67039,224391],[68187,225971],[68615,227357],[69549,229095],[72577,171768],[72859,235805],[76327,312107],[77637,244669],[82704,253490],[85862,258758],[87046,260234],[87247,260405],[87449,195080],[87731,261805],[88825,263612],[91199,339063],[91979,148037],[92438,203056],[96745,276851],[98321,279817],[100562,152846],[104040,288854],[104241,289025],[107770,294270],[109143,295780],[109344,295908],[109592,227904],[111914,371782],[113899,303565],[114865,177407],[115327,236333],[118011,180553],[120220,312682],[121807,245178],[122089,315729],[124424,182517],[124760,182853],[128616,325005],[128817,325133],[134046,331470],[134194,331751],[134707,262333],[139600,339638],[140713,209125],[143910,212322],[144246,212658],[146674,348690],[148496,280364],[151527,214814],[155907,360775],[156055,361056],[161996,367376],[168136,375404],[169250,242660],[169914,243324],[172863,246273],[177869,316257],[181277,248912],[184108,394770],[186056,396232],[201133,278441],[204196,281504],[216555,429092],[234354,314278],[268684,349818],
     [16719,100519,151114,213210],[22352,117968,172450,237373],[24149,124241,124669,247225],[29028,137348,195762,263373],[30796,143279,201934,271661],[31390,143727,144155,272236],[33734,101253,151517,214804],[33801,151315,151799,282579],[39263,164741,226782,298375],[39857,165189,165617,298950],[42099,117062,172124,307414],[42790,78371,172853,246263],[42857,172651,173135,308002],[45740,180510,245860,317297],[45890,125603,181328,248963],[52561,136442,195436,334370],[53319,195963,196447,334958],[55570,97893,201123,278431],[55753,142944,202885,343274],[56089,143145,203450,343445],[56932,99255,204247,281555],[60010,211691,279242,352795],[60604,212139,212567,353370],[60805,152893,213449,284386],[61880,152803,285338,357985],[68370,164406,227733,369988],[68706,164607,228298,370159],[72174,121404,234234,314158],[72375,121605,234405,314329],[72587,171778,236205,378929],[73953,123183,237612,317536],[77680,179604,245534,388294],[78438,246061,246545,388882],[79451,125557,319688,392987],[80045,182762,249969,393562],[87459,195090,262205,404929],[91989,148047,269066,350200],[92190,148248,269194,350328],[92387,203005,270976,413516],[94760,150818,345068,424242],[98076,211356,280193,422448],[98412,211557,280758,422619],[101320,215086,285539,427864],[109541,227853,297690,438364],[114666,177208,304514,385394],[114814,177356,304795,385675],[121817,245188,316129,455027],[140534,208946,340662,419836],[148445,280313,352110,485314]
   ]
cell #1156 :
  |C| = 126
  W-rep = phi[[3, 1, 1],[1, 1]]
  special rep = phi[[3, 1, 1],[1, 1]] , dim = 126
  orbit = [6, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [13117],[19241],[23092],[27218],[27339],[29768],[32344],[36941],[37577],[38495],[40811],[43930],[44051],[46480],[48236],[49761],[50480],[50883],[51641],[54392],[54513],[57688],[58324],[59242],[61558],[63607],[65367],[66694],[67509],[67630],[70305],[70941],[71859],[74880],[75599],[76002],[76760],[79511],[79632],[81938],[83102],[83743],[84295],[85078],[85501],[86468],[89752],[90471],[90874],[91632],[95073],[96400],[97215],[97336],[100647],[103132],[103684],[104692],[105807],[106032],[106892],[108456],[112227],[113554],[114369],[114490],[118101],[118653],[119436],[119859],[120826],[124829],[126415],[128010],[128235],[129305],[130571],[130781],[131665],[137481],[138033],[138816],[139239],[140206],[144711],[144936],[145796],[147360],[155477],[155687],[156612],[157164],[157924],[158166],[166173],[166398],[167258],[168822],[173733],[173943],[174827],[184193],[185310],[185552],[187188],[187413],[188218],[197045],[197255],[198139],[204874],[205116],[216495],[217753],[219694],[219904],[229722],[229964],[238316],[250808],[253681],[253923],[264316],[286663],[289200],[322916]
   ]
cell #1157 :
  |C| = 315
  W-rep = phi[[2, 1],[3, 1]]+phi[[2],[3, 2]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [72523],[72776],[85975],[87395],[87648],[91852],[91925],[92602],[107687],[107903],[109006],[109079],[109756],[114736],[115470],[115543],[120333],[121753],[122006],[127341],[128479],[128552],[132517],[132555],[134116],[134850],[134923],[139713],[141401],[146591],[146807],[147910],[147983],[148660],[154746],[155977],[159133],[160271],[160344],[162863],[165730],[168053],[168269],[170503],[171641],[171714],[175679],[175717],[177278],[178012],[178085],[184878],[189428],[190659],[191081],[193815],[194953],[195026],[196580],[198991],[199029],[201696],[202927],[206083],[207221],[207294],[209813],[221994],[223635],[226544],[227775],[229221],[230931],[232069],[232142],[234976],[239526],[240757],[241179],[243913],[245051],[245124],[254890],[257945],[260531],[260976],[265526],[266757],[267179],[274454],[276095],[279004],[280235],[289151],[290410],[293441],[299790],[301168],[302809],[311869],[314900],[326548],[338825],[347861],[374575],
     [16805,213665],[22438,237828],[24248,247643],[29114,263828],[30798,270096],[31489,272654],[33823,151716],[33930,213592],[34251,284602],[39265,296810],[39956,299368],[41691,305128],[41809,305265],[42879,173052],[42986,237755],[45826,317752],[45993,181492],[46537,320681],[52153,332084],[52271,332221],[53341,196364],[53448,263755],[55389,340829],[55605,269337],[55694,341323],[56111,202022],[57035,204411],[60012,351230],[60703,353788],[61063,355588],[61645,284529],[64279,361389],[68006,367543],[68222,296051],[68311,368037],[68728,226870],[69652,229259],[72077,304697],[72115,376588],[72992,235269],[74211,380472],[77272,386008],[77390,386145],[78460,246462],[78567,317679],[79010,319450],[82523,396399],[82739,325276],[86949,331653],[86987,402588],[87864,261269],[89083,406472],[92564,269478],[93985,413849],[94319,344830],[97712,420003],[97928,350471],[98017,420497],[98434,279330],[99358,281719],[99866,283391],[101342,215003],[103943,360958],[103981,430487],[109718,296192],[111139,438697],[111473,371544],[116881,446497],[117097,379200],[117315,308814],[121307,385577],[121345,452686],[122222,315193],[123441,456570],[124782,182875],[125706,249127],[136261,469809],[136477,405200],[136695,335770],[141823,343571],[142847,413418],[142885,477437],[144268,212680],[148622,350612],[150043,485647],[150377,424004],[151932,215219],[153151,427035],[163285,370285],[164309,438266],[164347,498899],[173268,246678],[179423,512971],[179639,455298],[179857,389694],[181454,249089],[183209,392749],[204373,281681],[210235,422745],[211259,485216],[211297,537803],[215437,357229],[234531,314455],[248065,321103],[273076,354210]
   ]
cell #1158 :
  |C| = 315
  W-rep = phi[[2, 1],[3, 1]]+phi[[2],[3, 2]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [115796],[116628],[132891],[135176],[136008],[140665],[140929],[141694],[160597],[160697],[162127],[162391],[163156],[169371],[170171],[170435],[176053],[178338],[179170],[184929],[186187],[186451],[190710],[190952],[192683],[193483],[193747],[199365],[201391],[207547],[207647],[209077],[209341],[210106],[217372],[218658],[222045],[223303],[223567],[226239],[229595],[232395],[232495],[235027],[236285],[236549],[240808],[241050],[242781],[243581],[243845],[251672],[256354],[257640],[258069],[261027],[262285],[262549],[264181],[266808],[267050],[269832],[271118],[274505],[275763],[276027],[278699],[291864],[293492],[296546],[297832],[299419],[301219],[302477],[302741],[305596],[310278],[311564],[311993],[314951],[316209],[316473],[326599],[329507],[332135],[332552],[337234],[338520],[338949],[346284],[347912],[350966],[352252],[361440],[362657],[365417],[371668],[372998],[374626],[383431],[386476],[398009],[409431],[417877],[442725],
     [34048,283323],[43104,308746],[46176,319145],[53566,335702],[56888,343503],[57218,344525],[60982,213918],[61158,283059],[61763,357161],[69505,370217],[69835,371239],[72451,377045],[73616,378564],[74130,238081],[74306,308482],[78685,389626],[78894,247936],[79783,392444],[87323,403045],[88488,404564],[89002,264081],[89178,335438],[92178,411622],[92278,341274],[92938,271749],[93568,413201],[94203,272947],[99211,422677],[99541,423699],[100073,425458],[100962,356897],[104317,430944],[109332,436470],[109432,367988],[110092,298463],[110722,438049],[111357,299661],[114787,376805],[115029,444834],[115896,307466],[117522,448107],[121681,453143],[122846,454662],[123360,318005],[123536,389362],[124160,391158],[128805,462949],[128905,396844],[134167,402805],[134409,468146],[135276,334422],[136902,471419],[141452,342885],[143221,477894],[143646,415117],[148236,483420],[148336,420448],[148996,352883],[149626,484999],[150261,354081],[151000,355639],[153070,284855],[156028,430704],[156270,492808],[162914,369599],[164683,499356],[165108,439965],[171967,506111],[172067,446942],[172336,380523],[177329,452903],[177571,511308],[178438,388346],[180064,514581],[181828,249463],[183093,320974],[195279,525491],[195379,470254],[195648,406523],[201820,413900],[202978,477654],[203220,531712],[204747,282055],[209864,422059],[211633,538260],[212058,486915],[214018,284955],[215644,489675],[226668,438748],[227826,499116],[228068,548866],[238181,318105],[245377,559849],[245477,513416],[245746,456621],[247694,320732],[249888,459529],[272705,353839],[279128,485698],[280286,538020],[280528,578572],[285224,427086],[305179,386059],[319574,392873],[344954,424128]
   ]
cell #1159 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[3]]+phi[[2, 1],[3, 1]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [61031],[74179],[78948],[89051],[93501],[94257],[99769],[99970],[110655],[111411],[116521],[117218],[117419],[123409],[123844],[135901],[136598],[136799],[141067],[142072],[142547],[143330],[149559],[150315],[153119],[162529],[163534],[164009],[164792],[169613],[169786],[170848],[179063],[179760],[179961],[182391],[183147],[186589],[192925],[193098],[194160],[200823],[202051],[208870],[209479],[210484],[210959],[211742],[214643],[215340],[215541],[218900],[219073],[225671],[226899],[234059],[236687],[242542],[243023],[243196],[244258],[247309],[248314],[249572],[253190],[260059],[262687],[271360],[271533],[272320],[277170],[278131],[279359],[282501],[282674],[288679],[298074],[298247],[299034],[307114],[307924],[308097],[309720],[313983],[316611],[334070],[334880],[335053],[342681],[343099],[352494],[352667],[353454],[369395],[369813],[387994],[388804],[388977],[393646],[421855],[422273],[427786],[427959],[458971],[483031],
     [42372,116443],[52834,135823],[56383,142394],[67355,161244],[69000,163856],[73113,170830],[73314,171181],[77953,178985],[85491,133454],[86247,191652],[87985,194142],[88186,194493],[92063,200805],[93047,202077],[97061,208194],[98706,210806],[107327,161322],[108024,223962],[108225,224313],[109217,225653],[110201,226925],[114215,233042],[114960,234085],[116037,235355],[119849,176616],[120605,241750],[122343,244240],[122544,244591],[128690,253172],[130737,255668],[131742,191330],[133000,258326],[134340,260085],[135417,261355],[139229,199928],[139985,267750],[140852,268902],[146231,208272],[146928,276422],[147129,276773],[148121,278113],[149105,279385],[155643,288133],[156201,288705],[158243,221345],[158416,291205],[161920,233718],[162314,295616],[167693,233120],[168390,303136],[168591,303487],[171852,307096],[173899,309592],[174904,241428],[176162,312250],[177502,314009],[178579,315279],[185629,252600],[185802,324312],[186374,324841],[192444,268542],[195164,334052],[197211,336548],[198216,267428],[199474,339206],[202593,342553],[203151,343125],[205193,273805],[205366,345625],[209264,350036],[219860,361971],[224710,303884],[227441,369267],[227999,369839],[230041,300519],[230214,372339],[235727,306524],[235900,378236],[236472,378765],[245262,387976],[254000,325899],[254173,397350],[255796,336676],[258842,401449],[261727,333480],[261900,404236],[262472,404765],[279901,421727],[280459,422299],[288261,362099],[294192,366345],[294365,435180],[312766,451547],[315651,387404],[315824,454334],[316396,454863],[328949,401577],[339722,474859],[348612,418805],[348785,482130],[375326,443653],[375499,503592],[382873,451675],[408873,474987],[436081,504493]
   ]
cell #1160 :
  |C| = 315
  W-rep = phi[[2, 1],[3, 1]]+phi[[2],[3, 2]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [170508],[171506],[191158],[193820],[194818],[200594],[200861],[201672],[223640],[223762],[225442],[225709],[226520],[233885],[234688],[234955],[241256],[243918],[244916],[251700],[252961],[253228],[257668],[257921],[259885],[260688],[260955],[267256],[269518],[276100],[276222],[277902],[278169],[278980],[287263],[288505],[291892],[293153],[293420],[296232],[299867],[302814],[302936],[305624],[306885],[307152],[311592],[311845],[313809],[314612],[314879],[323492],[327951],[329193],[329612],[332580],[333841],[334108],[335897],[338548],[338801],[341683],[342925],[346312],[347573],[347840],[350652],[363938],[365445],[368397],[369639],[371267],[373026],[374287],[374554],[377416],[381875],[383117],[383536],[386504],[387765],[388032],[398037],[400579],[403073],[403416],[407875],[409117],[409536],[416398],[417905],[420857],[422099],[430972],[432038],[434360],[440070],[441246],[442753],[450677],[453514],[464165],[473989],[481310],[502772],
     [61343,355567],[74491,380451],[79178,390844],[89363,406451],[94000,413828],[94487,414803],[99943,283396],[100214,355300],[101147,427014],[111154,438676],[111641,439651],[115235,445091],[116701,446359],[117392,308819],[117663,380184],[123721,456549],[124002,319426],[125284,459215],[134615,468403],[136081,469671],[136772,335775],[137043,406184],[141002,476071],[141124,411856],[141900,343576],[142682,477338],[143488,344806],[150058,485626],[150545,486601],[151261,488196],[152498,426747],[156476,493065],[162464,497533],[162586,436704],[163362,370290],[164144,498800],[164950,371520],[169399,444892],[169652,504721],[170630,379176],[172597,507327],[177777,511565],[179243,512833],[179934,389699],[180205,456282],[181010,457973],[186524,520064],[186646,463183],[192711,468204],[192964,524101],[193942,405176],[195909,526707],[201419,413259],[203426,531969],[203929,478988],[209414,536437],[209536,483654],[210312,422750],[211094,537704],[211900,423980],[212886,425486],[215514,357234],[218686,492866],[218939,544280],[226267,438107],[228274,549123],[228777,500450],[236622,554422],[236744,506345],[237049,448135],[242809,511366],[243062,558459],[244040,455274],[246007,561065],[248142,321180],[249730,392725],[262622,569294],[262744,525725],[263049,471447],[269937,477922],[271146,531770],[271399,573986],[273153,354287],[278727,485057],[280734,578829],[281237,539354],[283518,357356],[285485,541676],[296651,499384],[297860,548924],[298113,586603],[308941,389821],[316546,594413],[316668,560083],[316973,514609],[319173,392472],[321683,517151],[344553,423727],[351071,538288],[352280,578630],[352533,607350],[357661,489703],[377073,453171],[391263,459634],[415222,487020]
   ]
cell #1161 :
  |C| = 315
  W-rep = phi[[2, 1],[3, 1]]+phi[[2],[3, 2]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [235032],[236133],[258161],[261032],[262133],[268747],[268994],[269787],[293497],[293632],[295461],[295708],[296501],[304568],[305311],[305558],[312085],[314956],[316057],[323517],[324686],[324933],[329218],[329462],[331524],[332267],[332514],[339041],[341411],[347917],[348052],[349881],[350128],[350921],[359722],[360829],[363963],[365132],[365379],[368125],[371760],[374631],[374766],[377441],[378610],[378857],[383142],[383386],[385448],[386191],[386438],[395276],[399200],[400307],[400680],[403441],[404610],[404857],[406663],[409142],[409386],[412182],[413289],[416423],[417592],[417839],[420585],[433106],[434385],[437030],[438137],[439676],[441271],[442440],[442687],[445374],[449298],[450405],[450778],[453539],[454708],[454955],[464190],[466239],[468428],[468686],[472610],[473717],[474090],[480056],[481335],[483980],[485087],[493090],[493946],[495743],[500551],[501518],[502797],[509401],[511848],[521004],[528781],[534647],[551801],
     [100476,425420],[117925,448069],[124402,457701],[137305,471381],[143236,477856],[143888,478716],[151092,355644],[151467,425173],[152760,489637],[164698,499318],[165350,500178],[169892,504908],[171583,505875],[172428,380528],[172803,447822],[180467,514543],[180819,391113],[182495,516879],[193204,524288],[194895,525255],[195740,406528],[196115,471134],[200938,530624],[201073,476255],[201912,413905],[202805,531549],[203738,415072],[211648,538222],[212300,539082],[213188,540422],[214754,489390],[219179,544467],[225786,547778],[225921,497717],[226760,438753],[227653,548703],[228586,439920],[233910,504758],[234154,553471],[235167,446897],[237351,555362],[243302,558646],[244993,559613],[245838,456626],[246213,514296],[247175,515772],[253305,565482],[253440,520248],[259910,524138],[260154,568343],[261167,470209],[263351,570234],[269543,477375],[271639,574173],[272186,532850],[278246,577484],[278381,536621],[279220,485703],[280113,578409],[281046,486870],[282263,488221],[285316,427091],[288530,544317],[288774,583545],[296257,498837],[298353,586790],[298900,550004],[307229,590601],[307364,554606],[307686,507352],[313834,558496],[314078,593462],[315091,513371],[317275,595353],[319666,392965],[321492,459484],[334185,601063],[334320,569478],[334642,526732],[341784,531994],[342950,574023],[343194,604292],[345046,424220],[350677,537741],[352773,607537],[353320,579710],[355779,427226],[357963,581507],[368498,549148],[369664,586640],[369908,612759],[380663,456761],[388109,617775],[388244,594597],[388566,561090],[390869,459240],[393512,563139],[414828,486626],[420958,578854],[422124,607387],[422368,625862],[427548,541701],[445116,511590],[458074,517252],[479089,539455]
   ]
cell #1162 :
  |C| = 245
  W-rep = phi[[2, 2, 1],[2]]+phi[[2, 2],[2, 1]]
  special rep = phi[[2, 2],[2, 1]] , dim = 140
  orbit = [4, 4, 4, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [46482],[59244],[61457],[76659],[78983],[79484],[94292],[95333],[97188],[99984],[111446],[116556],[117433],[118626],[135936],[136813],[142561],[144497],[150350],[164023],[170958],[179098],[179975],[183182],[194270],[210973],[214678],[215555],[242577],[244368],[248803],[277659],[283846],[313151],[345867],
     [13119,51210],[19140,66792],[23094,76329],[26690,84168],[27191,85558],[29770,91201],[32243,96498],[35671,103557],[36914,105835],[37550,107434],[38497,71861],[40710,113652],[43402,118526],[43903,119916],[48209,128038],[49596,130335],[49734,130599],[51540,91531],[53864,137906],[54365,139296],[56418,142461],[57661,144739],[58297,146338],[63442,155241],[63580,155505],[64586,157037],[65222,158001],[65627,112487],[67482,114342],[69035,163923],[70278,166201],[70914,167800],[73328,171200],[74715,173497],[74853,173761],[81793,185387],[82198,129565],[83075,187216],[84268,138006],[86282,191719],[88200,194512],[89587,196809],[89725,197073],[93148,202191],[93286,202455],[94928,204951],[98741,210873],[103657,157137],[104527,219458],[104665,219722],[105593,165959],[107362,161357],[108239,224332],[110302,227039],[110440,227303],[112082,229799],[116151,235485],[120640,241817],[122558,244610],[127411,251786],[127796,186974],[129160,253758],[132231,191819],[133101,258440],[133239,258704],[135531,261485],[140020,267817],[146266,208307],[147143,276792],[149206,279499],[149344,279763],[154683,217500],[154856,287360],[159203,291978],[159588,224090],[160952,293950],[167728,233155],[168605,303506],[175393,241917],[176263,312364],[176401,312628],[178693,315409],[189365,256482],[189538,328048],[192479,268577],[198705,267917],[199575,339320],[199713,339584],[206153,346398],[206538,276550],[207902,348370],[225199,304373],[231001,373112],[231386,303264],[232750,375084],[239463,310406],[239636,381972],[254960,398123],[259227,340107],[265463,337362],[265636,407972],[290347,362785],[290520,432135],[291447,372581],[324554,397592]
   ]
cell #1163 :
  |C| = 553
  W-rep = phi[[3, 2, 1],[1]]+phi[[3, 1, 1],[2]]+phi[[3, 2],[1, 1]]+phi[[3, 1],[2, 1]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     91 tau_infinity subcells with 4 member(s)
  subcells = [
     [100020],[100635],[100682],[117469],[120814],[120861],[124098],[124850],[136849],[142597],[143584],[144924],[144971],[147381],[151152],[164059],[165046],[171385],[172488],[173419],[173530],[173964],[180011],[194697],[195800],[202224],[202658],[204817],[204987],[211009],[211996],[215591],[227072],[227506],[235521],[238387],[244795],[245898],[248839],[249826],[261521],[270284],[277695],[279532],[279966],[285376],[296998],[315445],[351418],
     [46500,320412],[59262,349637],[61510,356133],[61603,284273],[73364,171348],[76712,384753],[76805,313578],[79520,319978],[79539,391610],[86456,140194],[86503,140241],[88236,194660],[93301,202562],[95030,204971],[95386,416063],[97224,349203],[97243,419129],[106020,166386],[106067,166433],[108275,224480],[108477,168843],[110455,227410],[116253,235505],[116317,235862],[118309,238428],[118662,381499],[118681,448935],[118755,238290],[122594,244758],[128223,187401],[128270,187448],[130257,196731],[130368,196842],[130802,197276],[132267,191855],[133254,258811],[135633,261505],[135697,261862],[142244,270325],[144402,479374],[144544,273332],[147179,276940],[149359,279870],[155163,219380],[155274,219491],[155708,219925],[157867,229665],[158037,229835],[161118,294327],[163706,297039],[168641,303654],[171005,306051],[175429,241953],[176416,312735],[178795,315429],[178859,315786],[184023,251049],[185253,253624],[185423,253794],[188289,264387],[194317,333007],[198741,267953],[199728,339691],[208068,348747],[210656,351459],[216438,286606],[217824,289271],[225235,304409],[232916,375461],[244415,386931],
     [13137,51493,190390,258907],[17603,103637,217294,287396],[19193,67197,222539,293986],[19286,67452,160015,224517],[23112,76612,240488,312831],[25252,128119,251538,323558],[27068,84248,256276,328084],[27227,86094,189956,258473],[27246,86027,256806,329959],[29788,91484,266488,339787],[32296,96903,274999,348406],[32389,97158,206965,276977],[34980,155147,286987,359517],[35179,155591,217547,359776],[36950,105983,221950,292011],[37357,105916,291730,364004],[37565,107993,161054,293970],[37612,107972,224137,365872],[38515,71879,295217,376351],[40763,114057,301713,375120],[40856,114312,231813,303691],[43780,118606,310200,382008],[43939,120452,240054,312397],[43958,120385,310730,383883],[47029,184007,250640,322631],[47440,185294,251416,395100],[48245,128186,184834,251819],[49749,130706,189640,328068],[50049,130241,327675,398995],[50248,130685,256529,399254],[50501,132962,191502,330000],[51593,91584,330829,410753],[51686,91677,259654,340534],[54242,137986,337156,408008],[54401,139832,266054,339353],[54420,139765,337686,409883],[57697,144887,274410,346431],[58104,144820,346150,416464],[58312,146897,208004,348390],[58359,146876,276597,418332],[62255,216316,216479,358948],[62701,157266,217727,289174],[63595,154958,155612,287380],[64964,157117,362579,432171],[65324,112184,158021,229819],[65388,158378,222217,364045],[65680,112540,363603,440911],[65735,157908,291608,432930],[67518,114378,294783,375917],[67537,114397,366669,443977],[70314,166349,301124,373145],[70721,166282,372864,441312],[70929,168359,232852,375104],[70976,168338,303311,443180],[74868,173868,239738,381992],[75168,173403,381599,449093],[75367,173847,310453,449352],[75620,176124,241600,383924],[80476,184276,250782,322890],[81895,129262,185407,253778],[81959,185101,185764,323599],[82251,129618,396195,463830],[83111,187364,326504,398156],[83518,187297,397875,464231],[83951,137689,188330,264428],[84304,138042,327575,407499],[84323,138061,398837,472247],[84397,138135,188192,264290],[89740,197180,265738,407992],[90040,196715,407599,472405],[90239,197159,337409,472664],[90492,199436,267600,409924],[95094,205328,274677,416505],[95441,204858,346028,479880],[103340,156820,217865,289312],[103693,157173,360725,431662],[103712,157192,430296,493583],[104680,219829,290622,432155],[104980,219364,431762,493741],[105179,219808,362832,494000],[105498,165864,432424,500836],[105640,166006,220872,300046],[112248,230176,301391,441353],[112595,229706,372742,501342],[126726,251033,461742,519243],[127701,186879,462229,520322],[127843,187021,252127,325426],[129326,254135,326771,464272],[129673,253665,397753,520828],[153888,216719,491688,543601],[154155,286647,429334,543655]
   ]
cell #1164 :
  |C| = 553
  W-rep = phi[[3, 2, 1],[1]]+phi[[3, 1, 1],[2]]+phi[[3, 2],[1, 1]]+phi[[3, 1],[2, 1]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     91 tau_infinity subcells with 4 member(s)
  subcells = [
     [124649],[124948],[144135],[147479],[151764],[152128],[165597],[171484],[173100],[174062],[176790],[181599],[182001],[182742],[194796],[196412],[202756],[204518],[205108],[205542],[208480],[212547],[214626],[215051],[227604],[229366],[235642],[236076],[238567],[239000],[242525],[244894],[246510],[249234],[261642],[262076],[270464],[273318],[273423],[280064],[281826],[297178],[306142],[309099],[315566],[316000],[333098],[351598],[387022],
     [43261,238542],[55978,202630],[56277,270439],[57409,345173],[57521,273469],[68595,227478],[68894,297153],[72824,235884],[73188,306188],[74678,309241],[79705,248751],[85842,258879],[87696,261884],[88060,333144],[92709,270702],[93111,342202],[97409,277607],[98301,279938],[98600,351573],[100734,283952],[100889,284195],[107310,224616],[107735,294349],[108575,168941],[109863,297416],[110265,368916],[120200,312803],[120913,313257],[121068,313500],[122054,315808],[122418,387068],[124966,320068],[130900,197374],[132662,330377],[133628,200102],[139580,339759],[145023,346632],[146214,277076],[146639,348769],[147497,349293],[148767,351836],[149169,421376],[152111,356165],[155806,220023],[158158,229956],[158592,230390],[161530,233328],[167676,303790],[168101,375483],[174080,382209],[175824,384301],[176773,384785],[185544,253915],[185978,254349],[188469,264567],[188902,265000],[192427,268525],[199136,410301],[205525,416666],[218004,289451],[218437,289884],[220858,300032],[220963,300137],[238371,449063],[252113,325412],[252218,325517],[255175,336055],[286495,359248],[287640,361478],[322742,394814],
     [26549,53723,188444,264542],[27412,86414,132179,259005],[35231,102654,155680,287517],[35530,64445,217979,289426],[36662,70026,290753,371887],[36774,70138,221009,300183],[37664,108061,159694,294107],[37819,108431,159937,294541],[44124,120772,175341,312929],[47705,81486,185786,323713],[47723,127132,185845,323738],[47957,82823,323860,396898],[48069,82935,252264,325563],[49559,89550,255317,336197],[50300,130774,131228,328205],[50599,86141,132984,330114],[50617,133043,190046,330139],[54586,140152,198653,339885],[58411,146965,206644,348527],[58566,147335,206887,348961],[62156,153622,286467,429013],[62320,102126,359041,429138],[62986,154509,218230,359867],[63003,102897,218242,359913],[63405,104490,287782,361620],[66000,106650,158400,364159],[66018,158459,158924,364184],[66347,160809,222571,365963],[66364,108099,160821,366009],[67703,114563,225147,304321],[71028,168427,231492,375241],[71183,168797,231735,375675],[75419,173936,174390,382129],[75718,120499,176146,384038],[75736,176205,240144,384063],[80392,126223,322758,461500],[81122,184568,252085,395068],[81286,127374,252517,395408],[84682,188695,189191,399345],[84699,131471,188707,399391],[85101,133064,191247,401098],[86555,140293,259333,340213],[86710,140448,259576,340456],[90291,197248,197702,408129],[90590,139879,199458,410038],[90608,199517,266144,410063],[95706,145554,205350,416619],[95724,205409,205874,416644],[96053,207759,275031,418423],[96070,147003,207771,418469],[102511,154455,287656,429363],[105231,219897,220351,432292],[106119,166485,292212,373346],[106286,220830,221684,432898],[106450,159166,221262,433238],[108593,168959,294873,376007],[112860,167016,230198,441467],[112878,230257,230722,441492],[113207,232607,301745,443271],[113224,168465,232619,443317],[119040,238793,239289,449443],[119057,174633,238805,449489],[119459,176226,241345,451196],[128322,187500,252020,398357],[129938,188031,254157,464386],[129956,254216,254681,464411],[130918,197392,328285,408209],[131085,189137,255191,464943],[133611,200085,330861,410785],[138420,264793,265289,472755],[138437,197945,264805,472801],[138839,199538,267345,474508],[145190,273290,274144,479848],[145354,206116,273722,480188],[155824,220041,287597,432372],[157551,289677,290173,494091],[157568,220594,289689,494137],[158575,230373,364206,441514],[166652,300004,300858,501310],[166816,230964,300436,501650],[174247,239235,309115,508105],[185961,254332,323760,464433],[187667,325384,326238,520796],[187831,254923,325816,521136],[188273,264371,398965,472375],[197559,265235,336071,527485],[216887,359220,359374,543623],[217808,289255,359487,493711],[220208,290119,361494,544934],[250863,322971,394673,519213],[251218,323135,394830,564944]
   ]
cell #1165 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[3]]+phi[[2, 1],[3, 1]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [100466],[117915],[124613],[137295],[142655],[144099],[151602],[151738],[152750],[164117],[165561],[171448],[172938],[173074],[180457],[181422],[182347],[182706],[194760],[196250],[196386],[201208],[202129],[202730],[204341],[208826],[211067],[212511],[214590],[214889],[215025],[226056],[226977],[227578],[229189],[234137],[234499],[235429],[242489],[244858],[246348],[246484],[247969],[248410],[249057],[253575],[260137],[260499],[261429],[268976],[270191],[272980],[277266],[278516],[279437],[280038],[281649],[283283],[283359],[288757],[289119],[295690],[296905],[299694],[304710],[307499],[308706],[308782],[309816],[314061],[314423],[315353],[321007],[324915],[331666],[334455],[335662],[335738],[342777],[343177],[343539],[350110],[351325],[354114],[357121],[357197],[360971],[369491],[369891],[370253],[378839],[385590],[388379],[389586],[389662],[392082],[404839],[413431],[419601],[421951],[422351],[422713],[438279],[454937],[485229],
     [42003,171352],[42156,305965],[52465,194664],[52618,332921],[55275,268949],[55411,340843],[55942,202551],[66986,224484],[67892,295663],[68028,367557],[68559,227399],[72045,304745],[72662,235402],[72798,235850],[77584,244762],[77737,386845],[82409,324888],[82545,396413],[85447,191913],[85806,258800],[86917,331701],[87534,261402],[87670,261850],[92532,270226],[96692,276944],[97598,350083],[97734,420017],[98265,279859],[102823,360495],[103911,361006],[107274,224580],[107573,293867],[107709,294315],[109686,296940],[113846,303658],[116767,378812],[116903,446511],[119805,242011],[120164,312724],[121275,385625],[121892,315326],[122028,315774],[127233,324364],[127309,395967],[131397,327345],[131838,258378],[132485,329901],[136147,404812],[136283,469823],[139185,268011],[139544,339680],[141727,412955],[142815,413466],[146178,277040],[146477,348287],[146613,348735],[148590,351360],[159025,291257],[159101,363375],[161876,233674],[163189,437803],[164277,438314],[167640,303754],[167939,375001],[168075,375449],[170395,378288],[170471,446065],[174559,381269],[175000,312302],[175647,383825],[179309,454910],[179445,512985],[190985,467012],[192391,268489],[193707,404288],[193783,469377],[197871,407269],[198312,339258],[198959,409825],[205975,345677],[206051,415835],[210139,484753],[211227,485264],[220520,431432],[223527,435232],[223603,496434],[224806,303980],[230823,372391],[230899,440683],[241083,510174],[243805,454386],[243881,512539],[254782,397402],[254858,463602],[255892,336772],[257278,401673],[267083,529554],[275987,482182],[276063,535338],[288357,362195],[302701,503644],[302777,552492],[311202,451771],[338158,475083],[367141,444449]
   ]
cell #1166 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[3]]+phi[[2, 1],[3, 1]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [61035],[74183],[78949],[89055],[93505],[94258],[99770],[99969],[110659],[111412],[116522],[117219],[117418],[123413],[123843],[135902],[136599],[136798],[141068],[142073],[142546],[143329],[149563],[150316],[153123],[162530],[163535],[164008],[164791],[169614],[169785],[170847],[179064],[179761],[179960],[182395],[183148],[186590],[192926],[193097],[194159],[200822],[202050],[208874],[209480],[210485],[210958],[211741],[214644],[215341],[215540],[218901],[219072],[225670],[226898],[234058],[236688],[242543],[243024],[243195],[244257],[247310],[248315],[249571],[253189],[260058],[262688],[271361],[271532],[272321],[277171],[278130],[279358],[282502],[282673],[288678],[298075],[298246],[299035],[307113],[307925],[308096],[309721],[313982],[316612],[334069],[334881],[335052],[342682],[343098],[352495],[352666],[353455],[369396],[369812],[387993],[388805],[388976],[393647],[421856],[422272],[427787],[427958],[458972],[483032],
     [42376,116510],[52838,135890],[56384,142478],[67359,161311],[69001,163940],[73114,170842],[73313,171273],[77957,179052],[85495,133458],[86248,191736],[87986,194154],[88185,194585],[92064,200817],[93046,202089],[97065,208261],[98707,210890],[107328,161323],[108025,223974],[108224,224405],[109218,225665],[110200,226937],[114219,233109],[114959,234097],[116025,235356],[119853,176620],[120606,241834],[122344,244252],[122543,244683],[128691,253184],[130738,255680],[131743,191331],[132999,258338],[134339,260097],[135405,261356],[139233,199932],[139986,267834],[140840,268903],[146232,208273],[146929,276434],[147128,276865],[148122,278125],[149104,279397],[155644,288145],[156200,288717],[158244,221346],[158415,291217],[161924,233722],[162302,295617],[167694,233121],[168391,303148],[168590,303579],[171853,307108],[173900,309604],[174905,241429],[176161,312262],[177501,314021],[178567,315280],[185630,252601],[185801,324324],[186362,324842],[192445,268543],[195165,334064],[197212,336560],[198217,267429],[199473,339218],[202594,342565],[203150,343137],[205194,273806],[205365,345637],[209252,350037],[219861,361983],[224711,303885],[227442,369279],[227998,369851],[230042,300520],[230213,372351],[235728,306525],[235899,378248],[236460,378766],[245263,387988],[254001,325900],[254172,397362],[255797,336677],[258843,401461],[261728,333481],[261899,404248],[262460,404766],[279902,421739],[280458,422311],[288262,362100],[294193,366346],[294364,435192],[312767,451559],[315652,387405],[315823,454346],[316384,454864],[328950,401578],[339723,474871],[348613,418806],[348784,482142],[375327,443654],[375498,503604],[382874,451676],[408874,474988],[436082,504494]
   ]
cell #1167 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[3]]+phi[[2, 1],[3, 1]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [151782],[173118],[181582],[196430],[202774],[204501],[213602],[213766],[215069],[227622],[229349],[236059],[237765],[237929],[246528],[247657],[248769],[249217],[262059],[263765],[263929],[269347],[270268],[270897],[272668],[277625],[280082],[281809],[284178],[284539],[284703],[296061],[296982],[297611],[299382],[304787],[305142],[306037],[313483],[315983],[317689],[317853],[319460],[319955],[320695],[325286],[331743],[332098],[332993],[340915],[342060],[344840],[349180],[350481],[351402],[352031],[353802],[355521],[355602],[361048],[361403],[367629],[368774],[371554],[376666],[379210],[380405],[380486],[381476],[385667],[386022],[386917],[392759],[396485],[402666],[405210],[406405],[406486],[413162],[413508],[413863],[420089],[421234],[424014],[426968],[427049],[430565],[438010],[438356],[438711],[446583],[452764],[455308],[456503],[456584],[458853],[469895],[477515],[482913],[484960],[485306],[485661],[498977],[513057],[537881],
     [72842,235943],[73076,377784],[87714,261943],[87948,403784],[91862,340887],[92026,411501],[92692,270690],[107753,294408],[109016,367601],[109180,436349],[109846,297404],[114750,376682],[115480,306009],[115644,306441],[122072,315867],[122306,453882],[128489,396457],[128653,462828],[132197,259023],[132645,330365],[134130,402682],[134860,332965],[135024,333397],[141415,342076],[146657,348828],[147920,420061],[148084,483299],[148750,351824],[154756,430157],[155991,430581],[159920,294524],[160281,365830],[160445,366262],[162877,368790],[168119,375542],[171651,446555],[171815,505990],[175359,312947],[175807,384289],[177292,452780],[178022,386889],[178186,387321],[184811,396009],[184892,462465],[189438,398698],[189933,329943],[190673,400972],[194963,469867],[195127,525370],[198671,339903],[199119,410289],[201706,477107],[202941,477531],[206870,348944],[207231,418290],[207395,418722],[209827,421250],[221927,363417],[222008,432660],[225165,304339],[226554,498569],[227789,498993],[231718,375658],[232079,443138],[232243,443570],[234909,446107],[234990,505627],[239536,448796],[240031,383867],[240771,451070],[245061,513029],[245225,559728],[257955,523154],[259559,340439],[260909,469419],[260990,525007],[265536,472108],[266031,409867],[266771,474382],[274387,415877],[274468,479610],[279014,537473],[280249,537897],[290420,493444],[293374,496476],[293455,546906],[294760,375894],[301101,440725],[301182,501072],[311879,557512],[314833,512581],[314914,559365],[326481,463644],[326562,520558],[327552,407476],[328831,467219],[338835,572384],[347794,535380],[347875,576612],[360702,431639],[374508,552534],[374589,589229],[382755,510381],[408755,529761],[435963,504375]
   ]
cell #1168 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[3]]+phi[[2, 1],[3, 1]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [283277],[283326],[308700],[308749],[319148],[319318],[335656],[335705],[342771],[343506],[344528],[344698],[355287],[357115],[357164],[369485],[370220],[371242],[371412],[377048],[378409],[378567],[380171],[389580],[389629],[392076],[392447],[392617],[403048],[404409],[404567],[406171],[411625],[411843],[412572],[413216],[419595],[421945],[422680],[423702],[423872],[425461],[426317],[426734],[430947],[436473],[436691],[437420],[438064],[444825],[444849],[448110],[452292],[453146],[454507],[454665],[456269],[457960],[458452],[462952],[463170],[468137],[468161],[471422],[477897],[478975],[482512],[483423],[483641],[484370],[485014],[488119],[489678],[492799],[492823],[499359],[500437],[506114],[506332],[507250],[508055],[511299],[511323],[514584],[517138],[525494],[525712],[526630],[531504],[531703],[531727],[538263],[539341],[541599],[548658],[548857],[548881],[559852],[560070],[560988],[562633],[577150],[578364],[578563],[578587],
     [116631,446322],[136011,469634],[140932,476034],[162394,497496],[169374,504690],[170389,378282],[170438,446020],[179173,512796],[186454,520027],[192686,524070],[193701,404282],[193750,469332],[200581,475999],[201394,476793],[201564,412898],[209344,536400],[218661,544249],[223521,435226],[223570,496389],[225429,497461],[226242,498255],[226412,437746],[234675,445716],[236552,554385],[242784,558428],[243799,454380],[243848,512494],[251675,565252],[252948,519992],[257272,401667],[257643,522840],[257813,466955],[260675,469028],[262552,569257],[271121,573955],[275981,482176],[276030,535293],[277889,536365],[278702,537159],[278872,484696],[287250,544030],[291867,545494],[292723,435353],[293140,496085],[297835,586572],[302695,503638],[302744,552447],[305599,590371],[306872,554350],[311196,451765],[311567,557198],[311737,510117],[314599,512190],[316476,594376],[323415,519742],[327938,521456],[328430,466629],[332555,600833],[333828,569222],[338152,475077],[338523,572070],[338693,529497],[341670,573736],[346287,575200],[347143,482303],[347560,534989],[352255,607319],[363861,494481],[365420,611933],[367135,444443],[368384,586353],[373001,587817],[373857,503765],[374274,552143],[377339,554100],[381862,555814],[382354,509791],[386479,617545],[387752,594341],[398012,598859],[400566,599974],[402194,475604],[403339,568972],[407862,570686],[408354,529171],[416321,533385],[417880,625036],[420844,607100],[432025,583834],[434283,585289],[435562,503974],[441169,550539],[442728,630153],[450664,616686],[453437,594091],[464088,565848],[464893,527435],[465733,567766],[473976,623362],[481233,606036],[492600,544884],[502695,614503],[508895,592885],[528275,603347],[547444,589767]
   ]
cell #1169 :
  |C| = 245
  W-rep = phi[[2, 2, 1],[2]]+phi[[2, 2],[2, 1]]
  special rep = phi[[2, 2],[2, 1]] , dim = 140
  orbit = [4, 4, 4, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [46497],[59259],[61462],[76664],[78988],[79485],[94297],[95338],[97189],[99985],[111451],[116561],[117434],[118627],[135941],[136814],[142562],[144498],[150355],[164024],[170959],[179103],[179976],[183187],[194271],[210974],[214683],[215556],[242582],[244369],[248804],[277660],[283847],[313152],[345868],
     [13134,51490],[19145,67194],[23109,76609],[26695,84245],[27192,86038],[29785,91481],[32248,96900],[35676,103634],[36915,105927],[37549,107985],[38512,71876],[40715,114054],[43407,118603],[43904,120396],[48210,128130],[49597,130347],[49733,130698],[51545,91536],[53869,137983],[54366,139776],[56423,142538],[57662,144831],[58296,146889],[63443,155253],[63579,155604],[64591,157114],[65221,158013],[65632,112492],[67483,114343],[69040,164000],[70279,166293],[70913,168351],[73329,171292],[74716,173509],[74852,173860],[81792,185399],[82203,129570],[83076,187308],[84269,138007],[86287,191796],[88201,194604],[89588,196821],[89724,197172],[93149,202203],[93285,202554],[94927,204963],[98746,210950],[103658,157138],[104528,219470],[104664,219821],[105594,165960],[107367,161362],[108240,224424],[110303,227051],[110439,227402],[112081,229811],[116150,235497],[120645,241894],[122559,244702],[127412,251798],[127797,186975],[129159,253770],[132232,191820],[133102,258452],[133238,258803],[135530,261497],[140025,267894],[146271,208312],[147144,276884],[149207,279511],[149343,279862],[154684,217501],[154855,287372],[159204,291990],[159589,224091],[160951,293962],[167733,233160],[168606,303598],[175394,241918],[176264,312376],[176400,312727],[178692,315421],[189366,256483],[189537,328060],[192484,268582],[198706,267918],[199576,339332],[199712,339683],[206154,346410],[206539,276551],[207901,348382],[225200,304374],[231002,373124],[231387,303265],[232749,375096],[239464,310407],[239635,381984],[254961,398135],[259228,340108],[265464,337363],[265635,407984],[290348,362786],[290519,432147],[291448,372582],[324555,397593]
   ]
cell #1170 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[3]]+phi[[2, 1],[3, 1]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [79377],[94686],[100332],[111840],[117139],[117781],[124466],[124572],[125483],[136519],[137161],[141242],[142761],[143952],[144058],[150744],[151670],[152616],[162704],[164223],[165414],[165520],[169731],[169956],[170748],[171513],[173006],[179681],[180323],[181699],[182559],[182665],[186764],[193043],[193268],[194060],[194825],[196318],[200639],[200868],[201976],[204618],[209654],[211173],[212364],[212470],[213872],[214549],[214957],[219018],[219243],[225487],[225716],[226824],[229466],[234733],[236862],[238035],[242448],[243141],[243366],[244158],[244923],[246416],[247778],[248657],[249334],[253006],[253235],[260733],[262862],[264035],[271478],[271703],[272789],[277513],[277947],[278176],[279284],[281926],[283930],[284809],[298192],[298417],[299503],[305922],[306930],[307159],[313235],[314657],[316786],[317959],[320816],[332878],[333886],[334115],[346610],[352612],[352837],[353923],[356423],[385043],[386802],[387810],[388039],
     [15231,202799],[20348,227647],[21523,234148],[28199,260148],[30199,268741],[30722,269781],[33451,280107],[36065,288768],[38666,295455],[39189,296495],[41375,233892],[41869,305305],[44911,314072],[48557,324680],[51134,329456],[51837,259892],[52331,332261],[55795,269525],[55901,201751],[56812,343188],[59413,349875],[59936,350915],[63103,359716],[63963,288512],[66852,365126],[68412,296239],[68518,226599],[69429,369902],[72730,234962],[73676,378604],[76253,383380],[76956,313816],[77450,386185],[81392,323499],[84799,399194],[85659,329200],[85765,258000],[87602,260962],[88548,404604],[91125,409380],[92809,412176],[93669,342932],[96558,417586],[98118,350659],[98224,279059],[99135,422362],[102632,287308],[106556,363945],[107233,223880],[107641,293427],[109963,437024],[110823,369646],[113712,442434],[115750,377423],[119157,449292],[120017,383124],[120123,311924],[121960,314886],[122906,454702],[131206,327996],[132085,258225],[132762,466233],[135130,403423],[138537,472604],[139397,409124],[139503,338880],[141536,341728],[145460,416405],[146137,276340],[146545,347847],[148867,483974],[149727,422106],[157668,493940],[159672,293198],[160551,434367],[162998,368442],[166922,441253],[167599,303054],[168007,374561],[174368,381920],[175247,312149],[175924,509395],[178292,453521],[187937,464172],[190794,400624],[192350,268448],[197680,407920],[198559,339105],[199236,528775],[206622,347618],[207501,481317],[209948,420902],[220329,432083],[222829,365743],[225053,304227],[231470,374332],[232349,502779],[240892,450722],[251998,398335],[259311,340191],[266892,474034],[275289,418203],[292190,373324],[302003,443051],[331119,411043]
   ]
cell #1171 :
  |C| = 245
  W-rep = phi[[2, 2, 1],[2]]+phi[[2, 2],[2, 1]]
  special rep = phi[[2, 2],[2, 1]] , dim = 140
  orbit = [4, 4, 4, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [100855],[121034],[124960],[147491],[151776],[152122],[173112],[174074],[176784],[181593],[196424],[202768],[204512],[205536],[215063],[227616],[229360],[236070],[238469],[246522],[248763],[249228],[262070],[270366],[277619],[280076],[281820],[284189],[297080],[313494],[315994],[320062],[349287],[351500],[382203],
     [13162,190531],[18734,221166],[23137,240629],[25680,252421],[26561,255263],[29813,266629],[31837,273626],[35542,287728],[36768,220910],[37785,107945],[40304,300340],[42392,306345],[43273,309187],[47717,185747],[48063,252165],[49080,325720],[50611,132431],[52854,333301],[53735,336143],[56289,342148],[57515,273370],[58532,146849],[62997,218135],[64457,361566],[66012,158361],[66358,160143],[67375,366166],[68906,368862],[70132,300084],[71149,168311],[72836,235845],[73182,306089],[75730,175593],[77973,387225],[81498,395354],[82929,325464],[84693,188600],[86153,401044],[86676,140414],[87708,261845],[88054,333045],[90602,198905],[92703,270595],[95718,205311],[96064,207093],[97081,418626],[98612,421322],[102891,359814],[106662,433184],[107747,294310],[108093,365910],[108587,168953],[109857,297309],[112872,230159],[113218,231941],[114235,443474],[119051,238698],[120511,451142],[122066,315769],[122412,386969],[127126,323640],[129950,254118],[130912,197386],[131465,399292],[132191,259017],[132656,330270],[133622,200096],[138431,264698],[139891,474454],[145566,480134],[146651,348730],[146997,418370],[148761,351729],[155818,220035],[157562,289582],[158586,230384],[158918,364086],[159931,294535],[167028,501596],[168113,375444],[168459,443218],[174627,449390],[175353,312941],[175818,384194],[185972,254343],[188043,521082],[188371,264469],[190040,330041],[197939,472702],[198665,339897],[199130,410194],[205868,416546],[206881,348955],[217906,289353],[220588,494038],[225159,304333],[230716,441394],[231729,375669],[240138,383965],[254675,464313],[259570,340450],[266138,409965],[287591,432366],[294867,376001],[328279,408203]
   ]
cell #1172 :
  |C| = 413
  W-rep = phi[[3, 2, 2],[]]+phi[[3, 2, 1],[1]]+phi[[3, 1],[2, 1]]+phi[[3],[2, 2]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     140 tau_infinity subcells with 2 member(s)
     21 tau_infinity subcells with 4 member(s)
  subcells = [
     [57518],[72850],[73185],[74578],[74687],[85941],[87722],[88057],[92706],[93120],[94892],[100918],[107761],[109860],[110274],[115653],[116115],[120299],[121097],[122080],[122415],[124974],[125192],[132659],[135033],[135495],[139679],[146665],[147505],[147723],[148764],[149178],[152162],[160454],[165696],[168127],[174088],[175821],[176824],[178195],[178657],[182005],[199133],[205576],[207404],[208484],[232252],[239004],[273322],
     [16840,214237],[16848,152125],[23332,242136],[23340,176787],[24180,181596],[24354,182010],[31421,204515],[31892,273942],[31900,205539],[32710,208489],[33789,151790],[33845,213775],[36771,70135],[37848,67438],[39888,229363],[42455,236073],[42845,173126],[42901,237938],[43207,309148],[43287,238472],[43505,239009],[47731,81512],[48066,82932],[49459,89450],[49568,89559],[50625,86167],[50843,86385],[52917,262073],[53307,196438],[53363,263938],[56077,202782],[56303,270369],[56521,270906],[57413,345172],[57555,273407],[58595,97144],[60635,281823],[63000,102894],[63037,102931],[63305,104390],[63414,104499],[65186,112046],[66026,106676],[66361,108096],[66398,108133],[68694,227630],[68920,297083],[69138,297620],[71212,114298],[73222,306126],[74682,309160],[75744,120525],[75962,120743],[78036,315997],[78426,246536],[78482,317862],[80076,249231],[80396,126227],[80566,126588],[81290,127378],[81295,127383],[81757,129124],[84696,131468],[84733,131505],[85105,133068],[85110,133073],[86739,140477],[88094,333082],[90616,139905],[90834,140123],[93115,342121],[95732,145580],[96067,147000],[96104,147037],[98400,280090],[98626,351503],[98844,352040],[101308,215077],[101364,284712],[101743,153650],[102515,154459],[102685,154820],[106454,159170],[106459,159175],[106921,160916],[108601,168967],[108819,169185],[110269,368835],[112886,167042],[113221,168462],[113258,168499],[119054,174630],[119091,174667],[119463,176230],[119468,176235],[122452,387006],[124748,182841],[126991,184596],[129964,188057],[130926,197400],[131089,189141],[131259,189502],[133662,200136],[138434,197942],[138471,197979],[138843,199542],[138848,199547],[144234,212646],[145358,206120],[145363,206125],[145825,207866],[149173,421295],[155832,220049],[157565,220591],[157602,220628],[158626,230424],[158783,221712],[161534,233332],[166820,230968],[166825,230973],[167287,232714],[174251,239239],[174421,239600],[186012,254383],[187835,254927],[187840,254932],[188906,265004],[197563,265239],[197733,265600],[205733,274172],[218441,289888],[220212,290123],[220382,290484],[220862,300036],[230581,300886],[251222,323139],[252117,325416],[254540,326266],[286499,359252],[286836,359402],
     [13357,30008,192038,268136],[13365,30016,133625,200099],[18789,40359,221482,300656],[18797,40367,158589,230387],[19607,41177,161539,233337],[25735,49135,252737,326036],[25743,49143,185975,254346],[26495,53669,255224,336104],[26575,53749,188374,264472],[26793,53967,188911,265009],[35476,64391,287689,361527],[35556,64471,217909,289356],[35774,64689,218446,289893],[36666,70030,290752,371886],[36808,70172,220947,300121],[47137,80812,322791,394863],[47961,82827,323859,396897],[48103,82969,252202,325501],[49563,89554,255236,336116],[62324,102130,359040,429137],[63409,104494,287701,361539]
   ]
cell #1173 :
  |C| = 126
  W-rep = phi[[3, 1, 1],[1, 1]]
  special rep = phi[[3, 1, 1],[1, 1]] , dim = 126
  orbit = [6, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [24660],[35045],[47608],[47622],[50114],[62914],[65903],[65917],[75233],[84610],[85204],[85218],[85314],[90105],[95609],[95623],[105045],[107044],[107138],[112763],[112777],[118968],[119562],[119576],[119672],[126791],[129841],[129855],[132002],[138348],[138942],[138956],[139052],[145948],[146042],[153686],[155023],[155037],[157479],[161633],[161647],[161743],[167410],[167504],[175164],[182104],[182118],[182214],[183767],[184632],[184738],[185189],[189705],[189719],[190501],[192161],[192255],[198476],[208583],[208597],[208693],[214360],[214454],[217038],[217203],[221748],[221854],[222305],[223099],[224970],[233431],[233445],[233541],[239803],[239817],[240599],[242259],[242353],[248574],[251452],[256020],[256185],[256991],[257442],[265803],[265817],[266599],[268259],[268353],[274208],[274314],[274765],[275559],[277430],[290687],[290701],[291644],[292495],[300922],[301028],[301479],[302273],[304144],[309944],[310109],[310915],[311366],[326302],[326408],[326859],[328487],[336900],[337065],[337871],[338322],[346064],[346915],[359438],[362323],[362488],[372778],[373629],[382411],[394973],[397789],[408411]
   ]
cell #1174 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[3]]+phi[[2, 1],[3, 1]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [100401],[100487],[117850],[117936],[124493],[124538],[137230],[137316],[141970],[143247],[143979],[144024],[151590],[152685],[152771],[163432],[164709],[165441],[165486],[169983],[170714],[171594],[172926],[180392],[180478],[182282],[182586],[182631],[193295],[194026],[194906],[196238],[200949],[201196],[201339],[202817],[208761],[210382],[211659],[212391],[212436],[213899],[214515],[214877],[219270],[225797],[226044],[226187],[227665],[234033],[234166],[238062],[242414],[243393],[244124],[245004],[246336],[247957],[248398],[253316],[253563],[260033],[260166],[264062],[271730],[272968],[277254],[278257],[278504],[278647],[280125],[283271],[284836],[288653],[288786],[298444],[299682],[307240],[307487],[308694],[309804],[313957],[314090],[317986],[320995],[334196],[334443],[335650],[342765],[343073],[343206],[352864],[354102],[357109],[369479],[369787],[369920],[388120],[388367],[389574],[392070],[419589],[421939],[422247],[422380],
     [22116,236139],[28792,262139],[30354,269000],[38821,295714],[41402,304646],[41938,170515],[42024,234944],[45504,316063],[48712,324939],[51864,331602],[52400,193827],[52486,260944],[55263,268839],[55822,269427],[55867,201663],[59568,350134],[63990,360907],[66921,223647],[67007,293409],[67880,295553],[68439,296141],[68484,226511],[72650,234592],[73831,378863],[76983,385526],[77519,243925],[77605,314868],[81419,395868],[82397,324778],[85382,191228],[85686,329102],[85731,257912],[87522,260592],[88703,404863],[93696,413367],[96627,276107],[96713,347829],[97586,349973],[98145,350561],[98190,278971],[102811,360385],[106583,363276],[107199,223846],[107561,293057],[110850,438215],[113781,302821],[113867,374543],[115777,445966],[116755,378702],[119740,241326],[120044,383026],[120089,311836],[121880,314516],[123061,454961],[127221,324260],[131385,327235],[131826,257588],[135157,469278],[136135,404702],[139120,267326],[139424,409026],[139469,338792],[141715,412845],[145487,415736],[146103,276306],[146465,347477],[149754,485165],[159013,291153],[160578,496335],[161811,233609],[163177,437693],[166949,440584],[167565,303020],[167927,374191],[170383,378184],[174547,381159],[174988,311512],[178319,512440],[179297,454800],[187964,463503],[190973,466902],[192316,268414],[193695,404184],[197859,407159],[198300,338468],[205963,345573],[207528,535239],[210127,484643],[220508,431322],[223515,435128],[224794,303968],[230811,372287],[232376,552393],[241071,510064],[243793,454282],[254770,397298],[255880,336760],[257266,401661],[267071,529444],[275975,482078],[288345,362183],[302689,503540],[311190,451759],[338146,475071],[367129,444437]
   ]
cell #1175 :
  |C| = 245
  W-rep = phi[[2, 2, 1],[2]]+phi[[2, 2],[2, 1]]
  special rep = phi[[2, 2],[2, 1]] , dim = 140
  orbit = [4, 4, 4, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [125115],[147646],[152149],[176811],[181620],[182027],[204539],[205563],[208506],[213792],[229387],[236097],[237955],[239026],[249255],[262097],[263955],[270923],[273511],[281847],[284216],[284729],[297637],[306230],[313521],[316021],[317879],[320336],[333186],[349561],[352057],[356232],[384852],[387110],[416733],
     [19327,223157],[26716,255522],[32430,275617],[35697,287987],[36795,290914],[40897,302331],[43428,309446],[48090,324021],[49585,255361],[50766,132917],[53890,336402],[56444,342407],[57542,345334],[63024,218216],[63431,287826],[64612,361825],[66385,160224],[69061,369121],[70159,372048],[73209,377945],[74704,309285],[75885,176079],[81312,252439],[82956,397059],[84720,188681],[85127,190549],[86308,401303],[88081,403945],[89576,336241],[90757,199391],[92730,270676],[93137,342246],[96091,207174],[98767,421581],[102918,429687],[104516,361664],[106476,221184],[108120,434889],[108742,169108],[109884,297390],[110291,368960],[113245,232022],[115670,306363],[119078,238779],[119485,240647],[120666,451401],[122439,454043],[127400,395452],[131492,465267],[132683,330351],[133090,401142],[133649,200123],[135050,333319],[138458,264779],[138865,266647],[140046,474713],[145380,273644],[147024,481839],[148788,351810],[149195,421420],[154576,359955],[157589,289663],[158613,230411],[159192,433282],[159958,294562],[160471,366184],[161556,233354],[166842,300358],[168486,503301],[174654,508429],[175845,384275],[176252,451240],[178212,387243],[185999,254370],[187857,325738],[188928,265026],[189258,399433],[190314,330598],[197966,527809],[199157,410275],[199564,474552],[206142,480232],[206908,348982],[207421,418644],[218463,289910],[220615,545258],[221051,300225],[222638,366051],[230990,501694],[231756,375696],[232269,443492],[239356,449531],[240412,384522],[252306,325605],[254949,521180],[259597,340477],[265356,472843],[266412,410522],[275098,418511],[290240,494179],[295141,376275],[301812,443359],[323827,464500],[330928,410852],[364273,441581]
   ]
cell #1176 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[3]]+phi[[2, 1],[3, 1]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [46238],[46256],[57280],[57298],[61174],[61265],[69897],[69915],[73027],[73045],[74322],[74413],[79164],[79845],[79863],[87899],[87917],[89194],[89285],[92294],[92471],[92956],[94473],[99603],[99621],[100866],[100978],[101069],[109448],[109625],[110110],[111627],[114898],[115221],[115352],[115415],[121045],[122257],[122275],[123552],[123643],[124176],[125107],[125270],[128921],[134278],[134601],[134732],[134795],[140738],[140801],[143662],[147638],[148352],[148529],[149014],[150531],[151247],[152061],[156139],[156462],[162200],[162263],[165124],[172083],[172583],[176723],[177440],[177763],[177894],[177957],[180961],[186260],[186323],[195395],[195895],[203089],[203412],[203880],[205475],[209150],[209213],[212074],[227937],[228260],[228728],[236009],[236358],[236421],[245493],[245993],[249904],[262009],[262358],[262421],[280397],[280720],[281188],[285471],[315933],[316282],[316345],[321634],[356621],[385241],
     [14863,141283],[14944,141474],[14962,92668],[19980,162745],[20061,162936],[20079,109822],[21435,169444],[21646,170035],[21737,115539],[27552,190732],[27570,132621],[28111,192756],[28322,193347],[28413,134919],[30255,200669],[30509,141301],[33083,209695],[33164,209886],[33182,148726],[35977,218731],[37796,107956],[37908,223167],[37999,160340],[38722,225517],[38976,162763],[41466,169462],[44264,240830],[44282,175783],[44823,242854],[45034,243445],[45125,178081],[48613,253036],[49827,255532],[50758,132909],[50921,190559],[51928,192774],[54726,266830],[54744,199095],[56724,271191],[58543,146860],[58655,275627],[58746,207290],[59469,277977],[59723,209713],[63673,287997],[64054,218749],[65483,221194],[66297,160216],[69341,297905],[71160,168322],[71272,302341],[71363,232138],[73732,306960],[74946,309456],[75877,176071],[76040,240657],[77047,242872],[82054,252449],[84061,188673],[86687,140425],[88604,333916],[89818,336412],[90749,199383],[90912,266657],[93379,342417],[93760,271209],[95189,273654],[96003,207166],[99047,352325],[103450,218208],[104758,361835],[108734,169100],[110533,369131],[110914,297923],[112343,300368],[113157,232014],[116412,306373],[118419,238771],[122962,387840],[129421,325748],[133332,401313],[133561,200035],[135792,333329],[137799,264771],[142354,270668],[149437,421591],[149818,352343],[156930,289655],[158525,230323],[161213,366194],[163816,297382],[176494,451411],[178954,387253],[185911,254282],[191612,330343],[199806,474723],[208163,418654],[210766,351802],[223027,294474],[233011,443502],[241710,384267],[267710,410267],[275487,348894],[302201,375608],[331317,411241]
   ]
cell #1177 :
  |C| = 245
  W-rep = phi[[2, 2, 1],[2]]+phi[[2, 2],[2, 1]]
  special rep = phi[[2, 2],[2, 1]] , dim = 140
  orbit = [4, 4, 4, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [100848],[121027],[124881],[147412],[151183],[152042],[172519],[173995],[176704],[180942],[195831],[202689],[203861],[205456],[227537],[228709],[235990],[238561],[245929],[261990],[270458],[279997],[281169],[285407],[297172],[315914],[320443],[321615],[349668],[351592],[356602],[385222],[391784],[419303],[449623],
     [27471,190541],[36984,221176],[37778,107938],[44183,240639],[48279,252431],[49692,255353],[50532,132424],[54645,266639],[57731,273636],[58525,146842],[63538,287818],[65312,221007],[65419,158354],[66278,160153],[70348,300350],[71142,168304],[73398,306355],[74811,309277],[75651,175586],[81883,252262],[81990,185740],[83145,325730],[84042,188610],[86669,140407],[88270,333311],[89683,336233],[90523,198898],[93244,342238],[95018,273467],[95125,205304],[95984,207103],[103431,218145],[104623,361656],[108309,366176],[108508,168874],[110398,368952],[112172,300181],[112279,230152],[113138,231951],[116241,306186],[116348,235838],[118400,238708],[122628,387235],[127507,395444],[129250,325561],[129357,254111],[130833,197307],[133197,401134],[133542,200016],[135621,333142],[135728,261838],[137780,264708],[142335,270605],[147213,418636],[149302,421412],[154946,359911],[155739,219956],[156911,289592],[158506,230304],[159299,433274],[161042,366007],[161149,294303],[163797,297319],[168675,443484],[176359,451232],[178783,387066],[178890,315762],[184727,323732],[185892,254263],[188463,264561],[189628,399389],[190421,258938],[191593,330280],[199671,474544],[206249,480224],[207992,418467],[208099,348723],[210747,351739],[217998,289445],[221843,364178],[223008,294455],[231097,501686],[232840,443315],[232947,375437],[239726,449487],[240519,312862],[241691,384204],[255056,521172],[256980,330133],[265726,472799],[266519,339818],[267691,410204],[274303,416638],[275468,348875],[290610,494135],[295248,376382],[301017,441486],[302182,375589],[310904,384057],[326397,464405],[331298,411222],[337860,410057],[360047,494271],[366843,444151],[399525,472935]
   ]
cell #1178 :
  |C| = 315
  W-rep = phi[[2, 1],[3, 1]]+phi[[2],[3, 2]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [115334],[115617],[132879],[134714],[134997],[140642],[140720],[141492],[160418],[160705],[162104],[162182],[162954],[169349],[170148],[170226],[176041],[177876],[178159],[184937],[186164],[186242],[190718],[190750],[192661],[193460],[193538],[199353],[201369],[207368],[207655],[209054],[209132],[209904],[217349],[218636],[222053],[223280],[223358],[226217],[229583],[232216],[232503],[235035],[236262],[236340],[240816],[240848],[242759],[243558],[243636],[251650],[256331],[257618],[258164],[261035],[262262],[262340],[264189],[266816],[266848],[269809],[271096],[274513],[275740],[275818],[278677],[291842],[293500],[296523],[297810],[299427],[301227],[302454],[302532],[305574],[310255],[311542],[312088],[314959],[316186],[316264],[326607],[329484],[332143],[332530],[337211],[338498],[339044],[346262],[347920],[350943],[352230],[361448],[362634],[365395],[371763],[372976],[374634],[383408],[386454],[397987],[409408],[417855],[442703],
     [34000,283114],[43056,308537],[46164,319123],[53518,335493],[56127,341949],[57206,344503],[60970,213739],[61166,283036],[61715,356952],[68744,368663],[69823,371217],[72439,377023],[72597,377146],[74118,237902],[74314,308459],[78637,389417],[78902,247734],[79771,392422],[87311,403023],[87469,403146],[88990,263902],[89186,335415],[91999,411483],[92286,341251],[92400,411908],[92926,270170],[94211,272745],[98450,421123],[99529,423677],[100061,425436],[100970,356874],[104305,430922],[109153,436331],[109440,367965],[109554,436756],[110080,296884],[111365,299459],[114795,376647],[114827,444732],[115904,305878],[117510,448085],[121669,453121],[121827,453244],[123348,317826],[123544,389339],[124168,391135],[128626,462810],[128913,396821],[134175,402647],[134207,468044],[135284,332834],[136890,471397],[141460,341382],[143209,477872],[143654,415094],[148057,483281],[148344,420425],[148458,483706],[148984,351304],[150269,353879],[151095,355647],[153058,284676],[156036,430546],[156068,492706],[162922,368096],[164671,499334],[165116,439942],[171788,505972],[172075,446919],[172431,380531],[177337,452745],[177369,511206],[178446,386758],[180052,514559],[181816,249451],[183101,320772],[195100,525352],[195387,470231],[195743,406531],[201915,413908],[202986,477496],[203018,531610],[204735,282043],[209872,420556],[211621,538238],[212066,486892],[214026,284963],[215632,489653],[226763,438756],[227834,498958],[227866,548764],[238189,318113],[245198,559710],[245485,513393],[245841,456629],[247702,320740],[249896,459506],[272713,353847],[279223,485706],[280294,537862],[280326,578470],[285319,427094],[305187,386067],[319669,392968],[345049,424223]
   ]
cell #1179 :
  |C| = 245
  W-rep = phi[[2, 1],[2, 2]]+phi[[1, 1],[3, 2]]
  special rep = phi[[2, 1],[2, 2]] , dim = 140
  orbit = [4, 4, 3, 3]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [69816],[87304],[104298],[109054],[128527],[132872],[134112],[154794],[155973],[160319],[176034],[184874],[189476],[190655],[199346],[207269],[221990],[229576],[232117],[239574],[240753],[263803],[265574],[266753],[274450],[290458],[296099],[299364],[301164],[325324],[326544],[332080],[361385],[367476],[396332],
     [46157,79764],[57199,99522],[60963,100054],[72432,121662],[74111,117503],[78910,124041],[88983,136883],[91900,147958],[92919,143202],[94219,143527],[99929,151076],[110073,164664],[111373,164989],[114732,177274],[115518,171689],[115912,170669],[117378,172412],[123341,180045],[134898,195001],[135292,193981],[136758,195724],[141397,202923],[141563,201744],[141886,201896],[148977,211614],[150277,211939],[153051,215625],[160713,223801],[162859,227771],[163025,226592],[163348,226744],[170244,234972],[170307,234825],[178060,245099],[178454,244079],[179920,245822],[181809,249444],[183109,249769],[190821,257993],[191144,258145],[193556,260972],[193619,260825],[204728,282036],[207663,276261],[209809,280231],[209975,279052],[210298,279204],[213640,284577],[214034,283557],[215500,285300],[223376,293437],[223439,293290],[232511,302975],[237803,317727],[238197,308980],[240919,311917],[241242,312069],[243654,314896],[243717,314749],[247639,320677],[247805,319498],[248128,319650],[264197,335936],[266919,338873],[267242,339025],[269385,350519],[272650,353784],[272816,344878],[273139,345030],[275836,347857],[275899,347710],[283132,355584],[283195,355437],[284971,357395],[299530,371592],[299853,371744],[302550,374571],[302613,374424],[305124,386004],[305949,379248],[308555,380468],[308618,380321],[318121,389860],[320843,392797],[321166,392949],[332905,405248],[335511,406468],[335574,406321],[340762,419936],[341967,413845],[342030,412507],[353950,424052],[354273,424204],[356970,427031],[357033,426884],[368681,438693],[368744,437355],[377218,446430],[386829,455346],[389435,456566],[389498,456419],[403218,469742],[421141,485643],[421204,484305],[453316,512904]
   ]
cell #1180 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[2, 1]]+phi[[1, 1, 1],[3, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [19770],[25857],[35264],[37962],[47638],[50333],[58709],[62917],[65933],[66574],[71326],[75452],[84613],[85234],[89248],[90324],[95639],[96280],[105264],[107047],[107154],[109502],[112793],[113434],[118971],[119592],[128975],[129871],[132005],[133838],[134183],[138351],[138972],[145951],[146058],[152338],[155053],[156044],[157482],[160767],[161663],[162094],[167413],[167520],[175167],[177000],[182134],[184945],[185192],[186154],[189735],[190726],[192164],[192271],[198479],[200312],[207717],[208613],[214363],[214470],[217206],[217339],[222061],[222308],[223115],[223270],[224973],[232565],[233461],[239833],[240824],[242262],[242369],[248577],[256188],[256321],[257445],[265833],[266824],[268262],[268369],[274521],[274768],[275575],[275730],[277433],[290717],[292498],[301235],[301482],[302289],[302444],[304147],[310112],[310245],[311369],[326615],[326862],[337068],[337201],[338325],[346918],[362491],[362624],[373632],
     [14653,32873],[21700,42569],[28376,53031],[30634,56011],[39101,68628],[41925,72757],[45088,78150],[51046,85875],[52387,87629],[55886,92623],[59848,98334],[61228,101032],[66908,107668],[68503,109777],[74376,123606],[76165,120233],[77506,121987],[79289,124682],[85369,132112],[85750,132576],[91037,139613],[92348,148406],[94598,144168],[96614,146572],[98209,148681],[100388,151697],[107218,159851],[111752,165630],[113768,168034],[114803,177345],[115966,172137],[117837,173033],[119727,175274],[120108,175738],[124557,181513],[125395,182775],[132024,190135],[135346,195449],[137217,196345],[139107,198586],[139488,199050],[140632,209044],[141468,202994],[141957,202003],[144043,204432],[146122,206801],[150656,212580],[152672,214984],[161798,225080],[162930,227842],[163419,226851],[165505,229280],[167584,231649],[170138,236252],[170315,235043],[170733,235290],[175186,240233],[178508,245547],[180379,246443],[182269,248684],[182650,249148],[191215,258252],[192335,259490],[193450,262252],[193627,261043],[194045,261290],[198498,266233],[201472,269799],[201545,269666],[208748,277540],[209880,280302],[210369,279311],[212455,281740],[214534,284109],[223447,293508],[223865,293755],[224992,294962],[226320,296513],[226393,296380],[233596,304254],[241313,312176],[242433,313414],[243548,316176],[243725,314967],[244143,315214],[248596,320157],[257464,329033],[257721,329474],[257794,329341],[267313,339132],[268433,340370],[275907,347928],[276325,348175],[277452,349382],[278780,350933],[278853,350800],[302621,374642],[303039,374889],[304166,376096],[311388,382957],[311645,383398],[311718,383265],[338344,408957],[338601,409398],[338674,409265]
   ]
cell #1181 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[3]]+phi[[2, 1],[3, 1]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [46262],[57304],[61275],[69921],[73051],[74423],[79237],[79279],[79869],[87923],[89295],[92966],[94546],[94588],[99627],[100315],[100872],[101079],[110120],[111700],[111742],[115294],[115425],[115956],[117764],[121051],[122281],[123653],[125117],[125343],[125385],[134674],[134805],[135336],[137144],[140811],[141225],[141362],[147648],[149024],[150604],[150646],[151834],[152151],[152599],[156535],[162273],[162687],[162824],[169523],[170024],[173170],[176813],[177836],[177967],[178498],[180306],[181622],[181682],[186333],[186747],[192835],[193336],[196482],[200658],[203485],[204541],[204601],[205565],[209223],[209637],[209774],[215121],[218810],[225506],[228333],[229389],[229449],[236099],[236431],[236845],[242933],[243434],[246580],[249257],[249317],[253025],[262099],[262431],[262845],[271270],[277966],[280793],[281849],[281909],[284218],[297984],[306949],[313523],[316023],[316355],[316769],[333905],[352404],[387829],
     [14853,201252],[14968,92754],[19970,226100],[20085,109908],[21383,169475],[21425,233946],[21747,115639],[27576,132707],[28059,192787],[28101,259946],[28423,135019],[30182,200678],[30582,141314],[30624,141575],[33073,278560],[33188,148812],[35925,218762],[35967,288566],[37802,107962],[38009,160440],[38649,225526],[39049,162776],[39091,163037],[41852,170044],[44288,175869],[44771,242885],[44813,313870],[45135,178181],[47775,252462],[48540,253045],[50768,132919],[50994,190572],[51036,190833],[52314,193356],[54750,199181],[56672,271222],[56714,342986],[58549,146866],[58756,207390],[59396,277986],[59796,209726],[59838,209987],[63026,218218],[63086,288006],[66070,221207],[66387,160226],[66835,223176],[69289,297936],[69331,369700],[71166,168328],[71373,232238],[72894,306386],[73659,306969],[75887,176081],[76113,240670],[76155,240931],[77433,243454],[84722,188683],[84782,255541],[86693,140431],[87766,333342],[88531,333925],[90759,199393],[90985,266670],[91027,266931],[92732,270678],[92792,342426],[95776,273667],[96093,207176],[96541,275636],[98995,352356],[99037,422160],[107805,366207],[108744,169110],[109886,297392],[109946,369140],[112930,300381],[113247,232024],[113695,302350],[119080,238781],[119140,309465],[122124,387266],[122889,387849],[130008,325761],[132685,330353],[132745,401322],[133651,200125],[138460,264781],[138520,336421],[146709,418667],[148790,351812],[148850,421600],[157591,289665],[157651,361844],[158615,230413],[159960,294564],[168171,443515],[175847,384277],[175907,451420],[186001,254372],[199159,410277],[199219,474732],[206910,348984],[231758,375698],[259599,340479]
   ]
cell #1182 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[3]]+phi[[2, 1],[3, 1]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [46257],[57299],[61274],[69916],[73046],[74422],[79236],[79280],[79864],[87918],[89294],[92965],[94545],[94589],[99622],[100316],[100867],[101078],[110119],[111699],[111743],[115293],[115424],[115957],[117765],[121046],[122276],[123652],[125116],[125342],[125386],[134673],[134804],[135337],[137145],[140810],[141226],[141363],[147647],[149023],[150603],[150647],[151833],[152150],[152600],[156534],[162272],[162688],[162825],[169524],[170033],[173169],[176812],[177835],[177966],[178499],[180307],[181621],[181683],[186332],[186748],[192836],[193345],[196481],[200667],[203484],[204540],[204602],[205564],[209222],[209638],[209775],[215120],[218811],[225515],[228332],[229388],[229450],[236098],[236430],[236846],[242934],[243443],[246579],[249256],[249318],[253034],[262098],[262430],[262846],[271271],[277975],[280792],[281848],[281910],[284217],[297985],[306958],[313522],[316022],[316354],[316770],[333914],[352405],[387838],
     [14854,201259],[14963,92669],[19971,226107],[20080,109823],[21382,169463],[21426,233953],[21746,115540],[27571,132622],[28058,192775],[28102,259953],[28422,134920],[30183,200668],[30581,141302],[30625,141473],[33074,278567],[33183,148727],[35924,218750],[35968,288573],[37797,107957],[38008,160341],[38650,225516],[39048,162764],[39092,162935],[41853,170034],[44283,175784],[44770,242873],[44814,313877],[45134,178082],[47774,252450],[48541,253035],[50767,132918],[50993,190560],[51037,190731],[52315,193346],[54745,199096],[56671,271210],[56715,342993],[58544,146861],[58755,207291],[59397,277976],[59795,209714],[59839,209885],[63025,218217],[63087,287996],[66069,221195],[66386,160225],[66836,223166],[69288,297924],[69332,369707],[71161,168323],[71372,232139],[72893,306374],[73660,306959],[75886,176080],[76112,240658],[76156,240829],[77434,243444],[84721,188682],[84783,255531],[86688,140426],[87765,333330],[88532,333915],[90758,199392],[90984,266658],[91028,266829],[92731,270677],[92793,342416],[95775,273655],[96092,207175],[96542,275626],[98994,352344],[99038,422167],[107804,366195],[108743,169109],[109885,297391],[109947,369130],[112929,300369],[113246,232023],[113696,302340],[119079,238780],[119141,309455],[122123,387254],[122890,387839],[130007,325749],[132684,330352],[132746,401312],[133650,200124],[138459,264780],[138521,336411],[146708,418655],[148789,351811],[148851,421590],[157590,289664],[157652,361834],[158614,230412],[159959,294563],[168170,443503],[175846,384276],[175908,451410],[186000,254371],[199158,410276],[199220,474722],[206909,348983],[231757,375697],[259598,340478]
   ]
cell #1183 :
  |C| = 126
  W-rep = phi[[3, 1, 1],[1, 1]]
  special rep = phi[[3, 1, 1],[1, 1]] , dim = 126
  orbit = [6, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [17542],[25210],[27007],[35106],[37315],[37708],[37768],[43719],[47430],[50175],[50664],[50732],[54181],[58062],[58455],[58515],[62245],[64903],[65725],[66416],[66517],[70679],[71072],[71132],[75294],[75783],[75851],[81619],[83476],[86599],[86659],[90166],[90655],[90723],[95431],[96122],[96223],[100778],[100838],[102670],[103050],[105106],[106783],[107414],[108640],[108708],[112585],[113276],[113377],[120957],[121017],[125013],[125081],[127150],[127538],[129663],[131244],[131624],[132312],[133680],[133781],[140337],[140397],[145687],[146318],[147544],[147612],[152180],[152281],[154145],[154375],[154502],[158942],[159330],[159710],[160090],[167149],[167780],[169006],[169074],[174406],[174786],[175474],[176842],[176943],[183921],[184474],[188164],[189057],[189184],[190064],[197718],[198098],[198786],[200154],[200255],[205892],[206280],[206660],[207040],[216359],[220367],[220747],[221590],[222564],[230740],[231128],[231508],[231888],[239155],[239282],[240162],[254699],[255087],[265155],[265282],[266162],[274050],[275024],[290039],[290166],[300764],[301738],[323055],[326144],[359280]
   ]
cell #1184 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[3]]+phi[[2, 1],[3, 1]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [79301],[79325],[94610],[94634],[100244],[100360],[111764],[111788],[115978],[116573],[117693],[117809],[124385],[125407],[125431],[135358],[135953],[137073],[137189],[141154],[141929],[142079],[143871],[150668],[150692],[152350],[152528],[152644],[162616],[163391],[163541],[165333],[169620],[169875],[170096],[170796],[177012],[178520],[179115],[180235],[180351],[181040],[182241],[182478],[186676],[192932],[193187],[193408],[194108],[200730],[200771],[203959],[208720],[209566],[210341],[210491],[212283],[213171],[214183],[218907],[219162],[225578],[225619],[228807],[236774],[237334],[242082],[243030],[243285],[243506],[244206],[247118],[253097],[253138],[262774],[263334],[271367],[271622],[272129],[273888],[278038],[278079],[281267],[298081],[298336],[298843],[306607],[307021],[307062],[316698],[317258],[321713],[333563],[333977],[334018],[352501],[352756],[353263],[357946],[387487],[387901],[387942],[393455],[426469],[452444],
     [30646,141667],[30670,201551],[30836,202046],[39113,163129],[39137,226399],[39303,226894],[41528,234054],[41781,234575],[41897,170328],[51058,190925],[51082,257800],[51990,260054],[52243,260575],[52359,193640],[55361,268822],[55714,201284],[59860,210079],[59884,278859],[60050,279354],[64116,288674],[66586,160779],[66764,293040],[66880,223460],[67978,295536],[68331,226132],[72135,233978],[76177,241023],[76201,311724],[77109,313978],[77362,314499],[77478,243738],[82495,324761],[84140,327218],[85341,191187],[85578,257533],[87007,259978],[91049,267023],[91073,338680],[93822,343094],[96292,207729],[96470,347460],[96586,275920],[97684,349956],[98037,278592],[103529,360368],[104001,288598],[105855,291098],[106867,223228],[110976,369808],[113446,232577],[113624,374174],[113740,302634],[116853,378685],[118498,381142],[119699,241285],[119936,311457],[121365,313902],[128058,324205],[130546,255593],[133850,200324],[136233,404685],[137878,407142],[139079,267285],[139316,338413],[142433,412828],[142905,343018],[144759,345518],[145771,275688],[149880,422268],[155452,288058],[157009,431305],[161770,233568],[163895,437676],[164367,369732],[166221,372232],[167233,302402],[171220,378129],[173708,309517],[179395,454783],[187236,397243],[191691,466885],[191984,268082],[194532,404129],[197020,336473],[202402,342478],[210845,484626],[211317,422192],[219669,361896],[221428,300602],[224352,435073],[227250,369192],[241789,510047],[244630,454227],[252683,325982],[258651,401374],[267789,529427],[276812,482023],[279710,421652],[292875,366428],[303526,503485],[312575,451472],[339531,474784],[347295,418888],[374009,443736],[402346,475756]
   ]
cell #1185 :
  |C| = 315
  W-rep = phi[[2, 1],[3, 1]]+phi[[2],[3, 2]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [55917],[67094],[68534],[72709],[85781],[85957],[87581],[92423],[92583],[96800],[98240],[107502],[107620],[109577],[109737],[113954],[114850],[115356],[120139],[120315],[121939],[130667],[132376],[132536],[134230],[134736],[137403],[139519],[139695],[140742],[141284],[146406],[146524],[148481],[148641],[155573],[156091],[158306],[160157],[162204],[162746],[165712],[167868],[167986],[169445],[173829],[175538],[175698],[177392],[177898],[185692],[186264],[188614],[192757],[196179],[197141],[198850],[199010],[202523],[203041],[205256],[207107],[209154],[209696],[218149],[218732],[219790],[225985],[227371],[227889],[230104],[231955],[235790],[236362],[238712],[242855],[253504],[254063],[258772],[261790],[262362],[264712],[270609],[271192],[279831],[280349],[289596],[293696],[294255],[297323],[297906],[312696],[315714],[316286],[330284],[339652],[348116],[348675],[351743],[352326],[374830],[375389],[384208],[406727],[410208],
     [24161,124588],[31402,144074],[33805,151649],[39869,165536],[42111,170764],[42861,172985],[45894,181313],[45983,181473],[52573,194076],[53323,196297],[56093,201955],[56936,204232],[57025,204392],[60616,212486],[60837,213478],[68710,226803],[69553,229080],[69642,229240],[72379,234390],[72591,234625],[72982,235250],[73985,237641],[77692,244174],[78442,246395],[80057,182681],[87251,260390],[87463,260625],[87854,261250],[88857,263641],[91993,268872],[92222,269223],[92462,269459],[98416,279263],[99259,281540],[99348,281700],[100574,152858],[101324,214936],[104245,289010],[109147,295586],[109376,295937],[109616,296173],[114889,304678],[115351,305205],[118023,180565],[121609,314314],[121821,314549],[122212,315174],[123215,317565],[124764,182857],[125607,248948],[125696,249108],[128620,324811],[128849,325162],[134269,331634],[134731,332161],[140737,340769],[143149,343430],[144250,212662],[148051,350006],[148280,350357],[148520,350593],[151319,282564],[151531,214818],[152925,284415],[156130,360939],[162199,367483],[164611,370144],[171782,378735],[172011,379086],[172655,307987],[172867,246277],[177431,385558],[177893,386085],[180883,247239],[181112,318636],[186259,396339],[195094,404735],[195323,405086],[195967,334943],[201137,278445],[203080,413399],[203802,272250],[204031,344016],[209149,419943],[211561,422604],[227928,438247],[228650,298964],[228879,370730],[235231,307428],[236357,446437],[245192,454833],[245421,455184],[246065,388867],[261231,334384],[262357,469749],[280388,485197],[281110,353384],[281339,423190],[285543,427849],[315155,388308],[316281,512911],[321556,393576],[321785,460306],[355843,427290],[380727,456825]
   ]
cell #1186 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[3]]+phi[[2, 1],[3, 1]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [100012],[100036],[117461],[117485],[123856],[124074],[136841],[136865],[142589],[143184],[143342],[143560],[150885],[164051],[164646],[164804],[165022],[169798],[171361],[171576],[172221],[180003],[180027],[193110],[194673],[194888],[195533],[200931],[201005],[202105],[202826],[211001],[211596],[211754],[211972],[215583],[215607],[219085],[225779],[225853],[226953],[227674],[234113],[234175],[243208],[244771],[244986],[245631],[248831],[249584],[249802],[253298],[253372],[260113],[260175],[271545],[277687],[278239],[278313],[279413],[280134],[282686],[284249],[285109],[288733],[288795],[298259],[307222],[307296],[308109],[313554],[314037],[314099],[318759],[319859],[334178],[334252],[335065],[343153],[343215],[344139],[349084],[352679],[354725],[369867],[369929],[370853],[379609],[381380],[388102],[388176],[388989],[405609],[413066],[422327],[422389],[423313],[427971],[437914],[455707],[460429],[484864],[490389],[516656],[536129],
     [73356,171260],[73380,235750],[73579,236150],[88228,194572],[88252,261750],[88451,262150],[92141,269011],[93059,270218],[93277,202450],[108267,224392],[108291,294215],[109295,295725],[110213,296932],[110431,227298],[114972,304737],[116050,235388],[122586,244670],[122610,315674],[122809,316074],[128768,324950],[132259,191847],[133012,329893],[133230,258699],[134352,331693],[135430,261388],[140865,268935],[147171,276852],[147195,348635],[148199,350145],[149117,351352],[149335,279758],[156213,360998],[158428,363367],[159991,224493],[160851,293853],[162327,295649],[168633,303566],[168657,375349],[171930,378874],[175421,241945],[176174,383817],[176392,312623],[177514,385617],[178592,315312],[185814,395959],[186387,324874],[188737,327331],[189837,258354],[195242,404874],[198733,267945],[199486,409817],[199704,339579],[203163,413458],[205378,415827],[206941,276953],[207801,348273],[209277,350069],[218272,360481],[221131,291233],[225227,304401],[228011,438306],[230226,440675],[231789,303667],[232649,374987],[235912,446057],[236485,378798],[238835,381255],[239935,312278],[245340,454972],[252386,324340],[254185,463594],[259630,340510],[261912,469369],[262485,404798],[264835,407255],[265935,339234],[270732,412941],[273591,345653],[280471,485256],[289719,431418],[294377,496426],[294664,375798],[297446,437789],[300305,372367],[306310,378264],[315836,512531],[316409,454896],[325685,397378],[327456,407380],[330407,466998],[333266,404264],[348797,535330],[351866,484739],[360606,431543],[366131,435208],[375511,552484],[384331,510160],[387190,454362],[400084,467123],[410331,529540],[418591,482158],[443439,503620],[450182,510285],[473494,529665],[497225,553283]
   ]
cell #1187 :
  |C| = 245
  W-rep = phi[[2, 2, 1],[2]]+phi[[2, 2],[2, 1]]
  special rep = phi[[2, 2],[2, 1]] , dim = 140
  orbit = [4, 4, 4, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [214641],[242540],[248312],[277168],[282499],[283694],[307922],[309718],[312999],[318535],[334878],[342679],[343915],[345715],[369393],[370629],[378326],[381016],[388802],[404326],[412702],[421853],[423089],[427784],[437550],[454424],[458969],[460205],[483029],[484500],[489106],[510967],[516292],[535765],[556284],
     [86056,258305],[105945,291184],[107325,161320],[120414,312229],[128148,324291],[130461,327076],[131740,191328],[139794,339185],[144849,345604],[146229,208270],[155367,360226],[158091,290941],[158241,221343],[159436,223938],[166311,372318],[167691,233118],[171310,378215],[173623,381000],[174902,241426],[185477,324048],[185627,252598],[187326,397329],[188513,255644],[192442,268540],[194622,404215],[196935,407000],[198214,267426],[202317,412686],[205041,345361],[205191,273803],[206386,276398],[218048,288109],[219584,431163],[224442,435159],[224708,303882],[227165,437534],[229889,372075],[230039,300517],[231234,303112],[235575,377972],[235725,306522],[238611,309568],[244720,454313],[251912,462088],[253848,397086],[253998,325897],[255794,336674],[258566,466743],[259075,339955],[261575,403972],[261725,333478],[264611,336524],[270508,342529],[276902,482109],[279625,484484],[287450,429714],[288259,362097],[289495,361947],[291295,372429],[292104,494920],[294040,434916],[294190,366343],[297222,369243],[303616,503571],[312490,509905],[315499,454070],[315649,387402],[323356,462104],[324402,397440],[327092,407016],[328138,465294],[328947,401575],[330183,401425],[339446,529285],[346524,533824],[348460,481866],[348610,418803],[351642,421703],[360242,431179],[363802,494936],[364848,435270],[373238,550978],[375174,503328],[375324,443651],[382062,508456],[382871,451673],[384107,451523],[398249,566287],[399720,466759],[408062,527836],[408871,474985],[410107,474835],[416262,533840],[417308,482220],[432225,545285],[436079,504491],[441110,550994],[442156,503682],[449818,509921],[464029,566303],[467805,530347],[473130,529301],[492216,584304],[496861,552919],[521926,571156]
   ]
cell #1188 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[3]]+phi[[2, 1],[3, 1]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [78982],[94291],[99973],[111445],[116555],[117422],[123847],[124072],[135935],[136802],[142550],[143333],[143558],[150349],[150883],[164012],[164795],[165020],[169789],[170851],[171359],[172219],[179097],[179964],[183181],[193101],[194163],[194671],[195531],[200826],[201003],[202103],[210962],[211745],[211970],[214677],[215544],[219076],[225674],[225851],[226951],[234111],[235367],[242576],[243199],[244261],[244769],[245629],[248792],[249575],[249800],[253193],[253370],[260111],[261367],[268914],[271536],[277648],[278134],[278311],[279411],[282677],[283739],[285107],[288731],[295628],[298250],[307117],[307294],[308100],[313044],[314035],[315291],[318580],[318757],[324853],[334073],[334250],[335056],[343151],[343960],[344137],[345760],[350048],[352670],[369865],[370674],[370851],[378371],[378777],[387997],[388174],[388980],[404371],[404777],[422325],[423134],[423311],[427962],[454469],[454875],[460250],[460427],[489151],[511012],
     [56417,142460],[69034,163922],[73317,171188],[86281,191718],[88189,194500],[93036,270201],[93050,202084],[93275,202444],[98740,210872],[107361,161356],[108228,224320],[110190,296915],[110204,226932],[110429,227292],[114949,304720],[114963,234092],[116048,235382],[120639,241816],[122547,244598],[132220,191808],[133003,258333],[133228,258693],[134329,331676],[134343,260092],[135428,261382],[140019,267816],[140863,268929],[146265,208306],[147132,276780],[149094,351335],[149108,279392],[149333,279752],[156190,360981],[156204,288712],[158419,291212],[159481,223983],[160849,293847],[162325,295643],[167727,233154],[168594,303494],[175382,241906],[176165,312257],[176390,312617],[177491,385600],[177505,314016],[178590,315306],[185805,324319],[186385,324868],[188558,255689],[188735,327325],[192478,268576],[198694,267906],[199477,339213],[199702,339573],[203140,413441],[203154,343132],[205369,345632],[206431,276443],[207799,348267],[209275,350063],[218093,288154],[218270,360475],[225188,304362],[227988,438289],[228002,369846],[230217,372346],[231279,303157],[232647,374981],[235903,378243],[236483,378792],[238656,309613],[238833,381249],[254176,397357],[259120,340000],[261903,404243],[262483,404792],[264656,336569],[264833,407249],[270553,342574],[270730,412935],[280448,485239],[280462,422306],[289540,361992],[289717,431412],[291340,372474],[294368,435187],[297267,369288],[297444,437783],[315827,454341],[316407,454890],[324447,397485],[330228,401470],[330405,466992],[348788,482137],[351687,421748],[351864,484733],[364893,435315],[375502,503599],[384152,451568],[384329,510154],[410152,474880],[410329,529534],[417353,482265],[442201,503727],[467850,530392]
   ]
cell #1189 :
  |C| = 245
  W-rep = phi[[2, 2, 1],[2]]+phi[[2, 2],[2, 1]]
  special rep = phi[[2, 2],[2, 1]] , dim = 140
  orbit = [4, 4, 4, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [284247],[313552],[319857],[349082],[354723],[355979],[379607],[381378],[384599],[390240],[405607],[413064],[414199],[415909],[437912],[439047],[446139],[448595],[455705],[469451],[476906],[484862],[485997],[490387],[498368],[512613],[516654],[517789],[536127],[537272],[541187],[558181],[562436],[576953],[591888],
     [132989,329876],[158405,363350],[159989,224491],[176151,383800],[185791,395942],[188449,398485],[189835,258352],[199463,409800],[205355,415810],[206939,276951],[217984,429944],[220985,363147],[221129,291231],[222385,293832],[230203,440658],[231787,303665],[235889,446040],[238547,448583],[239933,312276],[252240,395739],[252384,324338],[254162,463577],[255436,327310],[259628,340508],[261889,469352],[264547,471895],[265933,339232],[270444,476894],[273445,415607],[273589,345651],[274845,348252],[287901,360460],[289431,493231],[294354,496409],[294662,375796],[297158,498356],[300159,440455],[300303,372365],[301559,374966],[306164,445837],[306308,378262],[309360,381234],[315813,512514],[323718,519457],[325539,463374],[325683,397376],[327454,407378],[330119,522941],[330675,410599],[333120,469149],[333264,404262],[336316,407234],[342321,412920],[348774,535313],[351578,537260],[359889,492132],[360604,431541],[361739,431397],[363449,440757],[364164,545805],[365985,496206],[366129,435206],[369035,437768],[375488,552467],[384043,557299],[387044,512311],[387188,454360],[395171,519469],[396041,463676],[398497,471907],[399367,521842],[400082,467121],[401217,466977],[410043,572171],[416624,575511],[418445,535110],[418589,482156],[421495,484718],[429956,493243],[433001,545817],[433871,496508],[441472,588128],[443293,552264],[443437,503618],[449465,556200],[450180,510283],[451315,510139],[464391,599170],[465536,522953],[472777,571072],[473492,529663],[474627,529519],[479951,575523],[480821,535412],[494113,584220],[497223,553281],[501413,588140],[502283,552566],[508698,557311],[520899,599182],[523823,573053],[528078,572183],[543887,611406],[547247,589570],[566769,602350]
   ]
cell #1190 :
  |C| = 315
  W-rep = phi[[2, 1],[3, 1]]+phi[[2],[3, 2]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [141754],[160725],[163216],[170430],[191012],[191113],[193742],[201294],[201656],[202810],[207675],[210166],[223217],[223562],[226142],[226504],[227658],[232523],[233988],[234159],[234585],[241110],[241211],[243840],[255582],[257543],[257905],[259988],[260159],[260585],[264209],[267110],[267211],[268832],[275677],[276022],[278602],[278964],[280118],[288047],[288608],[288779],[291108],[293050],[295546],[299822],[302391],[302736],[309506],[311467],[311829],[313912],[314083],[314509],[324215],[324771],[327228],[335352],[336462],[338423],[338785],[342467],[343028],[343199],[345528],[347470],[349966],[360378],[361885],[367902],[369181],[369742],[369913],[372242],[374184],[378139],[378695],[381152],[396758],[397253],[401363],[404139],[404695],[407152],[412838],[421641],[422202],[422373],[431315],[434588],[435083],[437686],[451461],[454237],[454793],[466895],[474773],[481538],[482033],[484636],[503000],[503495],[510057],[526935],[529437],
     [78922,247996],[79000,319410],[94231,273007],[94309,344790],[99776,355197],[99898,283318],[111385,299721],[111463,371504],[115924,307526],[117087,379160],[117225,380081],[117347,308741],[123835,319048],[135304,334482],[136467,405160],[136605,406081],[136727,335697],[141074,411753],[141855,343498],[142745,413243],[143321,344428],[150289,354141],[150367,423964],[162536,436601],[163317,370212],[164207,438091],[164783,371142],[169715,444876],[169777,376948],[170085,378559],[171522,446320],[178466,388406],[179629,455258],[179767,456179],[179889,389621],[183121,321034],[183199,392709],[186596,463080],[193027,468188],[193089,402948],[193397,404559],[194834,469632],[200719,411617],[200877,476032],[209486,483551],[210267,422672],[211157,485041],[211733,423602],[214046,284983],[215347,426644],[215469,357156],[219002,492850],[219064,430847],[225567,436465],[225725,497494],[236694,506242],[238209,318133],[243125,511350],[243187,453046],[243495,454657],[244932,512794],[247316,457250],[248097,321135],[249563,392347],[253086,462944],[253244,520025],[262694,525622],[271462,531754],[271524,477797],[272327,478265],[273108,354242],[278027,483415],[278185,536398],[282665,424702],[282973,356811],[298176,548908],[298238,499259],[299041,499727],[307010,506106],[307168,554383],[308088,447351],[308396,389276],[316618,559980],[318473,390386],[333966,525486],[334124,569255],[335044,470663],[341188,420362],[343853,414345],[352596,578614],[352658,538163],[353461,538631],[370567,439193],[377644,446856],[387890,559844],[388048,594374],[388968,513825],[393653,563795],[403644,470168],[423027,486143],[427950,542399],[453742,513330],[460143,517935],[488424,541904],[507555,561293]
   ]
cell #1191 :
  |C| = 175
  W-rep = phi[[2, 2],[2, 1]]+phi[[1],[3, 3]]
  special rep = phi[[2, 2],[2, 1]] , dim = 140
  orbit = [4, 4, 4, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 140
     105 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [107893],[132415],[146797],[158345],[160152],[168259],[175577],[185731],[188609],[190542],[196570],[198889],[205295],[207102],[218144],[221006],[221177],[229119],[230143],[231950],[235829],[238707],[240640],[252261],[252432],[254102],[255354],[260429],[261829],[263636],[264707],[266640],[270604],[273466],[273637],[287819],[289049],[289591],[294294],[295932],[297318],[300180],[300351],[306185],[306356],[309278],[315753],[325157],[325560],[325731],[329737],[330279],[331557],[333141],[333312],[336234],[342239],[348714],[351738],[359910],[360862],[361657],[365603],[366006],[366177],[368953],[375428],[383661],[384203],[387065],[387236],[395309],[395445],[399388],[400340],[401135],[409661],[410203],[418063],[418466],[418637],[421413],[433139],[433275],[440195],[442911],[443314],[443485],[449486],[450438],[451233],[471605],[472798],[473750],[474545],[480089],[480225],[494134],[500211],[501551],[501687],[521037],[521173],[524321],[544500],
     [151922,215209],[173258,246668],[181352,248987],[204271,281579],[213011,282603],[213473,284410],[234429,314353],[237174,308026],[237636,317560],[246979,318631],[263174,334982],[269218,350352],[270062,343469],[271990,344011],[296776,370183],[298704,370725],[304601,385481],[305782,379081],[317098,388906],[332738,405081],[341444,413322],[351196,422643],[353124,423185],[357786,427888],[368158,438170],[386662,455179],[391388,459759],[393316,460301],[415347,487145],[420618,485120],[425644,489861],[448293,514767],[457734,516912],[478749,539115],[504941,558679]
   ]
cell #1192 :
  |C| = 245
  W-rep = phi[[2, 1],[2, 2]]+phi[[1, 1],[3, 2]]
  special rep = phi[[2, 1],[2, 2]] , dim = 140
  orbit = [4, 4, 3, 3]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [111220],[132854],[134519],[156380],[160206],[162253],[176016],[186313],[188663],[190558],[192773],[199328],[207156],[218198],[218748],[221193],[229558],[232004],[238761],[240656],[252448],[263690],[264761],[266656],[273653],[289645],[295986],[299267],[300367],[325211],[325747],[331983],[361288],[367538],[396394],
     [33826,282349],[42882,307772],[46004,247033],[53344,334728],[56114,341870],[57046,272044],[60945,213261],[68731,368584],[69663,298758],[72779,377280],[73003,305836],[74093,237424],[78463,388652],[78757,182956],[85978,400766],[87651,403280],[87875,332792],[88965,263424],[92662,270658],[92901,203330],[94066,150124],[98437,421044],[99369,353178],[101345,427634],[107690,434224],[107914,365657],[109816,297372],[110055,228178],[115139,177681],[115405,236411],[115538,306372],[120336,450864],[122009,453378],[122233,386716],[123323,317348],[124785,458160],[125717,393370],[132615,330333],[134785,262411],[134918,333328],[139716,474176],[140791,209203],[141300,271208],[144271,479175],[146594,481174],[146818,418117],[148720,351792],[148959,280638],[151719,488060],[151943,425698],[153033,358036],[160339,366193],[162762,297922],[165733,500637],[168056,502636],[168280,442965],[169461,242871],[173055,507191],[173279,448347],[175777,384257],[177947,316335],[178080,387252],[181552,318685],[181791,249426],[182878,517338],[196367,526571],[196591,471659],[199089,410257],[202025,531120],[204471,344065],[204710,282018],[207289,418653],[209712,352342],[212683,539541],[213527,284464],[213660,354787],[215006,541540],[215230,489915],[226873,548274],[229319,370779],[232137,443501],[235329,379135],[237690,317614],[237823,379671],[246465,560929],[246689,514821],[247542,320580],[249187,460355],[261329,405135],[263823,405671],[269272,350406],[270091,413748],[272553,353687],[279333,577980],[281779,423239],[284597,490451],[296805,438596],[305027,385907],[305260,446492],[315253,455233],[317747,455769],[332216,469804],[340824,419998],[351225,485546],[386140,512966]
   ]
cell #1193 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[3]]+phi[[2, 1],[3, 1]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [124640],[124664],[144126],[144150],[151512],[151730],[165588],[165612],[171475],[172119],[172848],[173066],[181322],[182733],[182757],[194787],[195431],[196160],[196378],[201118],[202722],[202880],[204241],[212538],[212562],[214617],[214799],[215017],[225966],[227570],[227728],[229089],[234229],[234399],[235421],[236156],[242516],[244885],[245529],[246258],[246476],[247220],[248717],[248957],[253485],[260229],[260399],[261421],[262156],[268968],[269017],[272231],[277573],[278426],[280030],[280188],[281549],[282573],[283727],[288849],[289019],[295682],[295731],[298945],[307409],[307996],[313032],[314153],[314323],[315345],[316080],[318568],[324907],[324956],[334365],[334952],[343269],[343439],[343948],[345748],[350102],[350151],[353365],[369983],[370153],[370662],[378359],[378831],[378880],[388289],[388876],[393557],[404359],[404831],[404880],[422443],[422613],[423122],[427858],[454457],[454929],[454978],[460238],[489139],[511000],
     [55969,202534],[55993,270578],[56589,270995],[68586,227382],[68610,297292],[69206,297709],[72297,304814],[72572,305992],[72790,235756],[85833,258783],[85857,330253],[87169,331770],[87444,332948],[87662,261756],[91974,340870],[92432,270224],[98292,279842],[98316,351712],[98912,352129],[104163,361075],[107301,224607],[107483,365813],[107701,294221],[109128,367584],[109586,296938],[114859,304743],[120191,312707],[120215,384177],[121527,385694],[121802,386872],[122020,315680],[128601,396440],[130648,398681],[132145,258971],[132385,329899],[134239,331699],[139571,339663],[139595,410177],[143067,413535],[146205,277067],[146387,418273],[146605,348641],[148032,420044],[148490,351358],[155554,430140],[156100,361004],[158315,363373],[159469,293886],[164529,438383],[167667,303781],[167849,443121],[168067,375355],[171763,446538],[173810,448779],[175307,312895],[175547,383823],[177401,385623],[185701,395965],[188546,327364],[192418,268516],[195075,469850],[197122,472091],[198619,339851],[198859,409823],[202504,477090],[203050,413464],[205265,415833],[206419,348306],[211479,485333],[218081,360514],[219771,493427],[225113,304287],[227352,498552],[227898,438312],[230113,440681],[231267,375020],[235799,446063],[238644,381288],[245173,513012],[254072,463600],[258753,523137],[259108,339988],[261799,469375],[264644,407288],[270541,412974],[279812,537456],[280358,485262],[289528,431451],[291328,372462],[294264,496432],[297255,437822],[312677,557495],[315723,512537],[324435,397473],[330216,467031],[339633,572367],[348684,535336],[351675,484772],[364881,435303],[375398,552490],[384140,510193],[410140,529573],[417341,482253],[442189,503715],[467838,530380]
   ]
cell #1194 :
  |C| = 245
  W-rep = phi[[2, 2, 1],[2]]+phi[[2, 2],[2, 1]]
  special rep = phi[[2, 2],[2, 1]] , dim = 140
  orbit = [4, 4, 4, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [100847],[121026],[124880],[147411],[151182],[152030],[172518],[173994],[176692],[180930],[195830],[202688],[203849],[205444],[227536],[228697],[235978],[238457],[245928],[261978],[270354],[279996],[281157],[285406],[297068],[315902],[320442],[321603],[349667],[351488],[356590],[385210],[391680],[419199],[449005],
     [37777,107937],[50531,132423],[50911,190532],[58524,146841],[65418,158353],[65473,221167],[66266,160142],[71141,168303],[75650,175585],[76030,240630],[81989,185739],[82044,252422],[83964,255264],[84030,188599],[86668,140406],[90522,198897],[90902,266630],[95124,205303],[95179,273627],[95972,207092],[103353,287729],[103419,218134],[105665,220909],[108507,168873],[112278,230151],[112333,300341],[113126,231940],[116347,235837],[116402,306346],[118322,309188],[118388,238697],[127868,252164],[129356,254110],[129411,325721],[130832,197306],[133530,200004],[135727,261837],[135782,333302],[137702,336144],[137768,264697],[142257,342149],[142323,270594],[144569,273369],[155738,219955],[156833,361567],[156899,289581],[158494,230292],[161148,294302],[161203,366167],[163719,368863],[163785,297308],[166031,300083],[171030,306088],[178889,315761],[178944,387226],[185114,395355],[185880,254251],[187046,325463],[188359,264457],[190420,258937],[191515,401045],[191581,330269],[194342,333044],[208098,348722],[208153,418627],[210669,421323],[210735,351728],[217572,359813],[217894,289341],[222230,433185],[222996,294443],[224162,365909],[232946,375436],[233001,443475],[240518,312861],[241613,451143],[241679,384193],[244440,386968],[251608,323628],[256554,399291],[256876,330029],[266518,339817],[267613,474455],[267679,410193],[274690,480135],[275456,348863],[276622,418369],[291800,364074],[295247,376381],[301404,501597],[302170,375577],[303336,443217],[310478,449389],[310800,383953],[326784,521083],[331286,411210],[337434,472701],[337756,409953],[346220,416534],[362857,494037],[366739,444047],[372934,441382],[397945,464301],[398907,472317],[430366,493653]
   ]
cell #1195 :
  |C| = 245
  W-rep = phi[[2, 1],[2, 2]]+phi[[1, 1],[3, 2]]
  special rep = phi[[2, 1],[2, 2]] , dim = 140
  orbit = [4, 4, 3, 3]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [111617],[134591],[156452],[162157],[186217],[191134],[192668],[217402],[218643],[223333],[241232],[251657],[256384],[257625],[267232],[275793],[291849],[299843],[302507],[310308],[311549],[335468],[337264],[338505],[346269],[362687],[368018],[371224],[372983],[396874],[397994],[403030],[430929],[436338],[462817],
     [60972,212981],[74120,237144],[78909,180864],[79154,125260],[88992,263144],[92928,270032],[94218,203783],[94463,150521],[99919,151237],[110082,296746],[111372,228631],[115211,177753],[115619,305532],[115911,235212],[117368,172573],[123350,317068],[132881,329707],[134999,332488],[135291,261212],[136748,195885],[140695,209107],[141562,269862],[141876,203402],[148986,351166],[150276,281091],[153060,357756],[160420,365353],[160712,293677],[163024,296576],[163338,228250],[169356,242766],[170201,236315],[170233,305581],[176043,383631],[178161,386412],[178453,315136],[179910,245983],[181818,391358],[183108,321537],[190820,329537],[193513,262315],[193545,332537],[199355,409631],[201376,271103],[204737,415317],[207370,417813],[207662,348097],[209974,350996],[210288,280710],[213741,425394],[214033,355824],[215490,285461],[223365,365402],[226224,297817],[229585,440165],[232218,442661],[232510,374811],[237904,448043],[238196,380708],[240918,383461],[243611,316239],[243643,386461],[247804,391188],[248118,321156],[249453,459729],[263904,471355],[264196,406708],[266918,409461],[270172,477316],[272815,415147],[273129,354263],[275825,417862],[278684,352237],[282045,487115],[283089,356927],[283121,425443],[284678,489611],[284970,427271],[296886,498778],[299529,439995],[302539,442710],[305948,446972],[308512,389392],[308544,448092],[317828,514517],[318120,456806],[319130,392429],[320842,459559],[332904,470284],[335500,471404],[341304,420478],[341956,477879],[344510,423684],[351306,537682],[353949,486945],[356959,489660],[368670,499341],[377030,453128],[377153,505979],[386828,513446],[389424,514566],[403153,525359],[411490,483288],[421130,538245],[453251,559717]
   ]
cell #1196 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[3]]+phi[[2, 1],[3, 1]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [100424],[100454],[117873],[117903],[124395],[124600],[137253],[137283],[142613],[142643],[143881],[144086],[151502],[152708],[152738],[164075],[164105],[165343],[165548],[169885],[170860],[171435],[172838],[180415],[180445],[182335],[182488],[182693],[193197],[194172],[194747],[196150],[200835],[201108],[202062],[202116],[208814],[211025],[211055],[212293],[212498],[213181],[214577],[214789],[219172],[225683],[225956],[226910],[226964],[234070],[234124],[237344],[242476],[243295],[244270],[244845],[246248],[247210],[248302],[253202],[253475],[260070],[260124],[263344],[271632],[272221],[277158],[278143],[278416],[279370],[279424],[282489],[288690],[288744],[298346],[298935],[307126],[307399],[307912],[309708],[313994],[314048],[317268],[334082],[334355],[334868],[342669],[343110],[343164],[352766],[353355],[357956],[369383],[369824],[369878],[388006],[388279],[388792],[393547],[421843],[422284],[422338],[427774],[458959],[483019],
     [41961,235645],[41991,171173],[42169,235362],[52423,261645],[52453,194485],[52631,261362],[55424,268909],[55724,270208],[55929,202348],[66944,294110],[66974,224305],[68041,295623],[68341,296922],[68546,227196],[72145,304727],[72562,235378],[77542,315569],[77572,244583],[77750,315286],[82558,324848],[85435,191901],[85588,329883],[85793,258597],[87017,331683],[87434,261378],[91964,268925],[96650,348530],[96680,276765],[97747,350043],[98047,351342],[98252,279656],[104011,360988],[105865,363357],[107261,224567],[107473,293843],[109118,295639],[113804,375244],[113834,303479],[116916,378772],[119793,241999],[119946,383807],[120151,312521],[121375,385607],[121792,315302],[128068,395949],[128591,324864],[130638,327321],[131730,258365],[136296,404772],[139173,267999],[139326,409807],[139531,339477],[142915,413448],[144769,415817],[146165,277027],[146377,348263],[148022,350059],[155544,360471],[158231,291244],[161864,233662],[164377,438296],[166231,440665],[167627,303741],[167839,374977],[171230,446047],[171753,378788],[173800,381245],[174892,312289],[179458,454870],[185617,324351],[187246,463584],[192378,268476],[194542,469359],[195065,404788],[197112,407245],[198204,339245],[202494,412931],[205181,345664],[211327,485246],[219761,431408],[224362,496416],[224698,303872],[227342,437779],[230029,372378],[235715,378275],[244640,512521],[245163,454886],[253988,397389],[255784,336664],[258743,466988],[261715,404275],[276822,535320],[279802,484729],[288249,362087],[294180,435219],[303536,552474],[312667,510150],[315639,454373],[328937,401565],[339623,529530],[348600,482169],[375314,503631],[382861,451663],[408861,474975],[436069,504481]
   ]
cell #1197 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[3]]+phi[[2, 1],[3, 1]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [100400],[100478],[117849],[117927],[124404],[124526],[137229],[137307],[141969],[143238],[143890],[144012],[151491],[152684],[152762],[163431],[164700],[165352],[165474],[169894],[170702],[171585],[172827],[180391],[180469],[182281],[182497],[182619],[193206],[194014],[194897],[196139],[200940],[201097],[201327],[202816],[208760],[210381],[211650],[212302],[212424],[213190],[214503],[214778],[219181],[225788],[225945],[226175],[227664],[234021],[234165],[237353],[242402],[243304],[244112],[244995],[246237],[247199],[248291],[253307],[253464],[260021],[260165],[263353],[271641],[272210],[277147],[278248],[278405],[278635],[280124],[282478],[288641],[288785],[298355],[298924],[307231],[307388],[307901],[309697],[313945],[314089],[317277],[334187],[334344],[334857],[342658],[343061],[343205],[352775],[353344],[357965],[369372],[369775],[369919],[388111],[388268],[388781],[393536],[421832],[422235],[422379],[427763],[458948],[483008],
     [41937,170514],[42015,234945],[42506,236140],[52399,193826],[52477,260945],[52968,262140],[55496,269001],[55733,269428],[55855,201662],[66920,223646],[66998,293410],[68113,295715],[68350,296142],[68472,226510],[72154,304647],[72551,234591],[77518,243924],[77596,314869],[78087,316064],[82630,324940],[85381,191227],[85597,329103],[85719,257911],[87026,331603],[87423,260591],[91953,268838],[96626,276106],[96704,347830],[97819,350135],[98056,350562],[98178,278970],[104020,360908],[105874,363277],[107187,223834],[107462,293056],[109107,295552],[113780,302820],[113858,374544],[116988,378864],[119739,241325],[119955,383027],[120077,311835],[121384,385527],[121781,314515],[128077,395869],[128580,324777],[130627,327234],[131719,257576],[136368,404864],[139119,267325],[139335,409027],[139457,338791],[142924,413368],[144778,415737],[146091,276294],[146366,347476],[148011,349972],[155533,360384],[158220,291141],[161810,233608],[164386,438216],[166240,440585],[167553,303008],[167828,374190],[171239,445967],[171742,378701],[173789,381158],[174881,311500],[179530,454962],[185606,324248],[187255,463504],[192304,268402],[194551,469279],[195054,404701],[197101,407158],[198193,338456],[202483,412844],[205170,345561],[211336,485166],[219750,431321],[224371,496336],[224687,303861],[227331,437692],[230018,372275],[235704,378172],[244649,512441],[245152,454799],[253977,397286],[255773,336653],[258732,466901],[261704,404172],[276831,535240],[279791,484642],[288238,362076],[294169,435116],[303545,552394],[312656,510063],[315628,454270],[328926,401554],[339612,529443],[348589,482066],[375303,503528],[382850,451652],[408850,474964],[436058,504470]
   ]
cell #1198 :
  |C| = 245
  W-rep = phi[[2, 2, 1],[2]]+phi[[2, 2],[2, 1]]
  special rep = phi[[2, 2],[2, 1]] , dim = 140
  orbit = [4, 4, 4, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [125106],[147637],[152060],[176722],[180960],[181928],[203879],[205474],[208407],[213073],[228727],[236008],[237236],[238927],[262008],[263236],[270824],[273499],[281187],[297538],[306218],[315932],[317160],[321633],[333174],[351958],[356620],[357848],[385240],[387098],[392150],[419669],[426080],[452055],[480361],
     [37899,223158],[49818,255523],[50757,132908],[58646,275618],[63664,287988],[65330,290915],[66296,160215],[71263,302332],[74937,309447],[75876,176070],[81901,324022],[83943,255360],[84060,188672],[85028,190548],[89809,336403],[90748,199382],[93370,342408],[95036,345335],[96002,207165],[103332,287825],[103449,218207],[104749,361826],[105757,221183],[108733,169099],[110524,369122],[112190,372049],[113156,232013],[116259,377946],[118301,309284],[118418,238770],[119386,240646],[127960,252438],[129268,397060],[133323,401304],[133560,200034],[135639,403946],[137681,336240],[137798,264770],[138766,266646],[142236,342245],[142353,270667],[144661,273643],[149428,421582],[154964,429688],[156812,361663],[156929,289654],[158524,230322],[161060,434890],[161457,233255],[163698,368959],[163815,297381],[166123,300357],[171122,306362],[176485,451402],[178801,454044],[185093,395451],[185910,254281],[187138,325737],[188829,264927],[189646,465268],[191494,401141],[191611,330342],[194434,333318],[199797,474714],[208010,481840],[210648,421419],[210765,351801],[217194,359943],[218364,289811],[221039,300213],[222209,433281],[223026,294473],[224254,366183],[232858,503302],[239744,508430],[241592,451239],[241709,384266],[244532,387242],[252294,325593],[256176,399421],[257346,330499],[265744,527810],[267592,474551],[267709,410266],[274669,480231],[275486,348893],[276714,418643],[290628,545259],[292486,366039],[301383,501693],[302200,375607],[303428,443491],[310100,449519],[311270,384423],[326763,521179],[331316,411240],[337056,472831],[338226,410423],[346906,418499],[362479,494167],[367209,444517],[373620,443347],[395581,521309],[401957,475367],[433411,501823]
   ]
cell #1199 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[3]]+phi[[2, 1],[3, 1]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [151781],[173117],[181570],[196429],[202773],[204489],[213495],[213754],[215068],[227621],[229337],[236047],[237658],[237917],[246527],[247549],[248768],[249205],[262047],[263658],[263917],[269240],[270256],[270885],[272560],[277624],[280081],[281797],[284166],[284432],[284691],[295954],[296970],[297599],[299274],[304775],[305034],[306025],[313471],[315971],[317582],[317841],[318653],[319848],[320587],[325179],[331731],[331990],[332981],[340903],[342059],[344033],[349073],[350374],[351390],[352019],[353694],[354714],[354794],[361036],[361295],[367617],[368773],[370747],[376665],[379103],[379598],[379678],[381369],[385655],[385914],[386905],[396473],[402665],[405103],[405598],[405678],[413055],[413496],[413755],[420077],[421233],[423207],[430564],[437903],[438344],[438603],[446571],[452763],[455201],[455696],[455776],[460323],[469883],[477514],[484853],[485294],[485553],[490378],[490458],[498976],[513045],[516645],[536118],[537880],
     [72841,235942],[87713,261942],[92680,270689],[107752,294407],[109834,297403],[115373,306008],[115632,306442],[116024,377785],[122071,315866],[132196,259022],[132633,330364],[134753,332964],[135012,333398],[135404,403785],[140759,340886],[140839,411502],[141307,342077],[146656,348827],[148738,351823],[159908,294512],[160174,365829],[160433,366263],[162221,367600],[162301,436350],[162769,368791],[168118,375541],[169468,376683],[175358,312946],[175795,384288],[177915,386888],[178174,387322],[178566,453883],[186281,396456],[186361,462829],[188631,398697],[189826,329931],[190565,400973],[192780,402683],[198670,339902],[199107,410288],[206858,348932],[207124,418289],[207383,418723],[209171,420060],[209251,483300],[209719,421251],[218166,430156],[218755,430582],[221120,363405],[221200,432661],[225164,304338],[231706,375646],[231972,443137],[232231,443571],[236379,446554],[236459,505991],[238729,448795],[239924,383855],[240663,451071],[242878,452781],[252375,395997],[252455,462466],[259547,340427],[262379,469866],[262459,525371],[264729,472107],[265924,409855],[266663,474383],[270626,477106],[271215,477532],[273580,415865],[273660,479611],[289613,493443],[294653,375787],[297340,498568],[297929,498994],[300294,440713],[300374,501073],[306299,446095],[306379,505628],[316303,513028],[316383,559729],[325674,463632],[325754,520559],[327445,407369],[330301,523153],[333255,469407],[333335,525008],[351760,537472],[352349,537898],[360595,431532],[366120,496464],[366200,546907],[384225,557511],[387179,512569],[387259,559366],[400073,467112],[410225,572383],[418580,535368],[418660,576613],[443428,552522],[443508,589230],[450171,510274],[473483,529654],[497214,553272]
   ]
cell #1200 :
  |C| = 245
  W-rep = phi[[2, 2, 1],[2]]+phi[[2, 2],[2, 1]]
  special rep = phi[[2, 2],[2, 1]] , dim = 140
  orbit = [4, 4, 4, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [182305],[208784],[214193],[242092],[247128],[248269],[272139],[273898],[277125],[282456],[298853],[306617],[307879],[309675],[333573],[334835],[342636],[345372],[353273],[369350],[377983],[387497],[388759],[393465],[403983],[421810],[426479],[427741],[452454],[454081],[458926],[482986],[488763],[510624],[533923],
     [67152,293827],[84203,327305],[85405,191871],[96858,348247],[103592,360455],[105686,363142],[106877,223992],[114012,374961],[118561,381229],[119763,241969],[127889,395734],[130418,327082],[130556,255698],[131697,258311],[137941,407229],[139143,267969],[142496,412915],[144590,415602],[145781,276452],[155324,360232],[155462,288163],[157072,431392],[158198,291190],[161834,233632],[163958,437763],[166052,440450],[167243,303166],[171051,445832],[173580,381006],[173718,309622],[174859,312235],[185584,324297],[187067,463369],[191754,466972],[191994,268092],[194363,469144],[196892,407006],[197030,336578],[198171,339191],[202274,412692],[202412,342583],[205148,345610],[210908,484713],[217593,492127],[219541,431169],[219679,362001],[221438,300612],[224183,496201],[224665,303839],[227122,437540],[227260,369297],[229996,372324],[235682,378221],[241852,510134],[244461,512306],[251869,462094],[252693,325992],[253955,397335],[255751,336631],[256575,521837],[258523,466749],[258661,401479],[261682,404221],[267852,529514],[276643,535105],[279582,484490],[279720,421757],[287107,429725],[288216,362054],[290952,372086],[292061,494926],[292885,366438],[294147,435165],[303357,552259],[310499,556195],[312447,509911],[312585,451577],[315606,454319],[324059,397097],[327795,465305],[328904,401532],[337455,571067],[339403,529291],[339541,474889],[346481,533830],[347305,418898],[348567,482115],[362878,584215],[364505,434927],[373195,550984],[374019,443746],[375281,503577],[381719,508467],[382828,451630],[398206,566293],[402356,475766],[407719,527847],[408828,474942],[416965,481877],[431882,545296],[436036,504448],[441813,503339],[462187,566386],[467462,530004],[495019,551077]
   ]
cell #1201 :
  |C| = 245
  W-rep = phi[[2, 1],[2, 2]]+phi[[1, 1],[3, 2]]
  special rep = phi[[2, 1],[2, 2]] , dim = 140
  orbit = [4, 4, 3, 3]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [299251],[331967],[361272],[367459],[396315],[400750],[402537],[429563],[430436],[434145],[450848],[461932],[465143],[466016],[474160],[481095],[494764],[500621],[502557],[508305],[509178],[526492],[527685],[528558],[533668],[545134],[547930],[549781],[550822],[565634],[566131],[568455],[583657],[585860],[598622],
     [212972,354600],[237135,379484],[246984,390158],[247526,320564],[263135,405484],[270023,412370],[271995,414117],[272537,353671],[282333,354771],[296737,437218],[298709,438965],[305011,385891],[305436,445407],[305787,445543],[307756,379655],[317059,455582],[329698,466427],[332392,468719],[332743,468855],[334712,405655],[340745,419919],[341521,476513],[341854,413732],[351157,484168],[353129,485915],[357747,490264],[365257,495776],[365608,495912],[368235,497975],[368568,438580],[376537,452635],[377201,446413],[377225,505094],[383622,509589],[386316,511881],[386667,512017],[388636,455753],[391349,515960],[393321,517707],[400417,522560],[403201,469725],[403225,524474],[409622,528969],[411959,477386],[415308,533038],[417717,534680],[418068,534816],[420695,536879],[421028,485530],[425298,540455],[425649,540591],[427618,490435],[434169,546373],[436807,498848],[440156,550192],[442565,551834],[442916,551970],[447947,555395],[448298,555531],[450515,556918],[453299,512887],[453323,558832],[457811,562043],[458144,517322],[459720,563327],[471259,570267],[471610,570403],[473827,571790],[476768,574206],[478826,574840],[479159,539525],[481119,576079],[483757,537752],[487106,579898],[487981,541461],[488005,580528],[489515,581540],[489866,581676],[498230,586823],[500288,587457],[502581,588696],[505343,590753],[507112,560850],[507136,591250],[514421,595386],[514772,595522],[515549,562916],[516989,596909],[524723,601215],[526516,601712],[530776,577636],[531065,604404],[532627,579487],[537134,607570],[539192,608204],[541485,609443],[548219,612871],[553583,593574],[553638,615334],[559081,617927],[560874,618424],[568510,622010],[573243,606607],[577925,625974],[593629,631985]
   ]
cell #1202 :
  |C| = 245
  W-rep = phi[[2, 2, 1],[2]]+phi[[2, 2],[2, 1]]
  special rep = phi[[2, 2],[2, 1]] , dim = 140
  orbit = [4, 4, 4, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [320298],[349523],[356007],[384627],[390268],[391529],[414227],[415937],[419048],[424584],[439075],[446167],[447233],[448854],[469479],[470545],[477165],[479444],[486025],[498627],[505461],[512641],[513707],[517817],[524841],[537531],[541215],[542281],[558209],[559199],[562695],[577212],[580895],[593021],[605337],
     [160825,434729],[188711,464719],[190276,330560],[207775,481679],[218246,492426],[221013,494333],[222413,365846],[232623,503141],[238809,507881],[240374,384484],[252268,519594],[255339,464592],[255464,398714],[256725,400955],[264809,527261],[266374,410484],[270706,531330],[273473,533237],[274873,418306],[287804,492299],[287929,430173],[289693,544710],[290990,432643],[295103,376237],[297420,548484],[300187,550391],[301587,443154],[306192,553952],[309263,507754],[309388,448812],[310649,451053],[324097,462448],[325567,565700],[330381,567592],[330703,410627],[333148,568824],[336219,527134],[336344,472124],[337605,474365],[342224,531203],[342349,477123],[345410,479593],[351840,578190],[359917,583271],[361642,544583],[361767,493460],[363477,440785],[366013,585141],[366588,443896],[368938,548357],[369063,498585],[372124,501055],[378021,505610],[384305,592711],[387072,593943],[395430,565100],[396069,463704],[397135,520541],[398756,472166],[399395,599411],[401120,567465],[401245,523170],[404021,524990],[410305,603173],[418473,605888],[421398,578063],[421523,537489],[429449,543832],[430215,493502],[432494,500906],[433260,584541],[433899,496536],[434965,546889],[443321,614355],[449493,616123],[451218,592584],[451343,557528],[454119,559348],[462299,520392],[465029,566714],[465795,523212],[472805,622799],[474530,603046],[474655,572400],[480210,605288],[480849,535440],[481915,576595],[494141,628432],[495131,546740],[501672,613755],[502311,552594],[503377,589212],[508191,591833],[508957,557570],[521158,620996],[523851,573081],[527571,602295],[528337,572442],[534035,576446],[545020,611351],[547506,589829],[551189,589063],[565149,621045],[567902,603483],[584590,613804]
   ]
cell #1203 :
  |C| = 126
  W-rep = phi[[3, 1, 1],[1, 1]]
  special rep = phi[[3, 1, 1],[1, 1]] , dim = 126
  orbit = [6, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [35143],[47616],[50212],[62879],[65911],[66453],[66542],[75331],[81000],[84575],[85212],[85302],[90203],[95617],[96159],[96248],[101840],[105143],[106164],[107009],[107132],[112771],[113313],[113402],[118933],[119570],[119660],[127575],[129849],[133717],[133806],[138313],[138950],[139040],[145068],[145913],[146036],[152217],[152306],[154599],[155031],[157444],[159367],[160115],[161641],[161731],[166530],[167375],[167498],[176879],[176968],[182112],[182202],[184732],[185154],[187545],[189281],[189713],[190489],[192126],[192249],[200191],[200280],[206317],[207065],[208591],[208681],[214325],[214448],[216765],[217001],[217117],[221848],[222270],[222661],[223093],[231165],[231913],[233439],[233529],[239379],[239811],[240587],[242224],[242347],[250756],[251292],[255124],[255983],[256099],[256985],[265379],[265811],[266587],[268224],[268347],[274308],[274730],[275121],[275553],[286360],[290263],[290695],[291484],[292409],[301022],[301444],[301835],[302267],[309907],[310023],[310909],[326402],[326824],[336863],[336979],[337865],[345904],[346829],[362286],[362402],[372618],[373543],[394936],[397629],[429210]
   ]
cell #1204 :
  |C| = 126
  W-rep = phi[[3, 1, 1],[1, 1]]
  special rep = phi[[3, 1, 1],[1, 1]] , dim = 126
  orbit = [6, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [101720],[126968],[154514],[154532],[158760],[184665],[189196],[189214],[205710],[221781],[222576],[222594],[222753],[230558],[239294],[239312],[254517],[256918],[257031],[265294],[265312],[274241],[275036],[275054],[275213],[286813],[290178],[290196],[292528],[300955],[301750],[301768],[301927],[310842],[310955],[322651],[323765],[323783],[326335],[330866],[330884],[331043],[337798],[337911],[346948],[356170],[356188],[356347],[358934],[359537],[359609],[359985],[364211],[364229],[365008],[366781],[366894],[373662],[384790],[384808],[384967],[391722],[391835],[395086],[395175],[399015],[399087],[399463],[400147],[401999],[410790],[410808],[410967],[416671],[416689],[417468],[419241],[419354],[426122],[429419],[432916],[433005],[433591],[433967],[441519],[441537],[442316],[444089],[444202],[449113],[449185],[449561],[450245],[452097],[464438],[464456],[464999],[465540],[472425],[472497],[472873],[473557],[475409],[479866],[479955],[480541],[480917],[493761],[493833],[494209],[495101],[501328],[501417],[502003],[502379],[508161],[508702],[519263],[520814],[520903],[527541],[528082],[534005],[543641],[544990],[551159]
   ]
cell #1205 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[2, 1]]+phi[[1, 1, 1],[3, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [66532],[66556],[66755],[67969],[82486],[84131],[85049],[85267],[96238],[96262],[96461],[103520],[105778],[106856],[113392],[113416],[113615],[118489],[119407],[119625],[127981],[130535],[133796],[133820],[137064],[137869],[138787],[139005],[144682],[145760],[152296],[152320],[155441],[157000],[160105],[160749],[161478],[161696],[162607],[166144],[167222],[173697],[176958],[176982],[181949],[182167],[186667],[187159],[188850],[190454],[190612],[191973],[192827],[197009],[200270],[200294],[207055],[207699],[208428],[208646],[214172],[218385],[218802],[219658],[221247],[221417],[222439],[223174],[225524],[231903],[232547],[233276],[233494],[238948],[240552],[240710],[242071],[252502],[252672],[253043],[255490],[255539],[264948],[266552],[266710],[268071],[273707],[273877],[274899],[275634],[287955],[288004],[289832],[300421],[300591],[301613],[302348],[309414],[309463],[325801],[325971],[336370],[336419],[361793],[361842],
     [14966,202391],[20083,227239],[21757,171143],[27574,258640],[28433,194455],[30616,142424],[33186,279699],[37800,292864],[38019,224275],[39083,163886],[41772,116844],[44286,312564],[45145,244553],[46260,247107],[50743,328643],[50778,257367],[51028,191682],[52234,136224],[54748,339520],[55352,97675],[57302,272118],[58547,347284],[58766,276735],[59830,210836],[61285,213094],[69919,298832],[71164,373998],[71383,303449],[73049,306596],[74433,237257],[75862,382567],[75897,311291],[76147,241780],[77353,179386],[79271,181031],[79867,393444],[86691,402335],[87921,333552],[89305,263257],[90734,408567],[90769,338247],[91019,267780],[92672,342375],[92976,270845],[94580,203950],[99625,353252],[100235,152519],[100870,426458],[101089,357869],[107960,366417],[108719,435775],[108754,367230],[109826,369089],[110130,297559],[111734,228798],[115622,306426],[115948,236765],[117684,180226],[121049,452433],[122279,387476],[123663,317181],[125092,458665],[125127,392171],[125377,321704],[132323,465946],[132625,401271],[132929,330520],[135002,333382],[135328,262765],[140429,475745],[141145,209557],[141354,271262],[141481,342424],[146864,418877],[147623,482725],[147658,419690],[148730,421549],[149034,351979],[150638,281258],[160423,366247],[162816,297976],[162943,369138],[168326,443725],[169085,504187],[169120,444538],[169515,242925],[170042,306967],[175485,509108],[175787,451369],[176091,384444],[178164,387306],[178490,316689],[190739,401320],[193354,333923],[198797,528488],[199099,474681],[199403,410444],[200676,277984],[207373,418707],[209766,352396],[209893,421598],[232221,443555],[240837,451418],[243452,387847],[266837,474730]
   ]
cell #1206 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[3]]+phi[[2, 1],[3, 1]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [46261],[57303],[61266],[69920],[73050],[74414],[79165],[79270],[79868],[87922],[89286],[92957],[94474],[94579],[99626],[100234],[100871],[101070],[110111],[111628],[111733],[115222],[115416],[115947],[117683],[121050],[122280],[123644],[125108],[125271],[125376],[134602],[134796],[135327],[137063],[140802],[141144],[141353],[147639],[149015],[150532],[150637],[151248],[152062],[152518],[156463],[162264],[162606],[162815],[169514],[170032],[172584],[176724],[177764],[177958],[178489],[180225],[180962],[181030],[186324],[186666],[192826],[193344],[195896],[200666],[203413],[203881],[203949],[205476],[209214],[209556],[209765],[218801],[225514],[228261],[228729],[228797],[236010],[236422],[236764],[242924],[243442],[245994],[253033],[262010],[262422],[262764],[271261],[277974],[280721],[281189],[281257],[285472],[297975],[306957],[315934],[316346],[316688],[321635],[321703],[333913],[352395],[356622],[385242],[387837],
     [14967,92753],[20084,109907],[21738,115638],[27575,132706],[28414,135018],[30498,201260],[30510,141313],[30615,141576],[33187,148811],[37801,107961],[38000,160439],[38965,226108],[38977,162775],[39082,163038],[41455,233954],[41467,169474],[41771,170045],[44287,175868],[45126,178180],[50759,132910],[50922,190571],[51027,190834],[51917,259954],[51929,192786],[52233,193357],[54749,199180],[55351,200679],[58548,146865],[58747,207389],[59712,278568],[59724,209725],[59829,209988],[64043,288574],[64055,218761],[65484,221206],[66298,160217],[66754,223177],[67968,225527],[71165,168327],[71364,232237],[75878,176072],[76041,240669],[76146,240932],[77036,313878],[77048,242884],[77352,243455],[82055,252461],[82485,253046],[84062,188674],[84130,255542],[86692,140430],[90750,199384],[90913,266669],[91018,266932],[93749,342994],[93761,271221],[95190,273666],[96004,207167],[96460,275637],[97674,277987],[103451,218209],[103519,288007],[108735,169101],[110903,369708],[110915,297935],[112344,300380],[113158,232015],[113614,302351],[116413,306385],[116843,306970],[118420,238772],[118488,309466],[129422,325760],[133562,200036],[135793,333341],[136223,333926],[137800,264772],[137868,336422],[142355,270669],[142423,342427],[149807,422168],[149819,352355],[156931,289656],[156999,361845],[158526,230324],[161214,366206],[163817,297383],[163885,369141],[178955,387265],[179385,387850],[185912,254283],[191613,330344],[191681,401323],[208164,418666],[210767,351803],[210835,421601],[223028,294475],[233012,443514],[241711,384268],[241779,451421],[267711,410268],[267779,474733],[275488,348895],[302202,375609],[331318,411242]
   ]
cell #1207 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[3]]+phi[[2, 1],[3, 1]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [46265],[57307],[61267],[69924],[73054],[74415],[79166],[79269],[79872],[87926],[89287],[92958],[94475],[94578],[99630],[100233],[100875],[101071],[110112],[111629],[111732],[115223],[115417],[115946],[117682],[121054],[122284],[123645],[125109],[125272],[125375],[134603],[134797],[135326],[137062],[140803],[141143],[141352],[147640],[149016],[150533],[150636],[151249],[152063],[152517],[156464],[162265],[162605],[162814],[169513],[170023],[172585],[176725],[177765],[177959],[178488],[180224],[180963],[181029],[186325],[186665],[192825],[193335],[195897],[200657],[203414],[203882],[203948],[205477],[209215],[209555],[209764],[218800],[225505],[228262],[228730],[228796],[236011],[236423],[236763],[242923],[243433],[245995],[253024],[262011],[262423],[262763],[271260],[277965],[280722],[281190],[281256],[285473],[297974],[306948],[315935],[316347],[316687],[321636],[321702],[333904],[352394],[356623],[385243],[387828],
     [14971,92829],[20088,109983],[21739,115730],[27579,132782],[28415,135110],[30511,141325],[30614,141674],[33191,148887],[37805,107965],[38001,160531],[38978,162787],[39081,163136],[41468,169486],[41770,170056],[44291,175944],[45127,178272],[50760,132911],[50923,190583],[51026,190932],[51930,192798],[52232,193368],[54753,199256],[55350,200690],[55701,201253],[58552,146869],[58748,207481],[59725,209737],[59828,210086],[64056,218773],[65485,221218],[66299,160218],[66753,223188],[67967,225538],[68318,226101],[71169,168331],[71365,232329],[72122,233947],[75879,176073],[76042,240681],[76145,241030],[77049,242896],[77351,243466],[82056,252473],[82484,253057],[84063,188675],[84129,255553],[86696,140434],[86994,259947],[90751,199385],[90914,266681],[91017,267030],[93762,271233],[95191,273678],[96005,207168],[96459,275648],[97673,277998],[98024,278561],[103452,218210],[103518,288018],[103988,288567],[108736,169102],[110916,297947],[112345,300392],[113159,232016],[113613,302362],[116414,306397],[116842,306981],[118421,238773],[118487,309477],[121352,313871],[129423,325772],[133563,200037],[135794,333353],[136222,333937],[137801,264773],[137867,336433],[142356,270670],[142422,342438],[142892,342987],[149820,352367],[156932,289657],[156998,361856],[158527,230325],[161215,366218],[163818,297384],[163884,369152],[164354,369701],[178956,387277],[179384,387861],[185913,254284],[191614,330345],[191680,401334],[208165,418678],[210768,351804],[210834,421612],[211304,422161],[223029,294476],[233013,443526],[241712,384269],[241778,451432],[267712,410269],[267778,474744],[275489,348896],[302203,375610],[331319,411243]
   ]
cell #1208 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[3]]+phi[[2, 1],[3, 1]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [46293],[57335],[61311],[69952],[73534],[74459],[79174],[79324],[79900],[88406],[89331],[93516],[94483],[94633],[99658],[100243],[100903],[101115],[110670],[111637],[111787],[115231],[116091],[116572],[117692],[121082],[122764],[123689],[125153],[125280],[125430],[134611],[135471],[135952],[137072],[140906],[141153],[142078],[147684],[149574],[150541],[150691],[151257],[152071],[152527],[156472],[162368],[162615],[163540],[169619],[170786],[172593],[176733],[177773],[178633],[179114],[180234],[180971],[181039],[186428],[186675],[192931],[194098],[195905],[200761],[203422],[203890],[203958],[205485],[209318],[209565],[210490],[218906],[225609],[228270],[228738],[228806],[236019],[236526],[236773],[243029],[244196],[246003],[253128],[262019],[262526],[262773],[271366],[278069],[280730],[281198],[281266],[285481],[298080],[307052],[315943],[316450],[316697],[321644],[321712],[334008],[352500],[356631],[385251],[387932],
     [14999,93343],[20116,110497],[21783,116301],[27607,133296],[28459,135681],[30519,142041],[30669,142294],[33219,149401],[37833,108445],[38045,161102],[38986,163503],[39136,163756],[41476,169582],[41780,170810],[44319,176458],[45171,178843],[50804,133469],[50931,191299],[51081,191552],[51938,192894],[52242,194122],[54781,199770],[55360,200785],[55702,202038],[58580,147349],[58792,208052],[59733,210453],[59883,210706],[64064,218869],[65493,221314],[66307,160892],[66763,223942],[67977,225633],[68319,226886],[71197,168811],[71409,232900],[72123,234046],[75923,176631],[76050,241397],[76200,241650],[77057,242992],[77361,244220],[82064,252569],[82494,253152],[84071,188778],[84139,255648],[86724,140462],[86995,260046],[90795,199943],[90922,267397],[91072,267650],[93770,271329],[95199,273774],[96013,207842],[96469,276402],[97683,278093],[98025,279346],[103460,218313],[103528,288113],[103989,288666],[108780,169146],[110924,298043],[112353,300488],[113167,232690],[113623,303116],[116422,306493],[116852,307076],[118429,238876],[118497,309572],[121353,313970],[129431,325868],[133571,200045],[135802,333449],[136232,334032],[137809,264876],[137877,336528],[142364,270773],[142432,342533],[142893,343086],[149828,352463],[156940,289760],[157008,361951],[158535,230333],[161223,366314],[163826,297487],[163894,369247],[164355,369800],[178964,387373],[179394,387956],[185921,254292],[191622,330448],[191690,401429],[208173,418774],[210776,351907],[210844,421707],[211305,422260],[223037,294484],[233021,443622],[241720,384372],[241788,451527],[267720,410372],[267788,474839],[275497,348904],[302211,375618],[331327,411251]
   ]
cell #1209 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[3]]+phi[[2, 1],[3, 1]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [46296],[57338],[61312],[69955],[73537],[74460],[79175],[79323],[79903],[88409],[89332],[93517],[94484],[94632],[99661],[100242],[100906],[101116],[110671],[111638],[111786],[115232],[116092],[116571],[117691],[121085],[122767],[123690],[125154],[125281],[125429],[134612],[135472],[135951],[137071],[140907],[141152],[142077],[147685],[149575],[150542],[150690],[151258],[152072],[152526],[156473],[162369],[162614],[163539],[169618],[170785],[172594],[176734],[177774],[178634],[179113],[180233],[180972],[181038],[186429],[186674],[192930],[194097],[195906],[200760],[203423],[203891],[203957],[205486],[209319],[209564],[210489],[218905],[225608],[228271],[228739],[228805],[236020],[236527],[236772],[243028],[244195],[246004],[253127],[262020],[262527],[262772],[271365],[278068],[280731],[281199],[281265],[285482],[298079],[307051],[315944],[316451],[316696],[321645],[321711],[334007],[352499],[356632],[385252],[387931],
     [15002,93409],[20119,110563],[21784,116385],[27610,133362],[28460,135765],[30520,142053],[30668,142386],[33222,149467],[37836,108448],[38046,161186],[38987,163515],[39135,163848],[41477,169594],[41779,170822],[44322,176524],[45172,178927],[50805,133470],[50932,191311],[51080,191644],[51939,192906],[52241,194134],[54784,199836],[55359,200797],[55690,202039],[58583,147352],[58793,208136],[59734,210465],[59882,210798],[64065,218881],[65494,221326],[66308,160893],[66762,223954],[67976,225645],[68307,226887],[71200,168814],[71410,232984],[72111,234047],[75924,176632],[76051,241409],[76199,241742],[77058,243004],[77360,244232],[82065,252581],[82493,253164],[84072,188779],[84138,255660],[86727,140465],[86983,260047],[90796,199944],[90923,267409],[91071,267742],[93771,271341],[95200,273786],[96014,207843],[96468,276414],[97682,278105],[98013,279347],[103461,218314],[103527,288125],[103977,288667],[108781,169147],[110925,298055],[112354,300500],[113168,232691],[113622,303128],[116423,306505],[116851,307088],[118430,238877],[118496,309584],[121341,313971],[129432,325880],[133572,200046],[135803,333461],[136231,334044],[137810,264877],[137876,336540],[142365,270774],[142431,342545],[142881,343087],[149829,352475],[156941,289761],[157007,361963],[158536,230334],[161224,366326],[163827,297488],[163893,369259],[164343,369801],[178965,387385],[179393,387968],[185922,254293],[191623,330449],[191689,401441],[208174,418786],[210777,351908],[210843,421719],[211293,422261],[223038,294485],[233022,443634],[241721,384373],[241787,451539],[267721,410373],[267787,474851],[275498,348905],[302212,375619],[331328,411252]
   ]
cell #1210 :
  |C| = 455
  W-rep = phi[[3, 1, 1],[2]]+phi[[3, 1],[2, 1]]+phi[[1, 1, 1],[4]]+phi[[1, 1],[4, 1]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     35 tau_infinity subcells with 1 member(s)
     140 tau_infinity subcells with 2 member(s)
     35 tau_infinity subcells with 4 member(s)
  subcells = [
     [111709],[125162],[134683],[137151],[147693],[152160],[152380],[156544],[162377],[162694],[165389],[176822],[177042],[182051],[186437],[186754],[192938],[193243],[205574],[208530],[214229],[218913],[219218],[225375],[225600],[239050],[242128],[252894],[253119],[259792],[273934],[286576],[288412],[309140],[322828],
     [28068,192907],[35934,218882],[38656,225644],[46297,181631],[47784,252582],[48547,253163],[50813,133478],[51003,191312],[51812,260039],[57339,204550],[61320,151843],[63035,218322],[63093,288124],[63938,288659],[66079,221327],[66396,160901],[66616,161380],[66842,223953],[67768,295369],[69956,229398],[73538,236108],[74468,173179],[75932,176640],[76122,241410],[79246,125352],[79331,181689],[79904,249266],[81336,252613],[81367,324266],[82285,324594],[84731,188787],[84789,255659],[85151,191343],[85634,258280],[88410,262108],[89340,196491],[90804,199952],[90994,267410],[93525,203494],[94555,150613],[94640,204608],[95785,273787],[96102,207851],[96322,208330],[96548,276413],[99662,281858],[100322,152606],[100907,284227],[101124,215130],[102040,359116],[102416,360084],[102677,288080],[106500,221358],[106531,291159],[106913,223909],[108789,169155],[110679,228342],[111794,229456],[112939,300501],[113256,232699],[113476,233178],[113702,303127],[115303,177845],[116100,236535],[116579,236852],[117771,180313],[119089,238885],[119147,309583],[119509,241441],[119992,312204],[121086,313532],[122768,316032],[123698,246589],[124441,182534],[125437,249324],[126319,394699],[126888,323884],[130017,325881],[130990,326934],[131251,255615],[133660,200134],[133880,200354],[135480,262535],[135959,262852],[138469,264885],[138527,336539],[138889,267441],[139372,339160],[140915,209327],[141232,209644],[142085,271373],[143927,212339],[145404,273818],[145435,345579],[145817,276369],[149583,280802],[150698,281916],[153734,359065],[157600,289769],[157658,361962],[158624,230422],[158680,290777],[161580,233378],[163547,298087],[166866,300532],[166897,372293],[167279,303083],[169626,243036],[169931,243341],[170777,307043],[174152,380858],[174413,309539],[178642,316459],[179121,316776],[186010,254381],[187881,325912],[187912,397304],[188952,265050],[192030,268128],[194089,333999],[197464,406858],[197725,336495],[200527,277835],[200752,278060],[205630,345197],[210497,352507],[218487,289934],[220113,431021],[220374,361918],[221474,300648],[230478,371911],[233792,313716],[244187,387923],[251123,461621],[252729,326028],[254437,396922],[255216,336096],[286733,429162],[287681,361519],[322783,394855],
     [15003,92741,93410,270782],[20120,109895,110564,297496],[21392,44780,169595,243005],[21792,72903,116386,306506],[27611,132694,133363,330457],[28468,87775,135766,333462],[30189,59403,200796,278104],[30591,56681,142054,271342],[30676,92799,142385,342544],[33223,148799,149468,351916],[37837,108449,159969,294573],[38054,107814,161187,366327],[39058,69298,163516,298056],[39143,109953,163847,369258],[41350,76931,234039,313963],[41859,73666,170821,307087],[44323,175856,176525,384381],[45180,122133,178928,387386],[51088,132752,191643,401440],[52321,88538,194133,334043],[54785,199168,199837,410381],[55151,97474,268655,349789],[55770,93644,202031,343079],[58584,147353,206919,348993],[58801,146718,208137,418787],[59805,99004,210466,352476],[59890,148857,210797,421718],[68387,110798,226879,369793],[71201,168815,231767,375707],[71418,168180,232985,443635],[76207,175914,241741,451538],[77440,122896,244231,387967],[86728,140466,259608,340488],[91079,199226,267741,474850],[98093,149702,279339,422253]
   ]
cell #1211 :
  |C| = 245
  W-rep = phi[[2, 2, 1],[2]]+phi[[2, 2],[2, 1]]
  special rep = phi[[2, 2],[2, 1]] , dim = 140
  orbit = [4, 4, 4, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [125158],[147689],[152156],[176818],[181627],[182016],[204546],[205570],[208495],[213781],[229394],[236104],[237944],[239015],[249262],[262104],[263944],[270912],[273413],[281854],[284223],[284718],[297626],[306132],[313528],[316028],[317868],[320325],[333088],[349550],[352046],[356221],[384841],[387012],[416722],
     [19489,223911],[26759,255617],[32592,276371],[35740,288082],[36802,290842],[41059,303085],[43471,309541],[48097,323949],[49574,255281],[50809,133474],[53933,336497],[56487,342502],[57549,345262],[63031,218318],[63420,287746],[64655,361920],[66392,160897],[69104,369216],[70166,371976],[73216,377873],[74693,309205],[75928,176636],[81301,252535],[82963,396987],[84727,188783],[85116,191265],[86351,401398],[88088,403873],[89565,336161],[90800,199948],[92737,270778],[93126,342166],[96098,207847],[98810,421676],[102925,429615],[104505,361584],[106465,221280],[108127,434817],[108785,169151],[109891,297492],[110280,368880],[113252,232695],[115659,306459],[119085,238881],[119474,241363],[120709,451496],[122446,453971],[127389,395372],[131499,465195],[132690,330453],[133079,401062],[133656,200130],[135039,333415],[138465,264881],[138854,267363],[140089,474808],[145369,273740],[147031,481767],[148795,351912],[149184,421340],[154565,359857],[157596,289765],[158620,230418],[159181,433202],[159965,294569],[160460,366280],[161545,233343],[166831,300454],[168493,503229],[174661,508357],[175852,384377],[176241,451160],[178201,387339],[186006,254377],[187846,325834],[188917,265015],[189247,399335],[190303,330587],[197973,527737],[199164,410377],[199553,474472],[206131,480152],[206915,348989],[207410,418740],[218452,289899],[220622,545186],[220953,300127],[222627,365953],[230979,501614],[231763,375703],[232258,443588],[239345,449433],[240401,384511],[252208,325507],[254938,521100],[259604,340484],[265345,472745],[266401,410511],[275087,418413],[290229,494081],[295130,376264],[301801,443261],[323816,464489],[330917,410841],[364262,441570]
   ]
cell #1212 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[3]]+phi[[2, 1],[3, 1]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [61297],[74445],[79283],[89317],[92988],[94592],[100319],[100368],[101101],[110142],[111746],[115960],[117768],[117817],[123675],[124473],[125139],[125389],[135340],[137148],[137197],[141229],[141366],[141937],[143959],[147670],[149046],[150650],[152332],[152603],[152652],[162691],[162828],[163399],[165421],[169527],[169963],[170104],[176994],[178502],[180310],[180359],[181686],[182048],[182566],[186751],[192839],[193275],[193416],[200738],[201258],[204605],[208527],[209641],[209778],[210349],[212371],[213813],[213879],[218814],[219250],[225586],[226106],[229453],[233952],[236849],[237976],[238042],[239047],[242937],[243373],[243514],[249321],[253105],[259952],[262849],[263976],[264042],[270944],[271274],[271710],[278046],[278566],[281913],[284750],[284816],[288572],[297658],[297988],[298424],[307029],[313876],[316773],[317900],[317966],[320357],[333985],[342992],[349582],[352078],[352408],[352844],[369706],[387909],[422166],
     [21626,234553],[21769,115801],[28302,260553],[28445,135181],[30186,200700],[30235,268800],[30628,141684],[38031,160602],[38653,225548],[38702,295514],[39095,163146],[41382,233980],[41856,170066],[41905,170422],[45014,314477],[45157,178343],[48544,253067],[48593,324739],[50790,132941],[51040,190942],[51844,259980],[52318,193378],[52367,193734],[55802,201286],[58778,207552],[59400,278008],[59449,349934],[59842,210096],[63090,288028],[63970,288600],[66568,160761],[66839,223198],[66888,223554],[68419,226134],[71395,232400],[73663,306991],[73712,378663],[75909,176103],[76159,241040],[76963,313904],[77437,243476],[77486,243832],[81333,252514],[81399,324207],[84786,255563],[85148,190624],[85666,257535],[88535,333947],[88584,404663],[90781,199415],[91031,267040],[92796,342448],[93676,343020],[96274,207711],[96545,275658],[96594,276014],[98125,278594],[106497,221259],[106563,291100],[108766,169132],[109950,369162],[110830,369734],[113428,232559],[113699,302372],[113748,302728],[115691,306438],[115757,378131],[119144,309487],[119506,240722],[120024,311459],[122893,387871],[122942,454761],[132749,401344],[133832,200306],[135071,333394],[135137,404131],[138524,336443],[138886,266722],[139404,338415],[145401,273719],[145467,345520],[148854,421622],[149734,422194],[157655,361866],[160492,366259],[160558,435075],[161577,233375],[166863,300433],[166929,372234],[175911,451442],[178233,387318],[178299,454229],[187878,325813],[187944,397245],[188949,265047],[190335,330619],[199223,474754],[207442,418719],[207508,482025],[218484,289931],[232290,443567],[232356,503487],[240433,384543],[266433,410543],[295162,376296]
   ]
cell #1213 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[3]]+phi[[2, 1],[3, 1]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [213808],[213858],[237971],[238021],[247669],[247834],[263971],[264021],[270939],[271689],[272680],[272845],[283044],[284745],[284795],[297653],[298403],[299394],[299559],[305154],[306664],[306829],[308467],[317895],[317945],[320352],[320707],[320872],[332110],[333620],[333785],[335423],[341007],[341259],[342112],[342825],[349577],[352073],[352823],[353814],[353979],[355614],[356479],[356882],[361415],[367721],[367973],[368826],[369539],[376718],[376745],[380498],[385099],[386034],[387544],[387709],[389347],[391143],[391656],[396577],[396829],[402718],[402745],[406498],[413875],[415102],[419175],[420181],[420433],[421286],[421999],[425370],[427061],[430617],[430644],[438723],[439950],[446675],[446927],[448019],[448981],[452816],[452843],[456596],[459514],[469987],[470239],[471331],[477292],[477567],[477594],[485673],[486900],[489587],[498754],[499029],[499056],[513149],[513401],[514493],[516540],[536013],[537658],[537933],[537960],
     [73556,378511],[88428,404511],[92118,411569],[109272,436417],[114762,444790],[115686,306433],[115736,378091],[122786,454609],[128745,462896],[134142,468102],[135066,333389],[135116,404091],[140650,411518],[141427,412537],[141592,342398],[148176,483367],[156003,492764],[160487,366254],[160537,435035],[162112,436366],[162889,437385],[163054,369112],[170156,377801],[171907,506058],[177304,511264],[178228,387313],[178278,454189],[184904,519707],[186172,462845],[190330,330614],[190685,466594],[190850,401294],[193468,403801],[195219,525438],[202953,531668],[207437,418714],[207487,481985],[209062,483316],[209839,484335],[210004,421572],[217357,492442],[222020,494446],[222885,366485],[223288,434745],[227801,548822],[232285,443562],[232335,503447],[235002,554065],[236270,506007],[240428,384538],[240783,509756],[240948,451392],[243566,453899],[245317,559796],[251584,462501],[256339,464735],[256852,401008],[261002,568937],[262270,525387],[266428,410538],[266783,529136],[266948,474704],[269817,531346],[274480,533350],[275345,418945],[275748,481695],[280261,578528],[291776,432696],[293467,585254],[295157,376291],[296531,548500],[301194,550504],[302059,443793],[302462,503157],[305508,505663],[310263,507897],[310776,451106],[314926,594056],[316194,559745],[326574,565813],[329492,567608],[331175,411099],[332464,525043],[337219,527277],[337732,474418],[346196,479646],[347887,606001],[350951,578206],[362642,544726],[365329,546942],[366715,444023],[372910,501108],[374601,614468],[383416,592727],[386388,559401],[397921,520594],[398883,472293],[399968,523339],[409416,603189],[417789,576648],[430342,493629],[442637,589265],[450066,557697],[473378,572569],[497109,553167]
   ]
cell #1214 :
  |C| = 245
  W-rep = phi[[2, 2, 1],[2]]+phi[[2, 2],[2, 1]]
  special rep = phi[[2, 2],[2, 1]] , dim = 140
  orbit = [4, 4, 4, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [182249],[208728],[214283],[242182],[247877],[248362],[272888],[273988],[277218],[283235],[299602],[306707],[308658],[309768],[320915],[333663],[335614],[342729],[345298],[354022],[356522],[357073],[369443],[377909],[385142],[387587],[389538],[392034],[403909],[419553],[421903],[426056],[452031],[454007],[480337],
     [37888,293018],[49807,327196],[58635,347438],[63653,360346],[65232,363066],[71252,374152],[74926,381120],[81803,395658],[83827,326993],[85349,191195],[89798,407120],[93359,412806],[94938,415526],[102731,288066],[103216,360143],[104738,431283],[106967,223236],[110513,437654],[112092,440374],[116161,445756],[118185,380917],[119707,241293],[127185,324179],[129170,463293],[131305,255601],[131790,257507],[133312,466863],[135541,469068],[137565,406917],[139087,267293],[141635,342486],[142120,412603],[145871,275696],[149417,484604],[154866,492051],[156696,431080],[158977,291072],[160962,496125],[161778,233576],[163097,369200],[163582,437451],[167333,302410],[170347,378103],[174467,309525],[174952,311431],[176474,510025],[178703,512230],[184977,462005],[189548,521761],[190893,401382],[191378,466660],[192084,268182],[193659,404103],[197779,336481],[198264,338387],[199786,529405],[205927,345492],[207912,535029],[210047,421660],[210532,484401],[217170,429651],[220428,361904],[221528,300702],[222093,494837],[222928,366528],[223479,435047],[224758,303932],[230775,372206],[232760,552183],[239646,556119],[240991,451480],[241476,509822],[243757,454201],[252783,326082],[254734,397217],[255844,336724],[256152,465231],[257230,401625],[265646,570991],[266991,474792],[267476,529202],[274553,533741],[275388,418988],[275939,481997],[288309,362147],[290530,584139],[290878,372012],[292462,434853],[301267,550895],[302102,443836],[302653,503459],[310076,508393],[311154,451723],[323985,397023],[326647,566204],[331218,411142],[337032,527773],[338110,475035],[346882,481803],[362455,545222],[367093,444401],[373596,503265],[395557,521285],[401933,475343],[433387,501799]
   ]
cell #1215 :
  |C| = 245
  W-rep = phi[[2, 2, 1],[2]]+phi[[2, 2],[2, 1]]
  special rep = phi[[2, 2],[2, 1]] , dim = 140
  orbit = [4, 4, 4, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [248725],[277581],[283831],[313136],[319372],[319908],[344752],[345852],[349133],[355474],[371466],[378463],[380358],[381429],[392671],[404463],[406358],[413115],[415561],[423926],[426371],[426921],[437963],[445791],[452346],[454561],[456456],[458806],[469103],[482866],[484913],[488739],[510600],[512265],[533899],
     [67139,365786],[84190,398654],[96845,418246],[103579,430113],[105578,432436],[113999,443094],[118548,448752],[127781,462241],[130298,398430],[132153,258979],[137928,472064],[142483,477063],[144482,479386],[154668,360522],[155204,429889],[157059,493400],[159573,293894],[163945,498525],[165944,500848],[170943,505403],[173460,448528],[175315,312903],[184764,395932],[186959,520334],[189350,327372],[189886,329866],[191741,523110],[194255,524783],[196772,471840],[198627,339859],[201618,412982],[202154,476839],[206523,348314],[210895,537429],[217485,543774],[219421,493176],[221880,363340],[224075,546682],[225121,304295],[226466,437830],[227002,498301],[231371,375028],[234862,446030],[239448,381296],[239984,383790],[241839,557468],[244353,559141],[251749,519402],[256467,566656],[257867,467039],[258403,522886],[259212,340092],[260862,469342],[265448,407296],[265984,409790],[267839,572340],[274340,415800],[276535,576388],[278926,484780],[279462,537205],[287083,492086],[290332,431459],[291432,372566],[291941,545750],[292777,435407],[293327,496399],[294713,375847],[301054,440648],[303249,589005],[310391,591775],[311791,510201],[312327,557244],[314786,512504],[324539,397577],[326434,463567],[327505,407429],[327771,521796],[328784,467172],[337347,602237],[338747,529581],[339283,572116],[346361,575456],[347197,482357],[347747,535303],[360655,431592],[362770,611293],[363101,440409],[364481,496160],[373075,588073],[373911,503819],[374461,552457],[381695,556154],[382708,510334],[395693,463328],[398086,599115],[402248,475658],[407695,571026],[408708,529714],[416941,535064],[431858,584174],[435916,504328],[441789,552218],[462163,566362],[467438,529980],[494995,551053]
   ]
cell #1216 :
  |C| = 315
  W-rep = phi[[2, 1],[3, 1]]+phi[[2],[3, 2]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [92815],[93563],[109969],[110717],[114765],[115024],[115739],[132768],[134145],[134404],[135119],[140660],[141430],[141689],[148873],[149621],[156006],[156265],[160540],[160663],[162122],[162892],[163151],[170166],[175930],[177307],[177566],[178281],[184907],[186182],[190688],[190947],[191042],[193478],[199242],[202956],[203215],[207490],[207613],[209072],[209842],[210101],[217367],[217382],[222023],[223298],[223313],[227804],[228063],[232338],[232461],[235005],[236280],[240786],[241045],[241140],[243576],[256349],[256364],[261005],[262280],[264147],[266786],[267045],[267140],[269827],[269842],[274483],[275758],[275773],[280264],[280523],[293470],[296541],[296556],[299751],[301197],[302472],[302487],[310273],[310288],[314929],[316204],[326577],[329502],[329517],[335448],[337229],[337244],[347890],[350961],[350976],[362652],[362667],[365541],[367998],[374604],[383426],[383441],[396854],[409426],[409441],[418001],[442849],[471543],
     [42712,307461],[46090,247931],[53174,334417],[56620,342880],[57132,272942],[60859,283054],[69237,369594],[69749,299656],[72328,376800],[73559,378516],[74007,308477],[78293,388341],[78737,247672],[78860,181705],[87200,402800],[88431,404516],[88879,335433],[92121,411574],[92244,341269],[94046,272683],[94169,204624],[98943,422054],[99455,354076],[99827,213861],[104194,430699],[109275,436422],[109398,367983],[111200,299397],[111323,229472],[115119,305157],[115862,236868],[117276,238024],[121558,452898],[122789,454614],[123237,389357],[125803,320969],[128748,462901],[128871,396839],[134499,332113],[135242,262868],[136656,264024],[140675,341010],[141784,271692],[143098,477649],[148179,483372],[148302,420443],[150104,353817],[150227,281932],[152947,356892],[156360,361418],[162137,367724],[163246,298406],[164560,499111],[170181,306832],[171910,506063],[172033,446937],[177661,386037],[178404,316792],[179818,317948],[181134,391153],[182936,320710],[183059,249340],[186197,396580],[193493,333788],[195222,525443],[195345,470249],[203310,413878],[204053,415112],[209087,420184],[210196,352826],[211510,538015],[213241,355617],[213984,284921],[215398,284798],[228158,438726],[228901,439960],[236295,446678],[237404,380501],[238147,318071],[243591,387712],[245320,559801],[245443,513411],[246917,391168],[248026,321064],[262295,469990],[263404,406501],[271928,415127],[273037,354171],[280618,485676],[281361,486910],[283069,356907],[298642,439975],[305720,446952],[308492,389372],[316219,513152],[317328,456599],[321807,459524],[332676,470264],[341284,420458],[353062,486925],[358016,427064],[386600,513426],[393254,459539],[425582,489799],[448231,514705]
   ]
cell #1217 :
  |C| = 245
  W-rep = phi[[2, 2, 1],[2]]+phi[[2, 2],[2, 1]]
  special rep = phi[[2, 2],[2, 1]] , dim = 140
  orbit = [4, 4, 4, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [320310],[349535],[356111],[384731],[391058],[391625],[415017],[416041],[419144],[425339],[439865],[446271],[447988],[448950],[459429],[469583],[471300],[477261],[479453],[486815],[489030],[489556],[498723],[505470],[510891],[512745],[514462],[516509],[524850],[535982],[537627],[540884],[557878],[559208],[575576],
     [107987,434728],[130700,464718],[146891,481678],[155606,492425],[158015,494332],[168353,503140],[173862,507880],[185401,519593],[188304,464593],[190288,330572],[197174,527260],[202556,531329],[204965,533236],[217272,430185],[217839,492300],[219823,544709],[222517,365858],[227404,548483],[229813,550390],[235499,553951],[238402,507755],[240386,384496],[251553,462449],[253772,565699],[256254,398726],[256821,400956],[258805,567591],[261499,568823],[264402,527135],[266386,410496],[269732,477135],[270299,531204],[274977,418318],[279864,578189],[287374,583270],[289286,544584],[291745,432644],[293964,585140],[295115,376249],[296446,498597],[297013,548358],[301691,443166],[305477,505611],[310178,448824],[310745,451054],[312729,592710],[315423,593942],[323573,565101],[328062,599410],[329407,523182],[329974,567466],[330807,410731],[332433,524991],[337134,472136],[337701,474366],[339685,603172],[346165,479594],[348384,605887],[350866,537501],[351433,578064],[359586,543841],[362557,493472],[363581,440889],[364019,584542],[364772,496640],[365298,546890],[366684,443992],[372879,501056],[375098,614354],[381986,616122],[383331,557540],[383898,592585],[386357,559349],[396173,463808],[397890,520542],[398852,472262],[399064,566723],[399937,523308],[407986,622798],[409331,572412],[409898,603047],[416479,605289],[417232,535544],[417758,576596],[430311,493598],[432149,628431],[432503,500915],[433568,546749],[441327,613756],[442080,552698],[442606,589213],[449162,591842],[450035,557666],[462308,520401],[464246,620997],[467729,530271],[472474,602304],[473347,572538],[480518,576455],[493810,611360],[497078,553136],[501980,589072],[519522,599235],[523520,572750],[545870,588193]
   ]
cell #1218 :
  |C| = 245
  W-rep = phi[[2, 1],[2, 2]]+phi[[1, 1],[3, 2]]
  special rep = phi[[2, 1],[2, 2]] , dim = 140
  orbit = [4, 4, 3, 3]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [28954],[38864],[48755],[51871],[63997],[67050],[67869],[81426],[82386],[85693],[96756],[102800],[106590],[107550],[113910],[120051],[131374],[137359],[139431],[145494],[146454],[165448],[166956],[167916],[174536],[187971],[193302],[196227],[197848],[219277],[220497],[226033],[253552],[259935],[288555],
     [16645,61806],[22278,45666],[24117,79052],[24125,123923],[30397,59611],[31358,94361],[31366,143409],[33775,99872],[39825,111515],[39833,164871],[41409,76990],[42067,73874],[42075,170551],[42831,117321],[52529,88746],[52537,193863],[53293,136701],[55252,97575],[55829,93703],[55909,201515],[56063,141829],[60572,150419],[60580,211821],[67058,223683],[68446,110857],[68526,226363],[68680,163291],[72639,116744],[72764,115784],[77648,123104],[77656,243961],[78412,179863],[80013,183251],[80021,249651],[85773,257764],[85927,191087],[87511,136124],[87636,135164],[92612,141704],[96764,276143],[98152,149761],[98232,278823],[98386,210241],[100530,152814],[100538,283439],[101294,215443],[107675,160585],[109766,163166],[113918,302857],[117979,180521],[117987,308862],[120131,311688],[120285,241185],[121869,179286],[121994,178326],[124500,182593],[124580,319269],[124734,248071],[132565,190962],[137367,335818],[139511,338644],[139665,267185],[143986,212398],[144066,344649],[144220,273082],[146579,207535],[148670,210116],[151579,214866],[151704,213906],[152822,357277],[165528,371363],[165682,299796],[168041,232383],[169990,243400],[170756,377740],[172915,246325],[173040,238069],[175727,241060],[180529,389742],[181502,247946],[182673,392568],[182827,321109],[194068,403740],[196352,264069],[199039,267060],[201185,278493],[202010,271737],[204421,272957],[212478,423823],[212632,354216],[214991,284843],[226858,298451],[229269,299671],[233935,313859],[235279,307476],[244166,453838],[246450,317993],[249137,320984],[261279,334432],[269568,342975],[279318,352871],[281729,354091],[296282,369689],[315203,388356],[350702,422149]
   ]
cell #1219 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[3]]+phi[[2, 1],[3, 1]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [151695],[151813],[173031],[173149],[181434],[181489],[196343],[196461],[202001],[203464],[204353],[204408],[213589],[214982],[215100],[226849],[228312],[229201],[229256],[234511],[235266],[236219],[237752],[246441],[246559],[248682],[249069],[249124],[260511],[261266],[262219],[263752],[269080],[269334],[269475],[270993],[277538],[279309],[280772],[281661],[281716],[283371],[284085],[284526],[289131],[295794],[296048],[296189],[297707],[304694],[304812],[308794],[313390],[314435],[315190],[316143],[317676],[319447],[319942],[325019],[325273],[331650],[331768],[335750],[343551],[344827],[349167],[350214],[350468],[350609],[352127],[355508],[357209],[360955],[361073],[370265],[371541],[378943],[379197],[380392],[381463],[385574],[385692],[389674],[392746],[404943],[405197],[406392],[413149],[413415],[413533],[422725],[424001],[426955],[437997],[438263],[438381],[455041],[455295],[456490],[458840],[482900],[484947],[485213],[485331],
     [42496,306756],[52958,333712],[55486,340934],[68103,367648],[72057,376604],[72755,235041],[72873,305549],[78077,387636],[82620,396504],[86929,402604],[87627,261041],[87745,332505],[91849,340796],[92544,341339],[92599,269780],[97809,420108],[103923,430503],[107666,293506],[107784,365370],[109003,367510],[109698,368053],[109753,296494],[115467,305232],[116978,446602],[121287,452702],[121985,314965],[122103,386429],[127321,462387],[128476,396366],[132110,258250],[132497,400235],[132552,329455],[134847,332188],[136358,469914],[142827,477453],[146570,347926],[146688,417830],[147907,419970],[148602,420513],[148657,350914],[154743,430066],[159113,432582],[159827,293731],[160268,365053],[164289,498915],[168032,374640],[168150,442678],[170483,505549],[171638,446464],[175272,312174],[175659,450333],[175714,383379],[178009,386112],[179520,513076],[184798,395916],[189425,398607],[189920,329150],[193795,524929],[194950,469776],[198584,339130],[198971,473645],[199026,409379],[201693,477016],[206063,479532],[206777,348151],[207218,417513],[211239,537819],[221914,363324],[223615,546828],[225078,304252],[226541,498478],[230911,500994],[231625,374865],[232066,442361],[234896,446014],[239523,448705],[240018,383074],[243893,559287],[245048,512938],[254870,520480],[257942,523063],[259466,340346],[260896,469326],[265523,472017],[266018,409074],[274374,415784],[276075,576534],[279001,537382],[290407,493353],[293361,496383],[294747,375881],[301088,440632],[302789,589151],[311866,557421],[314820,512488],[326468,463551],[327539,407463],[328818,467206],[338822,572293],[347781,535287],[360689,431626],[374495,552441],[382742,510368],[408742,529748],[435950,504362]
   ]
cell #1220 :
  |C| = 315
  W-rep = phi[[2, 1],[3, 1]]+phi[[2],[3, 2]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [72524],[72770],[85933],[87396],[87642],[91851],[91926],[92601],[107681],[107849],[109005],[109080],[109755],[114737],[115469],[115544],[120291],[121754],[122000],[127332],[128478],[128553],[132508],[132554],[134117],[134849],[134924],[139671],[141402],[146585],[146753],[147909],[147984],[148659],[154745],[155978],[159124],[160270],[160345],[162864],[165688],[168047],[168215],[170494],[171640],[171715],[175670],[175716],[177279],[178011],[178086],[184879],[189427],[190660],[193806],[194952],[195027],[196526],[198982],[199028],[201695],[202928],[206074],[207220],[207295],[209814],[221995],[223626],[226543],[227776],[229212],[230922],[232068],[232143],[234977],[239525],[240758],[243904],[245050],[245125],[254881],[257944],[258077],[260522],[260977],[265525],[266758],[274455],[276086],[279003],[280236],[289142],[290409],[293442],[301169],[302800],[311868],[312001],[314901],[326549],[338824],[338957],[347862],[371676],[374576],
     [16700,213666],[22333,237829],[24087,247644],[29009,263829],[30777,270097],[31328,272655],[33715,213591],[33781,151710],[39244,296811],[39795,299369],[41649,305129],[41803,305266],[42771,237754],[42837,173046],[45721,317753],[45939,181491],[52111,332085],[52265,332222],[53233,263754],[53299,196358],[55383,340830],[55551,269336],[55693,341327],[56069,202016],[56981,204410],[59991,351231],[60542,353789],[61861,284603],[64237,361390],[68000,367544],[68168,296050],[68310,368041],[68686,226864],[69598,229258],[72068,304696],[72114,376592],[72938,235268],[77230,386009],[77384,386146],[78352,317678],[78418,246456],[79983,320682],[82517,396400],[82685,325275],[86940,331652],[86986,402592],[87810,261268],[92555,269477],[93943,413850],[97706,420004],[97874,350470],[98016,420501],[98392,279324],[99304,281718],[100112,355589],[101234,284528],[101300,214997],[103934,360957],[103980,430491],[109709,296191],[111097,438698],[116875,446498],[117043,379199],[117561,380473],[121298,385576],[121344,452690],[122168,315192],[124222,319449],[124740,182833],[125652,249126],[136255,469810],[136423,405199],[136941,406473],[142838,413417],[142884,477441],[143708,344829],[144226,212638],[148613,350611],[150001,485648],[151008,283382],[151878,215165],[164300,438265],[164346,498903],[165170,371543],[172344,308805],[173214,246624],[179417,512972],[179585,455297],[180103,456571],[181445,249080],[195656,335761],[201828,343562],[204364,281672],[211250,485215],[211296,537807],[212120,424003],[215683,427036],[226676,370276],[234522,314446],[245754,389685],[249950,392748],[279136,422736],[285232,357220],[319582,392881],[344962,424136]
   ]
cell #1221 :
  |C| = 315
  W-rep = phi[[2, 1],[3, 1]]+phi[[2],[3, 2]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [141755],[142676],[160726],[163217],[164138],[169378],[169646],[170442],[191013],[191125],[192690],[192958],[193754],[200588],[201398],[201666],[207676],[210167],[211088],[217393],[218665],[218933],[223324],[223574],[225436],[226246],[226514],[232524],[234682],[241111],[241223],[242788],[243056],[243852],[251679],[252955],[256375],[257647],[257915],[260682],[264210],[267111],[267223],[269853],[271125],[271393],[275784],[276034],[277896],[278706],[278974],[287257],[291871],[293147],[293576],[296567],[297839],[298107],[299834],[302498],[302748],[305603],[306879],[310299],[311571],[311839],[314606],[327945],[329528],[332559],[333835],[335459],[337255],[338527],[338795],[341677],[346291],[347567],[347996],[350987],[352259],[352527],[362678],[365424],[368009],[368391],[373005],[374281],[374710],[381869],[383452],[386483],[387759],[396865],[398016],[400573],[406607],[407869],[409452],[417884],[420851],[432032],[442732],[450671],[473983],
     [46300,319420],[57342,344800],[61187,355294],[69959,371514],[73929,379170],[74335,380178],[78923,247997],[79145,319152],[79907,392719],[88801,405170],[89207,406178],[92307,411850],[93629,413253],[94232,273008],[94454,344532],[99665,423974],[99910,283330],[100991,426741],[109461,436698],[110783,438101],[111386,299722],[111608,371246],[115090,444886],[115202,377052],[115925,307527],[116635,446317],[117359,308753],[123159,455268],[123565,456276],[124189,457967],[125251,392451],[128934,463177],[134470,468198],[134582,403052],[135305,334483],[136015,469629],[136739,335709],[140686,411629],[140936,476029],[141867,343510],[143675,478982],[148365,483648],[149687,485051],[150290,354142],[150512,423706],[151228,425465],[156331,492860],[156443,430951],[162148,436477],[162398,497491],[163329,370224],[165137,500444],[170192,378571],[172096,506339],[172564,448114],[177632,511360],[177744,453150],[178467,388407],[179177,512791],[179901,389633],[180763,391179],[183122,321035],[186208,462956],[186458,520022],[193504,404571],[195408,525719],[195876,471426],[203281,531764],[203393,477901],[203682,415138],[209098,483427],[209348,536395],[210279,422684],[212087,539348],[214047,284984],[215481,357168],[228129,548918],[228241,499363],[228530,439986],[235111,446963],[236306,506118],[236556,554380],[238210,318134],[243602,454669],[245506,560077],[245974,514588],[248109,321147],[249917,517145],[261111,470275],[262306,525498],[262556,569252],[273120,354254],[280589,578624],[280701,538267],[280990,486936],[283080,356918],[285452,489682],[308503,389383],[315035,513437],[316230,559856],[316480,594371],[321436,459550],[341295,420469],[355723,427170],[380607,456705]
   ]
cell #1222 :
  |C| = 175
  W-rep = phi[[2, 2],[2, 1]]+phi[[1],[3, 3]]
  special rep = phi[[2, 2],[2, 1]] , dim = 140
  orbit = [4, 4, 4, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 140
     105 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [38105],[50942],[58852],[65504],[66735],[71469],[76061],[82075],[84111],[85553],[89391],[90933],[95210],[96441],[103500],[105571],[105830],[111648],[112364],[113595],[116433],[118469],[119911],[127774],[128033],[129442],[130330],[134622],[135813],[137044],[137849],[139291],[142404],[144475],[144734],[155236],[156483],[156980],[161234],[162587],[163866],[165937],[166196],[170936],[171195],[173492],[178975],[186647],[186952],[187211],[191165],[191662],[192712],[194248],[194507],[196804],[202186],[208184],[210816],[217478],[218687],[219453],[223763],[224068],[224327],[227034],[233032],[241263],[241760],[244346],[244605],[251701],[251781],[256460],[257669],[258435],[267263],[267760],[276223],[276528],[276787],[279494],[291893],[291973],[299874],[302937],[303242],[303501],[310384],[311593],[312359],[335898],[337340],[338549],[339315],[346313],[346393],[362763],[371268],[373027],[373107],[398038],[398118],[403074],[430973],
     [61371,101175],[74519,123749],[79185,125291],[94494,150552],[99950,151268],[100215,152499],[115242,177784],[117399,172604],[117664,180206],[124003,181011],[136779,195916],[141125,209537],[141907,203433],[143489,203930],[163369,228281],[164951,228778],[169400,242810],[170631,236745],[179941,246014],[193943,262745],[201420,271147],[210319,280741],[211901,281238],[215521,285492],[226268,297861],[244041,316669],[248149,321187],[249731,321684],[273160,354294],[278728,352281],[283519,357357],[308942,389822],[319174,392473],[344554,423728],[377074,453172]
   ]
cell #1223 :
  |C| = 245
  W-rep = phi[[2, 2, 1],[2]]+phi[[2, 2],[2, 1]]
  special rep = phi[[2, 2],[2, 1]] , dim = 140
  orbit = [4, 4, 4, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [284175],[313480],[319952],[349177],[355518],[356080],[380402],[381473],[384700],[391027],[406402],[413159],[414986],[416010],[426965],[438007],[439834],[446240],[448604],[456500],[458850],[459398],[469552],[476915],[482910],[484957],[486784],[488999],[498377],[510860],[512714],[516280],[535753],[537281],[556272],
     [86033,400951],[105922,432639],[120391,451049],[128125,462444],[130342,464588],[139771,474361],[144826,479589],[155248,492295],[157984,432489],[159917,294521],[166288,501051],[171287,505606],[173504,507750],[184808,396006],[185370,462294],[187303,520537],[189930,329940],[194599,524986],[196816,527130],[202198,531199],[204934,479439],[206867,348941],[217241,430130],[219465,544579],[221924,363414],[222486,365803],[224419,546885],[227046,548353],[229782,500901],[231715,375655],[234906,446104],[235468,505456],[240028,383864],[244697,559344],[251793,565096],[253741,520387],[256223,398671],[258447,567461],[259556,340436],[260906,469416],[261468,524836],[266028,409864],[269701,477080],[274384,415874],[274946,418263],[276879,576591],[279506,578059],[287343,543827],[291985,584537],[293371,496473],[293933,546735],[294757,375891],[296415,498542],[301098,440722],[301660,443111],[303593,589208],[310147,448769],[312371,592580],[314830,512578],[315392,559194],[323344,519478],[326478,463641],[327549,407473],[328031,566709],[328828,467216],[329376,523127],[330776,410700],[337103,472081],[339327,603042],[346405,605284],[347791,535377],[348353,576441],[350835,537446],[360699,431636],[362526,493417],[363550,440858],[363790,545826],[364741,496609],[373119,613751],[374505,552531],[375067,589058],[381955,591828],[382752,510378],[383300,557485],[396142,463777],[398130,620992],[398506,471916],[399708,522962],[407955,602290],[408752,529758],[409300,572357],[416250,575532],[417201,535513],[429965,493252],[432118,611346],[435960,504372],[441098,588149],[442049,552667],[449806,557320],[464017,599191],[467698,530240],[473118,572192],[492204,584292],[496849,552907],[521914,571144]
   ]
cell #1224 :
  |C| = 245
  W-rep = phi[[2, 1],[2, 2]]+phi[[1, 1],[3, 2]]
  special rep = phi[[2, 1],[2, 2]] , dim = 140
  orbit = [4, 4, 3, 3]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [39782],[52098],[64224],[67907],[82424],[85920],[86910],[102838],[103904],[107588],[120278],[127302],[131412],[132478],[139658],[146492],[159094],[165675],[167954],[174574],[175640],[196265],[197886],[198952],[206044],[220535],[226071],[229182],[230892],[253590],[254851],[260492],[289112],[295596],[324821],
     [16687,150978],[22320,172314],[24074,79970],[24123,123961],[28996,195626],[30764,201798],[31315,60529],[31364,143447],[33768,100099],[39231,226646],[39831,164909],[41636,77217],[41946,234814],[42073,170589],[42824,117548],[45708,245724],[51176,258047],[52408,260814],[52535,193901],[53286,136928],[55290,97613],[55907,141742],[56056,93930],[59978,279106],[60578,211859],[61848,285202],[66929,293279],[67056,223721],[68524,163204],[68673,111084],[72038,121268],[72677,116782],[72719,170464],[76295,311971],[77527,314738],[77654,243999],[78405,180090],[79419,319552],[80019,249689],[85771,191000],[87549,136162],[87591,193776],[91167,338927],[92525,142808],[94728,344932],[96635,347699],[96762,276181],[98230,210154],[98379,149988],[100409,355426],[100536,283477],[101287,215670],[107630,223596],[109679,164270],[111882,371646],[113789,374413],[113916,302895],[117858,380310],[117985,308900],[120129,241098],[121907,179324],[121949,243874],[124578,247984],[124727,182820],[125525,392851],[137238,406310],[137365,335856],[139509,267098],[141978,412496],[144064,272995],[144213,212625],[146534,276056],[148583,211220],[150786,424106],[151617,214904],[151659,283352],[152693,426873],[152820,357315],[163440,437344],[165526,299709],[167996,302770],[170754,307514],[172953,246363],[172995,308775],[180400,456408],[180527,389780],[181415,249050],[182671,321022],[194066,334470],[196307,335731],[201223,278531],[201965,343532],[204334,281642],[210390,484294],[212476,354129],[214946,357190],[226813,370246],[234492,314416],[234635,378745],[244164,388394],[246405,389655],[260635,404745],[268882,350016],[279273,422706],[314559,454843]
   ]
cell #1225 :
  |C| = 315
  W-rep = phi[[2, 1],[3, 1]]+phi[[2],[3, 2]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [41948],[51178],[52410],[55857],[66931],[67044],[68474],[72536],[72553],[72703],[76297],[77529],[85607],[85721],[87408],[87425],[87575],[91169],[91938],[91955],[92417],[96637],[96750],[98180],[105884],[107464],[107614],[109092],[109109],[109571],[111884],[113791],[113904],[114844],[119965],[120079],[121766],[121783],[121933],[128087],[128565],[128582],[130629],[132370],[134224],[137353],[139345],[139459],[144788],[146368],[146518],[147996],[148013],[148475],[155535],[156085],[158300],[165362],[166250],[167830],[167980],[171249],[171727],[171744],[173791],[175532],[177386],[185686],[187265],[193216],[194561],[195039],[195056],[197103],[198844],[202485],[203035],[205250],[219191],[219752],[224381],[227333],[227883],[230098],[235784],[244659],[245137],[245154],[254057],[258173],[258734],[261784],[276841],[279793],[280343],[294249],[303555],[312097],[312658],[315708],[339053],[339614],[348669],[371772],[375383],
     [16689,100411],[16701,151643],[22322,117860],[22334,172979],[24088,181307],[24111,124528],[28998,137240],[29010,196291],[30766,141980],[30778,201949],[31329,204226],[31352,144014],[33724,151493],[39233,163442],[39245,226797],[39796,229074],[39819,165476],[41650,234384],[41804,234619],[42061,170704],[42780,172829],[45710,180402],[45722,246389],[52112,260384],[52266,260619],[52523,194016],[53242,196141],[55384,268866],[55560,201099],[55705,269410],[55743,201329],[59980,210392],[59992,279257],[60543,281534],[60566,212426],[61850,152695],[61862,214930],[64238,289004],[68001,295580],[68177,225947],[68322,296124],[68360,226177],[72126,304629],[72164,234023],[77231,314308],[77385,314543],[77642,244114],[78361,246239],[79421,125527],[79984,248942],[80007,182621],[82518,324805],[82694,253466],[86998,331585],[87036,260023],[93944,343424],[94730,150788],[97707,350000],[97883,278407],[98028,350544],[98066,278637],[100113,282558],[100524,152808],[101243,214780],[103992,360890],[104030,288643],[111098,370138],[116876,378729],[117052,307390],[117562,307981],[117973,180515],[121356,385509],[121394,313947],[124231,247201],[124414,182507],[136256,404729],[136432,334346],[136942,334937],[142896,413350],[142934,343063],[143717,272212],[143900,212312],[150002,422598],[151104,213200],[164358,438198],[164396,369777],[165179,298926],[169904,243314],[172440,237363],[179418,454827],[179594,388270],[180104,388861],[195752,263363],[201924,271651],[211308,485148],[211346,422237],[212129,353346],[215684,427843],[226772,298365],[245850,317287],[249959,393538],[279232,352785],[285328,357975],[319678,392977],[345058,424232]
   ]
cell #1226 :
  |C| = 245
  W-rep = phi[[2, 2, 1],[2]]+phi[[2, 2],[2, 1]]
  special rep = phi[[2, 2],[2, 1]] , dim = 140
  orbit = [4, 4, 4, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [152374],[177036],[181958],[208437],[213103],[214161],[237266],[238957],[242060],[247096],[263266],[270854],[272107],[273866],[297568],[298821],[306585],[309316],[317190],[333541],[342277],[351988],[353241],[357878],[368991],[387465],[392180],[393433],[419699],[421451],[426447],[452422],[458567],[482627],[508558],
     [51248,258295],[65545,291174],[66610,161374],[76367,312219],[82116,324281],[83973,327066],[85058,191337],[91239,339175],[95251,345594],[96316,208324],[103362,360216],[105654,290931],[105787,221352],[106845,223928],[112405,372308],[113470,233172],[116474,378205],[118331,380990],[119416,241435],[127857,324038],[127990,252607],[129483,397319],[130524,255634],[133874,200348],[135854,404205],[137711,406990],[138796,267435],[142266,412676],[144558,345351],[144691,273812],[145749,276388],[155430,288099],[156842,431153],[161275,435149],[161487,233285],[163728,437524],[166020,372065],[166153,300526],[167211,303102],[171019,377962],[171152,306531],[173686,309558],[179016,454303],[185123,462078],[187035,397076],[187168,325906],[188859,264957],[191524,466733],[191962,268060],[194331,403962],[194464,333487],[196998,336514],[202380,342519],[208225,482099],[210678,484474],[217561,429704],[218394,289841],[219647,361937],[221406,300580],[222239,494910],[224151,434906],[224284,366352],[227228,369233],[233073,503561],[241622,509895],[244429,454060],[244562,387411],[251510,395483],[252661,325960],[255392,336272],[256543,465284],[257376,330529],[258629,401415],[267622,529275],[274699,533814],[276611,481856],[276744,418812],[279688,421693],[287857,361695],[291702,433313],[292853,366406],[301413,550968],[303325,503318],[303458,443660],[310467,508446],[311300,384453],[312553,451513],[326793,566277],[328545,401173],[337423,527826],[338256,410453],[339509,474825],[346122,480263],[347273,418866],[362846,545275],[367239,444547],[372836,501725],[373987,443714],[382469,451271],[397847,521211],[402324,475734],[408469,474583],[429816,545387],[435677,504089],[465396,527938]
   ]
cell #1227 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[3]]+phi[[2, 1],[3, 1]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [79357],[94666],[100426],[111820],[116605],[117875],[124397],[124598],[125463],[135985],[137255],[142615],[143883],[144084],[150724],[151500],[152406],[152710],[164077],[165345],[165546],[169887],[170862],[171433],[172836],[177068],[179147],[180417],[182307],[182490],[182691],[193199],[194174],[194745],[196148],[200837],[201106],[202114],[208786],[211027],[212295],[212496],[213183],[214195],[214787],[219174],[225685],[225954],[226962],[234122],[235359],[237346],[242094],[243297],[244272],[244843],[246246],[247130],[247208],[253204],[253473],[260122],[261359],[263346],[268906],[271634],[272141],[272219],[273900],[278145],[278414],[279422],[288742],[295620],[298348],[298855],[298933],[306619],[307128],[307397],[314046],[315283],[317270],[324845],[333575],[334084],[334353],[343162],[350040],[352768],[353275],[353353],[357958],[369876],[378769],[387499],[388008],[388277],[393467],[393545],[404769],[422336],[426481],[452456],[454867],
     [30702,142465],[39169,163927],[41963,171189],[51114,191723],[52425,194501],[55726,202085],[55927,202443],[56180,270193],[59916,210877],[66642,161406],[66946,224321],[68343,226933],[68544,227291],[68797,296907],[72147,234093],[72213,304712],[72560,235381],[76233,241821],[77544,244599],[85407,191873],[85590,258334],[85791,258692],[87019,260093],[87085,331668],[87432,261381],[91105,267821],[91962,268928],[96348,208356],[96652,276781],[98049,279393],[98250,279751],[98503,351327],[104013,288713],[104079,360973],[105867,291213],[106879,223994],[107471,293846],[109116,295642],[113502,233204],[113806,303495],[119765,241971],[119948,312258],[120149,312616],[121377,314017],[121443,385592],[121790,315305],[128070,324320],[128589,324867],[130558,255700],[130636,327324],[133906,200380],[139145,267971],[139328,339214],[139529,339572],[142917,343133],[142983,413433],[144771,345633],[145783,276454],[146375,348266],[148020,350062],[155464,288165],[155542,360474],[161836,233634],[164379,369847],[164445,438281],[166233,372347],[167245,303168],[167837,374980],[171232,378244],[171751,378791],[173720,309624],[173798,381248],[187248,397358],[191996,268094],[194544,404244],[195063,404791],[197032,336580],[197110,407248],[202414,342585],[202492,412934],[211329,422307],[211395,485231],[219681,362003],[219759,431411],[221440,300614],[224364,435188],[227262,369299],[227340,437782],[244642,454342],[245161,454889],[252695,325994],[258663,401481],[258741,466991],[276824,482138],[279722,421759],[279800,484732],[292887,366440],[303538,503600],[312587,451579],[312665,510153],[339543,474891],[339621,529533],[347307,418900],[374021,443748],[402358,475768]
   ]
cell #1228 :
  |C| = 245
  W-rep = phi[[2, 2, 1],[2]]+phi[[2, 2],[2, 1]]
  special rep = phi[[2, 2],[2, 1]] , dim = 140
  orbit = [4, 4, 4, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [214575],[242474],[248300],[277156],[282487],[283692],[307910],[309706],[312997],[318533],[334866],[342667],[343913],[345713],[369381],[370627],[378324],[381014],[388790],[404324],[412700],[421841],[423087],[427772],[437548],[454422],[458957],[460203],[483017],[484498],[489104],[510965],[516290],[535763],[556282],
     [86044,329868],[105933,363342],[107259,224565],[120402,383792],[128136,395934],[130449,398477],[131728,258363],[139782,409792],[144837,415802],[146163,277025],[155355,429936],[158089,363139],[158229,291242],[159434,293824],[166299,440650],[167625,303739],[171298,446032],[173611,448575],[174890,312287],[185475,395731],[185615,324349],[187314,463569],[188511,327302],[192376,268474],[194610,469344],[196923,471887],[198202,339243],[202305,476886],[205039,415599],[205179,345662],[206384,348244],[218046,360452],[219572,493223],[224430,496401],[224696,303870],[227153,498348],[229887,440447],[230027,372376],[231232,374958],[235573,445829],[235713,378273],[238609,381226],[244708,512506],[251900,519449],[253846,463366],[253986,397387],[255782,336662],[258554,522933],[259073,339953],[261573,469141],[261713,404273],[264609,407226],[270506,412912],[276890,535305],[279613,537252],[287448,492124],[288247,362085],[289493,431389],[291293,372427],[292092,545797],[294038,496198],[294178,435217],[297220,437760],[303604,552459],[312478,557291],[315497,512303],[315637,454371],[323354,462102],[324400,397438],[327090,407014],[328136,521834],[328935,401563],[330181,466969],[339434,572163],[346512,575503],[348458,535102],[348598,482167],[351640,484710],[360240,431177],[363800,494934],[364846,435268],[373226,588120],[375172,552256],[375312,503629],[382060,556192],[382859,451661],[384105,510131],[398237,599162],[399718,466757],[408060,571064],[408859,474973],[410105,529511],[416260,533838],[417306,482218],[432223,584212],[436067,504479],[441108,550992],[442154,503680],[449816,509919],[464027,566301],[467803,530345],[473128,529299],[492214,584302],[496859,552917],[521924,571154]
   ]
cell #1229 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[3]]+phi[[2, 1],[3, 1]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [213816],[213847],[237979],[238010],[247562],[247823],[263979],[264010],[270947],[271678],[272573],[272834],[282938],[284753],[284784],[297661],[298392],[299287],[299548],[305047],[306653],[306818],[308361],[317903],[317934],[320360],[320600],[320861],[332003],[333609],[333774],[335317],[340996],[341153],[342101],[342832],[349585],[352081],[352812],[353707],[353968],[354807],[356468],[356776],[361308],[367710],[367867],[368815],[369546],[376707],[376752],[379691],[385088],[385927],[387533],[387698],[389241],[390351],[391558],[396566],[396723],[402707],[402752],[405691],[413768],[414310],[419077],[420170],[420327],[421275],[422006],[424613],[430606],[430651],[438616],[439158],[446664],[446821],[447262],[448883],[452805],[452850],[455789],[469976],[470133],[470574],[477194],[477556],[477601],[485566],[486108],[490471],[498656],[499018],[499063],[513138],[513295],[513736],[517900],[537560],[537922],[537967],[542310],[562724],[577241],
     [115694,306537],[115725,378190],[116643,378518],[135074,333493],[135105,404190],[136023,404518],[140944,411576],[141320,412544],[141581,342500],[160495,366358],[160526,435134],[162406,436424],[162782,437392],[163043,369214],[169481,444797],[170050,377808],[178236,387417],[178267,454288],[179185,454616],[186466,462903],[190338,330622],[190578,466601],[190839,401396],[192793,468109],[193362,403808],[200684,411525],[207445,418818],[207476,482084],[209356,483374],[209732,484342],[209993,421674],[218768,492771],[221213,494453],[222874,366474],[223182,434752],[225532,436373],[232293,443666],[232324,503546],[236564,506065],[240436,384546],[240676,509763],[240937,451494],[242891,511271],[243460,453906],[252468,519714],[253051,462852],[255547,464742],[256754,400997],[262564,525445],[266436,410546],[266676,529143],[266937,474806],[271228,531675],[273673,533357],[275334,418934],[275642,481702],[277992,483323],[288012,492449],[291019,432685],[295165,376299],[297942,548829],[300387,550511],[302048,443782],[302356,503164],[306392,554072],[306975,506014],[309471,507904],[310678,451095],[316488,559803],[324126,462490],[325767,565820],[331164,411088],[333348,568944],[333931,525394],[336427,527284],[337634,474407],[342432,531353],[345439,479635],[352362,578535],[361850,544733],[366213,585261],[366617,443925],[369146,548507],[372153,501097],[378050,505652],[387272,594063],[387855,559752],[397164,520583],[398785,472195],[401328,567615],[404050,525032],[418673,606008],[421606,578213],[430244,493531],[434994,546931],[443521,614475],[451426,592734],[454148,559390],[465824,523241],[474738,603196],[481944,576637],[503406,589254],[508986,557599],[528366,572471],[547535,589858]
   ]
cell #1230 :
  |C| = 315
  W-rep = phi[[2, 1],[3, 1]]+phi[[2],[3, 2]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [93402],[110556],[116383],[133355],[135763],[142051],[142388],[149460],[160736],[161184],[163513],[163850],[169592],[170824],[176517],[178925],[191115],[191309],[191646],[192904],[194136],[199829],[200799],[202058],[207686],[208134],[210463],[210800],[218879],[221324],[223219],[223956],[225647],[226906],[232534],[232982],[234066],[241213],[241407],[241744],[243002],[244234],[252579],[253166],[255584],[255662],[260066],[264220],[267213],[267407],[267744],[271339],[273784],[275679],[276416],[278107],[279366],[288049],[288127],[288686],[298053],[299824],[300498],[302393],[303130],[306503],[307090],[309508],[309586],[313990],[325878],[333459],[334046],[335354],[336464],[336542],[342469],[342547],[343106],[352473],[361887],[361965],[366324],[367904],[369183],[369261],[369820],[387383],[387970],[396760],[401365],[401443],[418784],[421643],[421721],[422280],[434590],[443632],[451463],[451541],[474775],[474853],[481540],[503002],[526937],
     [78933,124199],[94242,143685],[99900,151218],[111396,165147],[115935,172106],[117349,172554],[123837,180658],[123987,180995],[135315,195418],[136729,195866],[141857,203383],[143323,203577],[143473,203914],[150300,212097],[150870,212775],[163319,228231],[164785,228425],[164935,228762],[169779,234306],[170087,236201],[170615,236729],[172206,236938],[178477,245516],[179891,245964],[183132,249927],[193091,260306],[193399,262201],[193927,262729],[195518,262938],[200721,269062],[200990,269140],[201312,271039],[210269,280691],[211735,280885],[211885,281222],[214057,284994],[215471,285442],[219066,288926],[225569,295776],[225838,295854],[226160,297753],[234006,304858],[234563,306760],[238220,318144],[243189,314230],[243497,316125],[244025,316653],[245616,316862],[248099,321137],[249565,321331],[249715,321668],[253088,325001],[253357,325079],[260006,331814],[260563,333716],[268810,340938],[271526,343346],[273110,354244],[278029,350196],[278298,350274],[278620,352173],[282667,354918],[282975,356813],[285094,357550],[288626,361119],[295524,367652],[298240,370060],[307012,378925],[307281,379003],[308090,379802],[308398,389278],[313930,385738],[314487,387640],[318475,390388],[318744,390466],[324749,396508],[333968,404925],[334237,405003],[335046,405802],[341190,420364],[343046,413579],[343855,414347],[344124,414425],[349944,420112],[352660,422520],[369760,438427],[370569,439195],[370838,439273],[377646,446858],[378673,446606],[387892,455023],[388161,455101],[388970,455900],[403646,470170],[404673,469918],[422220,485377],[423029,486145],[423298,486223],[427952,490582],[453744,513332],[454771,513080],[460145,517937],[460414,518015],[488426,541906],[507557,561295]
   ]
cell #1231 :
  |C| = 315
  W-rep = phi[[2, 1],[3, 1]]+phi[[2],[3, 2]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [92814],[109968],[115727],[132767],[135107],[141322],[141677],[142689],[148872],[160528],[160662],[162784],[163139],[164151],[169483],[169659],[170059],[175929],[178269],[190580],[190935],[191030],[192795],[192971],[193371],[199241],[200693],[207478],[207612],[209734],[210089],[211101],[218770],[218946],[221215],[223191],[223206],[225541],[232326],[232460],[240678],[241033],[241128],[242893],[243069],[243469],[252470],[253060],[255556],[255571],[264146],[266678],[267033],[267128],[271230],[271406],[273675],[275651],[275666],[278001],[288021],[288036],[297944],[298120],[299739],[300389],[302365],[302380],[306394],[306984],[309480],[309495],[325769],[333350],[333940],[335341],[336436],[336451],[342441],[342456],[352364],[352540],[361859],[361874],[366215],[367891],[369155],[369170],[387274],[387864],[396747],[401337],[401352],[418675],[421615],[421630],[434577],[443523],[451435],[451450],[474747],[474762],[481527],[502989],[526924],
     [73866,307449],[78859,181704],[79044,247919],[88738,334405],[93615,342868],[94168,204623],[94353,272930],[99784,282947],[99815,213849],[110769,369582],[111322,229471],[111507,299644],[115076,376788],[115861,236867],[116645,378515],[117233,308370],[117264,238012],[123096,388329],[123824,247564],[134456,402788],[135241,262867],[136025,404515],[136613,335326],[136644,264012],[140946,411573],[141082,341162],[141772,271680],[143310,272575],[149673,422042],[150226,281931],[150411,354064],[156317,430687],[162408,436421],[162544,367876],[163234,298394],[164772,299289],[169766,305049],[170074,306820],[177618,452886],[178403,316791],[179187,454613],[179775,389250],[179806,317936],[183058,249339],[183243,320957],[186468,462900],[186604,396732],[193078,332005],[193386,333776],[200708,340998],[203267,477637],[209358,483371],[209494,420336],[210184,352814],[211722,353709],[213983,284920],[215355,356785],[215386,284786],[219053,361310],[225556,367712],[228115,499099],[236566,506062],[236702,446830],[238146,318070],[243176,385929],[243484,387700],[247324,390360],[248014,321052],[249552,320602],[253075,396568],[262566,525442],[262702,470142],[271513,413770],[272335,414319],[273025,354159],[278016,420172],[280575,538003],[282654,354809],[282962,356800],[298227,438618],[299049,439167],[306999,446666],[308077,379693],[308385,389265],[316490,559800],[316626,513304],[318462,390375],[333955,469978],[335033,405693],[341177,420351],[343842,414334],[352647,485568],[353469,486117],[370556,439182],[377633,446845],[387879,513140],[388957,455791],[393661,517909],[403633,470157],[423016,486132],[427939,490473],[453731,513319],[460132,517924],[488413,541893],[507544,561282]
   ]
cell #1232 :
  |C| = 315
  W-rep = phi[[2, 1],[3, 1]]+phi[[2],[3, 2]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [116432],[135812],[142392],[161233],[163854],[170828],[171183],[171529],[178974],[191164],[191650],[194140],[194495],[194841],[200803],[200884],[202079],[208183],[210804],[223751],[223960],[224315],[225651],[225732],[226927],[233031],[234087],[241262],[241748],[244238],[244593],[244939],[253170],[253251],[255666],[257565],[258328],[260087],[267262],[267748],[276211],[276420],[276775],[278111],[278192],[279387],[288131],[288707],[291130],[291207],[299873],[302925],[303134],[303489],[307094],[307175],[309590],[311489],[312252],[314011],[324237],[324314],[334050],[334131],[335886],[336546],[338445],[339208],[342551],[343127],[345550],[345627],[361969],[369265],[369841],[371164],[372264],[372341],[378161],[378238],[387974],[388055],[397275],[397352],[401447],[402970],[404161],[404238],[421725],[422301],[430869],[435105],[435182],[451545],[454259],[454336],[466449],[474857],[482055],[482132],[503517],[503594],[509611],[528991],[550214],
     [93921,271585],[99949,151267],[100090,213134],[111075,298299],[116686,306805],[117398,172603],[117539,237297],[123865,246795],[123991,180999],[136066,333761],[136778,195915],[136919,263297],[140987,340983],[141906,203432],[142704,342823],[143351,271806],[143477,203918],[149979,352719],[150874,212779],[162449,367697],[163368,228280],[164166,369537],[164813,298520],[164939,228766],[169674,376743],[169807,304939],[170619,236733],[172210,236942],[179228,387685],[179940,246013],[180081,317221],[186509,396553],[192986,402743],[193119,331895],[193931,262733],[195522,262942],[200994,269144],[201316,271043],[209399,420157],[210318,280740],[211116,421997],[211763,352940],[211889,281226],[215520,285491],[215661,357909],[218961,430642],[219094,361200],[225842,295858],[226164,297757],[234010,304862],[236607,446651],[243084,452841],[243217,385819],[244029,316657],[245620,316866],[248148,321186],[249593,393132],[249719,321672],[253361,325083],[260010,331818],[262607,469963],[271421,477592],[271554,413660],[273159,354293],[278302,350278],[278624,352177],[282695,424801],[283507,357345],[285098,357554],[288630,361123],[298135,499054],[298268,438508],[307285,379007],[308118,447450],[308930,389810],[313934,385742],[316531,513125],[318748,390470],[319070,392369],[334241,405007],[335074,470762],[343050,413583],[344128,414429],[344450,423624],[352555,537958],[352688,485458],[354622,424724],[369764,438431],[370842,439277],[376970,453068],[379506,447373],[388165,455105],[388998,513924],[405506,470685],[412392,477819],[422224,485381],[423302,486227],[427980,542498],[437240,499281],[455604,513847],[460418,518019],[484190,538185],[490286,542421],[515982,563349],[533060,579920]
   ]
cell #1233 :
  |C| = 175
  W-rep = phi[[2, 2],[2, 1]]+phi[[1],[3, 3]]
  special rep = phi[[2, 2],[2, 1]] , dim = 140
  orbit = [4, 4, 4, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 140
     105 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [67042],[85605],[96748],[105882],[107451],[113902],[119963],[128085],[130616],[132359],[137351],[139343],[144786],[146355],[155522],[158113],[158289],[165360],[166248],[167817],[171247],[173778],[175521],[185499],[185675],[187263],[188425],[193214],[194559],[196128],[197090],[198833],[202472],[205063],[205239],[217960],[219189],[219739],[224379],[225934],[227320],[229911],[230087],[235597],[235773],[238523],[244657],[253453],[253870],[254046],[258171],[258721],[259923],[261597],[261773],[264523],[270420],[276839],[279780],[287472],[288543],[289407],[293645],[294062],[294238],[297134],[303553],[312095],[312645],[315521],[315697],[323530],[323694],[328160],[329231],[330095],[339051],[339601],[348065],[348482],[348658],[351554],[363976],[364140],[371770],[374779],[375196],[375372],[382084],[383155],[384019],[406676],[408084],[409155],[410019],[416436],[416600],[432247],[439689],[441284],[441448],[464203],[464367],[468441],[493103],
     [100522,152806],[117971,180513],[124412,182505],[143898,212310],[151102,213198],[151480,214767],[169902,243312],[172438,237361],[172816,246226],[180832,247188],[195750,263361],[201086,278394],[201922,271649],[203751,272199],[226770,298363],[228599,298913],[233923,313847],[235180,307377],[245848,317285],[261180,334333],[269556,342963],[279230,352783],[281059,353333],[285326,357973],[296270,369677],[315104,388257],[319676,392975],[321505,393525],[345056,424230],[350690,422137],[355792,427239],[380676,456774],[390882,459253],[414841,486639],[445129,511603]
   ]
cell #1234 :
  |C| = 175
  W-rep = phi[[2, 2],[2, 1]]+phi[[1],[3, 3]]
  special rep = phi[[2, 2],[2, 1]] , dim = 140
  orbit = [4, 4, 4, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 140
     105 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [223747],[257561],[258307],[276207],[291126],[291186],[293028],[302921],[311485],[312231],[324233],[324293],[327078],[327206],[335882],[338441],[339187],[345546],[345606],[347448],[360228],[360356],[363130],[371160],[372260],[372320],[374162],[378157],[378217],[381002],[381130],[395722],[397271],[397331],[402966],[404157],[404217],[406059],[407002],[407130],[412688],[412816],[415590],[430865],[431165],[431293],[435101],[435161],[436579],[437536],[437664],[440438],[445820],[454255],[454315],[462090],[463058],[463357],[466445],[466745],[466873],[468031],[469132],[482051],[482111],[484486],[484614],[492115],[492693],[494922],[495890],[496189],[503513],[503573],[509607],[509907],[510035],[512294],[519371],[521825],[522403],[528987],[529287],[529415],[533826],[534794],[535093],[545719],[550210],[550980],[551948],[552247],[556183],[556761],[566289],[570381],[571055],[571633],[575425],[584203],[587300],[588042],[599084],[600568],[611028],
     [283503,357341],[308926,389806],[319066,392365],[344446,423620],[354618,424720],[355175,426622],[376966,453064],[379502,447369],[380059,456157],[390136,457228],[405502,470681],[411731,483529],[412388,477815],[414095,478243],[437236,499277],[438943,499705],[444719,511193],[445521,506220],[455600,513843],[468833,525600],[476356,531597],[484186,538181],[485893,538609],[490282,542417],[497818,548751],[511995,559958],[515978,563345],[517685,563773],[533056,579916],[536722,578457],[540569,581654],[555509,595500],[561886,596752],[574683,608047],[590106,617280]
   ]
cell #1235 :
  |C| = 245
  W-rep = phi[[2, 1],[2, 2]]+phi[[1, 1],[3, 2]]
  special rep = phi[[2, 1],[2, 2]] , dim = 140
  orbit = [4, 4, 3, 3]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [69543],[85911],[87241],[104235],[107492],[109137],[120269],[128610],[130657],[132374],[134228],[139649],[146396],[155563],[156089],[158304],[165666],[167858],[173819],[175536],[185690],[196169],[197131],[198848],[205254],[219780],[225975],[229078],[230102],[253494],[254061],[260388],[289008],[295584],[324809],
     [16688,212970],[22321,237133],[24122,180873],[28997,263133],[30765,270021],[31363,203792],[33759,151309],[39232,296735],[39830,228640],[41947,305434],[42072,235221],[42815,172645],[45709,317057],[45884,125597],[51177,329696],[52409,332390],[52534,261221],[53277,195957],[55906,202513],[56047,143139],[56926,99249],[59979,351155],[60577,281100],[61849,357745],[66930,365255],[67055,293686],[68523,227361],[68664,164601],[72369,121599],[72581,171772],[72707,235788],[76296,383620],[77528,386314],[77653,315145],[78396,246055],[79420,391347],[80018,321546],[85770,258762],[87453,195084],[87579,261788],[91168,409620],[91983,148041],[92421,203039],[94729,415306],[96636,417715],[96761,348106],[98229,279821],[98370,211551],[100410,425296],[100535,355833],[101278,285533],[107618,294253],[109575,227887],[111883,440154],[113790,442563],[113915,374820],[114848,177390],[117859,447945],[117984,380717],[120128,312686],[121811,245182],[121937,315712],[124577,247229],[124718,182811],[125526,459718],[137239,471257],[137364,406717],[139508,339642],[141979,476766],[144063,272240],[144204,212616],[146522,348673],[148479,280347],[150787,487104],[151521,214808],[151647,282562],[152694,489513],[152819,427280],[163441,498228],[165525,298954],[167984,375387],[170753,307418],[172857,246267],[172983,307985],[180401,514419],[180526,456815],[181311,248946],[182670,393566],[194065,334374],[196295,334941],[201127,278435],[201953,343428],[204230,281538],[210391,537132],[212475,353374],[214934,427847],[226801,370142],[234388,314312],[234623,378733],[244163,388298],[246393,388865],[260623,404733],[268870,350004],[279261,422602],[314547,454831]
   ]
cell #1236 :
  |C| = 553
  W-rep = phi[[3, 2, 1],[1]]+phi[[3, 1, 1],[2]]+phi[[3, 2],[1, 1]]+phi[[3, 1],[2, 1]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     91 tau_infinity subcells with 4 member(s)
  subcells = [
     [124133],[124856],[124910],[143619],[147387],[147441],[151158],[152026],[165081],[171420],[172494],[173970],[174024],[176688],[180926],[194732],[195806],[202664],[203845],[204883],[204993],[205440],[212031],[227512],[228693],[235527],[235974],[238293],[238453],[244830],[245904],[249861],[261527],[261974],[270350],[273335],[279972],[281153],[284308],[285382],[297064],[306054],[313613],[315451],[315898],[321599],[333010],[351484],[386934],
     [61620,356586],[76822,385206],[79581,391676],[79719,320418],[93336,142534],[97285,419195],[97423,349643],[100670,356139],[100688,425916],[108483,168849],[108537,168903],[110490,163996],[116323,171303],[118315,173616],[118723,449001],[120849,384759],[120867,451891],[130808,197282],[130862,197336],[133289,191792],[133526,200000],[135703,194615],[142250,202310],[142319,202566],[144565,205070],[144959,416069],[144977,479745],[145057,205609],[149394,210946],[155714,219931],[155768,219985],[157933,229731],[158043,229841],[158490,230288],[160050,224552],[161124,224435],[163712,227158],[163781,227414],[171026,235604],[173425,507705],[173565,238493],[176451,241890],[178865,244713],[185319,253690],[185429,253800],[185876,254247],[188195,264293],[188355,264453],[191577,258815],[194338,261604],[199763,267890],[202259,270390],[207000,277012],[208074,276895],[210662,279618],[210731,279874],[216504,286672],[217730,289177],[217890,289337],[220875,300049],[227107,297104],[231848,303726],[232922,303609],[241675,312739],[244436,315528],[250785,322893],[252130,325429],[259689,340569],[267675,339695],[279567,351524],
     [19303,38354,222992,294439],[25294,47854,251604,323624],[27288,51338,256872,330025],[27426,51476,190396,258913],[32406,59101,275452,348859],[35185,63134,287132,359779],[37399,66149,291796,364070],[37600,67190,222545,293992],[37618,67208,292322,365875],[40873,71718,302166,375573],[44000,76457,310796,383949],[44138,76595,240494,312837],[47446,81040,323249,395103],[47667,81448,251854,323664],[49784,84241,256282,328090],[50254,84830,327820,399257],[50507,86049,191508,258559],[50561,86103,258508,330065],[51703,91694,331282,411206],[54462,91329,337752,409949],[54600,91467,266494,339793],[58146,95855,346216,416530],[58347,96896,275005,348412],[58365,96914,346742,418335],[62261,101880,286297,358951],[62722,102425,287020,359531],[63630,103630,217300,287402],[65394,105938,222223,292097],[65741,106204,363695,432933],[65962,106612,292046,364110],[66262,107997,224158,294069],[67579,114439,366735,444043],[67717,114577,295223,376357],[70763,113009,372930,441378],[70964,114050,301719,375126],[70982,114068,373456,443183],[74903,118599,310206,382014],[75373,119188,381744,449355],[75626,120407,241606,312483],[75680,120461,312432,383989],[80497,126328,250673,322645],[80989,126867,187534,254416],[81965,128141,185107,251905],[83560,130087,397941,464297],[83957,130454,137695,196928],[84026,130710,256550,328167],[84365,138103,398903,472313],[84418,130999,327708,399009],[86491,140229,330835,410759],[86509,140247,401793,475203],[89775,137979,337162,408014],[90245,138568,407744,472667],[90498,139787,267606,339439],[90552,139841,339388,409989],[95100,144842,274683,346517],[95447,145108,416155,479883],[95668,145516,346466,416570],[95968,146901,276618,348489],[101829,153713,216754,286712],[103346,155360,156826,219577],[103415,155616,217568,287479],[103754,157234,430362,493649],[104715,157110,362585,432177],[105185,157699,431907,494003],[105661,158120,166027,229918],[106055,166421,363609,440917],[106073,166439,432795,501207],[106153,158659,166519,230457],[112254,166304,301397,373231],[112601,166570,441003,501345],[112822,166978,373180,441418],[113122,168363,303332,375203],[118384,173872,310474,382091],[118776,174161,381632,449107],[127864,185506,187042,253877],[128258,187436,396201,463836],[128276,187454,462600,520693],[129332,187319,326777,398242],[129679,187585,463922,520831],[129900,187993,398191,464337],[130263,196737,464543,527085],[130403,188395,196877,264493],[137764,197184,337430,408091],[138156,197473,407632,472419],[154161,216805,491844,543658],[155169,219386,492250,544534],[155309,217930,219526,289377],[156895,219833,362853,432254],[157287,220122,431795,493755],[184029,251055,519106,564932],[184297,251132,461775,519257]
   ]
cell #1237 :
  |C| = 315
  W-rep = phi[[2, 1],[3, 1]]+phi[[2],[3, 2]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [42006],[51182],[52468],[55932],[66989],[67045],[68549],[72565],[72786],[76301],[77587],[85608],[85796],[87437],[87658],[91173],[91967],[92428],[96695],[96751],[98255],[105885],[107476],[107697],[109121],[109582],[111888],[113849],[113905],[114855],[115347],[119966],[120154],[121795],[122016],[128088],[128594],[130641],[132381],[134235],[134727],[137354],[139346],[139534],[140733],[144789],[146380],[146601],[148025],[148486],[155547],[156096],[158311],[162195],[165363],[166251],[167842],[168063],[171250],[171756],[173803],[175543],[177397],[177889],[185697],[186255],[187266],[193217],[194562],[195068],[197115],[198855],[202497],[203046],[205261],[209145],[219192],[219764],[224382],[227345],[227894],[230109],[235795],[236353],[244660],[245166],[254068],[258174],[258746],[261795],[262353],[276842],[279805],[280354],[294260],[303556],[312098],[312670],[315719],[316277],[339054],[339626],[348680],[371773],[375394],
     [16693,100469],[22326,117918],[24112,124603],[29002,137298],[30770,142658],[31353,144089],[33725,151505],[33758,151726],[39237,164120],[39820,165551],[42062,171438],[42781,172841],[42814,173062],[45714,180460],[45883,181318],[52524,194750],[53243,196153],[53276,196374],[55561,201111],[55744,202119],[56046,202718],[56925,204237],[59984,211070],[60567,212501],[61854,152753],[68178,225959],[68361,226967],[68663,227566],[69542,229085],[72165,234127],[72368,234395],[72580,235417],[77643,244848],[78362,246251],[78395,246472],[79425,125531],[80008,182696],[82695,253478],[87037,260127],[87240,260395],[87452,261417],[91982,268964],[92409,270190],[94734,150792],[97884,278419],[98067,279427],[98369,280026],[99248,281545],[100525,152809],[101244,214792],[101277,215013],[104031,288747],[104234,289015],[109136,295678],[109563,296904],[114836,304709],[117053,307402],[117974,180516],[121395,314051],[121598,314319],[121810,315341],[124232,247213],[124415,182508],[125596,248953],[128609,324903],[134216,331665],[136433,334358],[142935,343167],[143138,343435],[143718,272224],[143901,212313],[148040,350098],[148467,351324],[151105,213201],[151308,282569],[156077,360970],[164397,369881],[164600,370149],[165180,298938],[169905,243315],[171771,378827],[172441,237364],[172644,307992],[177378,385589],[179595,388282],[195083,404827],[195753,263364],[195956,334948],[201925,271652],[203027,413430],[211347,422341],[211550,422609],[212130,353358],[226773,298366],[227875,438278],[245181,454925],[245851,317288],[246054,388872],[249960,393550],[279233,352786],[280335,485228],[285329,357976],[285532,427854],[319679,392978],[345059,424233]
   ]
cell #1238 :
  |C| = 315
  W-rep = phi[[2, 1],[3, 1]]+phi[[2],[3, 2]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [42054],[51185],[52516],[55997],[67037],[67046],[68614],[72576],[72860],[76304],[77635],[85609],[85861],[87448],[87732],[91176],[91978],[92439],[96743],[96752],[98320],[105886],[107487],[107771],[109132],[109593],[111891],[113897],[113906],[114866],[115337],[119967],[120219],[121806],[122090],[128089],[128605],[130652],[132392],[134246],[134717],[137355],[139347],[139599],[140723],[144790],[146391],[146675],[148036],[148497],[155558],[156107],[158322],[162185],[165364],[166252],[167853],[168137],[171251],[171767],[173814],[175554],[177408],[177879],[185708],[186245],[187267],[193218],[194563],[195079],[197126],[198866],[202508],[203057],[205272],[209135],[219193],[219775],[224383],[227356],[227905],[230120],[235806],[236343],[244661],[245177],[254079],[258175],[258757],[261806],[262343],[276843],[279816],[280365],[294271],[303557],[312099],[312681],[315730],[316267],[339055],[339637],[348691],[371774],[375405],
     [16696,100517],[22329,117966],[24113,124668],[29005,137346],[30773,143277],[31354,144154],[33726,151516],[33757,151800],[39240,164739],[39821,165616],[42063,172123],[42782,172852],[42813,173136],[45717,180508],[45882,181329],[52525,195435],[53244,196164],[53275,196448],[55562,201122],[55745,202884],[56045,203451],[56924,204248],[59987,211689],[60568,212566],[61857,152801],[68179,225970],[68362,227732],[68662,228299],[69541,229096],[72166,234233],[72367,234406],[72579,236206],[77644,245533],[78363,246262],[78394,246546],[79428,125534],[80009,182761],[82696,253489],[87038,260233],[87239,260406],[87451,262206],[91981,269067],[92397,270983],[94737,150795],[97885,278430],[98068,280192],[98368,280759],[99247,281556],[100526,152810],[101245,214803],[101276,215087],[104032,288853],[104233,289026],[109135,295781],[109551,297697],[114824,304802],[117054,307413],[117975,180517],[121396,314157],[121597,314330],[121809,316130],[124233,247224],[124416,182509],[125595,248964],[128608,325006],[134204,331758],[136434,334369],[142936,343273],[143137,343446],[143719,272235],[143902,212314],[148039,350201],[148455,352117],[151106,213202],[151307,282580],[156065,361063],[164398,369987],[164599,370160],[165181,298949],[169906,243316],[171770,378930],[172442,237365],[172643,308003],[177366,385682],[179596,388293],[195082,404930],[195754,263365],[195955,334959],[201926,271653],[203015,413523],[211348,422447],[211549,422620],[212131,353369],[226774,298367],[227863,438371],[245180,455028],[245852,317289],[246053,388883],[249961,393561],[279234,352787],[280323,485321],[285330,357977],[285531,427865],[319680,392979],[345060,424234]
   ]
cell #1239 :
  |C| = 315
  W-rep = phi[[2, 1],[3, 1]]+phi[[2],[3, 2]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [41952],[51203],[52414],[55858],[66935],[67080],[68475],[72554],[72702],[76322],[77533],[85615],[85722],[87426],[87574],[91194],[91956],[92416],[96641],[96786],[98181],[105892],[107465],[107613],[109110],[109570],[111909],[113795],[113940],[114843],[115346],[119973],[120080],[121784],[121932],[128095],[128583],[130630],[132369],[134223],[134726],[137389],[139353],[139460],[140732],[144796],[146369],[146517],[148014],[148474],[155536],[156084],[158299],[162194],[165370],[166258],[167831],[167979],[171257],[171745],[173792],[175531],[177385],[177888],[185685],[186254],[187273],[193224],[194569],[195057],[197104],[198843],[202486],[203034],[205249],[209144],[219199],[219753],[224389],[227334],[227882],[230097],[235783],[236352],[244667],[245155],[254056],[258181],[258735],[261783],[262352],[276849],[279794],[280342],[294248],[303563],[312105],[312659],[315707],[316276],[339061],[339615],[348668],[371780],[375382],
     [16714,100415],[22347,117864],[24147,124529],[29023,137244],[30791,141984],[31388,144015],[33732,151494],[33803,151642],[39258,163446],[39855,165477],[42097,170705],[42788,172830],[42859,172978],[45735,180406],[45892,181306],[52559,194017],[53250,196142],[53321,196290],[55568,201100],[55751,201330],[56091,201948],[56934,204225],[60005,210396],[60602,212427],[61875,152699],[68185,225948],[68368,226178],[68708,226796],[69551,229073],[72172,234024],[72377,234383],[72589,234618],[77678,244115],[78369,246240],[78440,246388],[79446,125552],[80043,182622],[82702,253467],[87044,260024],[87249,260383],[87461,260618],[91991,268865],[92410,269404],[94755,150813],[97891,278408],[98074,278638],[98414,279256],[99257,281533],[100560,152844],[101251,214781],[101322,214929],[104038,288644],[104243,289003],[109145,295579],[109564,296118],[114837,304623],[117060,307391],[118009,180551],[121402,313948],[121607,314307],[121819,314542],[124239,247202],[124422,182515],[125605,248941],[128618,324804],[134217,331579],[136440,334347],[142942,343064],[143147,343423],[143725,272213],[143908,212320],[148049,349999],[148468,350538],[151112,213208],[151317,282557],[156078,360884],[164404,369778],[164609,370137],[165187,298927],[169912,243322],[171780,378728],[172448,237371],[172653,307980],[177379,385503],[179602,388271],[195092,404728],[195760,263371],[195965,334936],[201932,271659],[203028,413344],[211354,422238],[211559,422597],[212137,353347],[226780,298373],[227876,438192],[245190,454826],[245858,317295],[246063,388860],[249967,393539],[279240,352793],[280336,485142],[285336,357983],[285541,427842],[319686,392985],[345066,424240]
   ]
cell #1240 :
  |C| = 315
  W-rep = phi[[2, 1],[3, 1]]+phi[[2],[3, 2]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [72848],[73075],[85939],[87720],[87947],[91863],[92025],[92693],[107759],[107850],[109017],[109179],[109847],[114749],[115481],[115643],[120297],[122078],[122305],[127333],[128490],[128652],[132509],[132646],[134129],[134861],[135023],[139677],[141414],[146663],[146754],[147921],[148083],[148751],[154757],[155990],[159125],[160282],[160444],[162876],[165694],[168125],[168216],[170495],[171652],[171814],[175671],[175808],[177291],[178023],[178185],[184891],[189439],[190672],[193807],[194964],[195126],[196527],[198983],[199120],[201707],[202940],[206075],[207232],[207394],[209826],[222007],[223627],[226555],[227788],[229213],[230923],[232080],[232242],[234989],[239537],[240770],[243905],[245062],[245224],[254882],[257956],[258078],[260523],[260989],[265537],[266770],[274467],[276087],[279015],[280248],[289143],[290421],[293454],[301181],[302801],[311880],[312002],[314913],[326561],[338836],[338958],[347874],[371677],[374588],
     [16721,213765],[22354,237928],[24093,247656],[29030,263928],[31063,270896],[31334,272667],[33716,213603],[33787,151788],[39530,297610],[39801,299381],[41655,305141],[42206,306036],[42772,237766],[42843,173124],[45742,317852],[45940,181583],[52117,332097],[52668,332992],[53234,263766],[53305,196436],[55461,340914],[55552,269348],[56075,202780],[56173,342054],[56982,204502],[60277,352030],[60548,353801],[61882,284702],[64243,361402],[68078,367628],[68169,296062],[68692,227628],[68790,368768],[69599,229350],[72069,304788],[72206,376660],[72939,236060],[77236,386021],[77787,386916],[78353,317690],[78424,246534],[79989,320694],[82595,396484],[82686,325287],[86941,331744],[87078,402660],[87811,262060],[92556,270269],[93949,413862],[97784,420088],[97875,350482],[98398,280088],[98496,421228],[99305,281810],[100118,355601],[101235,284540],[101306,215075],[103935,361049],[104072,430559],[109710,296983],[111103,438710],[116953,446582],[117044,379211],[117567,380485],[121299,385668],[121436,452758],[122169,315984],[124223,319461],[124746,182839],[125653,249218],[136333,469894],[136424,405211],[136947,406485],[142839,413509],[142976,477509],[143709,344841],[144232,212644],[148614,351403],[150007,485660],[151009,283383],[151879,215166],[164301,438357],[164438,498971],[165171,371555],[172345,308806],[173215,246625],[179495,513056],[179586,455309],[180109,456583],[181446,249081],[195657,335762],[201829,343563],[204365,281673],[211251,485307],[211388,537875],[212121,424015],[215689,427048],[226677,370277],[234523,314447],[245755,389686],[249951,392760],[279137,422737],[285233,357221],[319583,392882],[344963,424137]
   ]
cell #1241 :
  |C| = 315
  W-rep = phi[[2, 1],[3, 1]]+phi[[2],[3, 2]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [72916],[73554],[85944],[87788],[88426],[91875],[92116],[92777],[107827],[107851],[109029],[109270],[109931],[114760],[115493],[115734],[120302],[122146],[122784],[127334],[128502],[128743],[132510],[132730],[134140],[134873],[135114],[139682],[141425],[146731],[146755],[147933],[148174],[148835],[154769],[156001],[159126],[160294],[160535],[162887],[165699],[168193],[168217],[170496],[171664],[171905],[175672],[175892],[177302],[178035],[178276],[184902],[189451],[190683],[193808],[194976],[195217],[196528],[198984],[199204],[201719],[202951],[206076],[207244],[207485],[209837],[222018],[223628],[226567],[227799],[229214],[230924],[232092],[232333],[235000],[239549],[240781],[243906],[245074],[245315],[254883],[257968],[258079],[260524],[261000],[265549],[266781],[274478],[276088],[279027],[280259],[289144],[290433],[293465],[301192],[302802],[311892],[312003],[314924],[326572],[338848],[338959],[347885],[371678],[374599],
     [16736,213856],[22369,238019],[24098,247667],[29045,264019],[31288,271687],[31339,272678],[33717,213615],[33792,151856],[39755,298401],[39806,299392],[41660,305152],[42539,306827],[42773,237778],[42848,173192],[45757,317943],[45941,181667],[52122,332108],[53001,333783],[53235,263778],[53310,196504],[55529,341005],[55553,269360],[56080,203507],[56582,342812],[56983,204586],[60502,352821],[60553,353812],[61897,284793],[64248,361413],[68146,367719],[68170,296074],[68697,228355],[69199,369526],[69600,229434],[72070,304887],[72290,376732],[72940,236830],[77241,386032],[78120,387707],[78354,317702],[78429,246602],[79994,320705],[82663,396575],[82687,325299],[86942,331843],[87162,402732],[87812,262830],[92557,271068],[93954,413873],[97852,420179],[97876,350494],[98403,280815],[98905,421986],[99306,281894],[100123,355612],[101236,284552],[101311,215143],[103936,361148],[104156,430631],[109711,297782],[111108,438721],[117021,446673],[117045,379223],[117572,380496],[121300,385767],[121520,452830],[122170,316754],[124224,319473],[124751,182844],[125654,249302],[136401,469985],[136425,405223],[136952,406496],[142840,413608],[143060,477581],[143710,344853],[144237,212649],[148615,352202],[150012,485671],[151010,283384],[151880,215167],[164302,438456],[164522,499043],[165172,371567],[172346,308807],[173216,246626],[179563,513147],[179587,455321],[180114,456594],[181447,249082],[195658,335763],[201830,343564],[204366,281674],[211252,485406],[211472,537947],[212122,424027],[215694,427059],[226678,370278],[234524,314448],[245756,389687],[249952,392772],[279138,422738],[285234,357222],[319584,392883],[344964,424138]
   ]
cell #1242 :
  |C| = 315
  W-rep = phi[[2, 1],[3, 1]]+phi[[2],[3, 2]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [72915],[85943],[87787],[92765],[107826],[107841],[109919],[115386],[115723],[116641],[120301],[122145],[132408],[132718],[134766],[135103],[136021],[139681],[140772],[140942],[141318],[146730],[146745],[148823],[158338],[160187],[160524],[162234],[162404],[162780],[165698],[168192],[168207],[169479],[175570],[175880],[177928],[178265],[179183],[185724],[186294],[186464],[188644],[190576],[192791],[196518],[198882],[199192],[205288],[207137],[207474],[209184],[209354],[209730],[218179],[218766],[221211],[229112],[230136],[231985],[232322],[235822],[236392],[236562],[238742],[240674],[242889],[252466],[254095],[260422],[261822],[262392],[262562],[264742],[266674],[270639],[271226],[273671],[289042],[289626],[294287],[297353],[297940],[300385],[306390],[315746],[316316],[316486],[325765],[329730],[330314],[333346],[348707],[351773],[352360],[366211],[375421],[383654],[384238],[387270],[409654],[410238],[418671],[440188],[443519],
     [33791,151855],[33867,213845],[42847,173191],[42923,238008],[45907,247560],[45931,181655],[53309,196503],[53385,264008],[56079,203506],[56868,271676],[56949,272571],[56973,204574],[60830,213508],[68696,228354],[69485,298390],[69566,299285],[69590,229422],[72392,305045],[72930,236818],[73611,306816],[73978,237671],[78428,246601],[78504,317932],[87264,332001],[87802,262818],[88483,333772],[88850,263671],[92173,340994],[92215,269253],[92455,271056],[93579,342817],[98402,280814],[99191,352810],[99272,353705],[99296,281882],[101310,215142],[101386,284782],[104258,361306],[109327,367708],[109369,295967],[109609,297770],[110733,369531],[114882,304875],[115040,376737],[121622,385925],[122160,316742],[122841,387696],[123208,317595],[124750,182843],[125620,320598],[125644,249290],[128800,396564],[128842,325192],[134262,331831],[134420,402737],[143162,413766],[144236,212648],[148231,420168],[148273,350387],[148513,352190],[149637,421991],[151332,354805],[151870,215157],[152918,284445],[156123,361136],[156281,430636],[164624,438614],[171962,446662],[172004,379116],[172668,379689],[173206,246616],[177424,385755],[177582,452835],[181105,318666],[181345,248980],[195274,469974],[195316,405116],[195980,405689],[203073,413596],[203231,477586],[204024,344046],[204264,281572],[211574,485564],[213004,282596],[227921,438444],[228079,499048],[228872,370760],[234422,314346],[237167,308019],[245372,513136],[245414,455214],[246078,455787],[263167,334975],[270055,343462],[280381,485394],[280539,537952],[281332,423220],[285556,490469],[296769,370176],[317091,388899],[321778,460336],[351189,422636],[357779,427881],[391381,459752],[415340,487138]
   ]
cell #1243 :
  |C| = 315
  W-rep = phi[[2, 1],[3, 1]]+phi[[2],[3, 2]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [92392],[92664],[107916],[109546],[109818],[114744],[114819],[115551],[132617],[132873],[134124],[134199],[134931],[140634],[141409],[141484],[146820],[148450],[148722],[154795],[155985],[156060],[160320],[160352],[162096],[162871],[162946],[168282],[170140],[175779],[176035],[177286],[177361],[178093],[184886],[186156],[189477],[190667],[190742],[193452],[196593],[199091],[199347],[201745],[202935],[203010],[207270],[207302],[209046],[209821],[209896],[217341],[222002],[223272],[223802],[226593],[227783],[227858],[229577],[232118],[232150],[234984],[236254],[239575],[240765],[240840],[243550],[256323],[257994],[260984],[262254],[263804],[265575],[266765],[266840],[269801],[274462],[275732],[276262],[279053],[280243],[280318],[290459],[293449],[296100],[296515],[301176],[302446],[302976],[310247],[311918],[314908],[316178],[325325],[326556],[329476],[335937],[337203],[338874],[347869],[350935],[362626],[374583],[383400],[409400],
     [24292,247726],[31533,272737],[33943,283028],[40000,299451],[42123,305870],[42999,308451],[46006,181554],[46158,247651],[46581,320764],[52585,332826],[53461,335407],[55618,341243],[55756,341374],[57048,204473],[57200,272662],[60747,353871],[60964,213673],[61658,356866],[68235,367957],[68373,368088],[69665,229321],[69817,299376],[72177,376639],[72433,305136],[72531,377102],[73005,235331],[74112,237836],[77704,386750],[78580,389331],[79023,391127],[79765,320689],[82752,396813],[87049,402639],[87305,332092],[87403,403102],[87877,261331],[88984,263836],[91901,340837],[91933,411439],[92920,270104],[94332,415086],[97941,420417],[98079,420548],[99371,281781],[99523,353796],[100055,355596],[104043,430538],[104299,361397],[109055,367551],[109087,436287],[110074,296818],[111486,439934],[115519,305273],[117110,446911],[117504,380480],[121407,452737],[121663,386016],[121761,453200],[122235,315255],[123342,317760],[124042,319499],[125719,249189],[128528,396407],[128560,462766],[134899,332229],[136490,470223],[136884,406480],[142947,477488],[143203,413857],[143528,344879],[147959,420011],[147991,483237],[148978,351238],[150390,486884],[151945,215232],[153052,284610],[164409,498950],[164665,438705],[164990,371593],[170670,379249],[171690,446505],[171722,505928],[173281,246691],[178061,386153],[179652,513385],[180046,456578],[181810,249445],[183222,459498],[193982,405249],[195002,469817],[195034,525308],[204729,282037],[211359,537854],[211615,485655],[211940,424053],[213641,284578],[215626,427043],[237804,317728],[244080,455347],[245100,512979],[245132,559666],[249770,392798],[269386,350520],[283558,357396],[308981,389861]
   ]
cell #1244 :
  |C| = 315
  W-rep = phi[[2, 1],[3, 1]]+phi[[2],[3, 2]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [92821],[93562],[107876],[109975],[110716],[114766],[115023],[115740],[132774],[132802],[134146],[134403],[135120],[140659],[141431],[141688],[146780],[148879],[149620],[154778],[156007],[156264],[160303],[160541],[162121],[162893],[163150],[168242],[170165],[175936],[175964],[177308],[177565],[178282],[184908],[186181],[189460],[190689],[190946],[193477],[196553],[199248],[199276],[201728],[202957],[203214],[207253],[207491],[209071],[209843],[210100],[217366],[222024],[223297],[226576],[227805],[228062],[229506],[232101],[232339],[235006],[236279],[239558],[240787],[241044],[243575],[256348],[257977],[261006],[262279],[263787],[265558],[266787],[267044],[269826],[274484],[275757],[279036],[280265],[280522],[290442],[293471],[293587],[296083],[296540],[301198],[302471],[310272],[311901],[314930],[316203],[325308],[326578],[329501],[337228],[338857],[347891],[348007],[350960],[362651],[374605],[374721],[383425],[406618],[409425],
     [24193,247930],[31434,272941],[33742,283053],[39901,299655],[42733,307460],[42798,308476],[45877,247673],[45966,181711],[53195,334416],[53260,335432],[55578,341268],[56626,342879],[56919,272684],[57008,204630],[60648,354075],[60893,213862],[68195,367982],[69243,369593],[69536,299398],[69625,229478],[72334,376799],[72362,305158],[72965,236874],[73560,378510],[74041,238025],[78314,388340],[78379,389356],[80089,320968],[82712,396838],[87206,402799],[87234,332114],[87837,262874],[88432,404510],[88913,264025],[91884,341011],[92122,411568],[92849,271693],[97901,420442],[98949,422053],[99242,353818],[99331,281938],[101261,356891],[104200,430698],[104228,361419],[109038,367725],[109276,436416],[110003,298407],[115502,306833],[117070,446936],[121564,452897],[121592,386038],[122195,316798],[122790,454608],[123271,317949],[124249,391152],[125590,320711],[125679,249346],[128511,396581],[128749,462895],[134882,333789],[136450,470248],[143104,477648],[143132,413879],[143735,415111],[147942,420185],[148180,483366],[148907,352827],[151302,355618],[151905,215192],[152981,284799],[164566,499110],[164594,438727],[165197,439959],[171673,446679],[171911,506057],[172638,380502],[173241,246651],[178044,387713],[179612,513410],[180774,319482],[181739,249374],[194985,469991],[195223,525437],[195950,406502],[203693,344862],[204658,281966],[211516,538014],[211544,485677],[212147,486909],[213624,284561],[228541,371576],[235122,379232],[237787,317711],[245083,513153],[245321,559795],[246048,456600],[249977,459523],[261122,405232],[269369,350503],[281001,424036],[285526,427065],[315046,455330],[321447,392781],[355734,427181],[380618,456716]
   ]
cell #1245 :
  |C| = 245
  W-rep = phi[[2, 2, 1],[2]]+phi[[2, 2],[2, 1]]
  special rep = phi[[2, 2],[2, 1]] , dim = 140
  orbit = [4, 4, 4, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [248726],[277582],[283832],[313137],[319373],[319919],[344753],[345853],[349144],[355485],[371467],[378464],[380369],[381440],[392672],[404464],[406369],[413126],[415626],[423927],[426372],[426932],[437974],[445856],[452347],[454562],[456467],[458817],[469168],[482877],[484924],[488750],[510611],[512330],[533910],
     [67140,365791],[84191,398659],[96846,418251],[103580,430118],[105579,432477],[114000,443099],[118549,448757],[127782,462282],[130309,398482],[132154,258980],[137929,472069],[142484,477068],[144483,479427],[154669,360523],[155215,429941],[157060,493405],[159574,293895],[163946,498530],[165945,500889],[170944,505444],[173471,448580],[175316,312904],[184775,395939],[186960,520375],[189351,327373],[189897,329873],[191742,523115],[194256,524824],[196783,471892],[198628,339860],[201619,412983],[202165,476891],[206524,348315],[210896,537434],[217486,543815],[219432,493228],[221891,363347],[224076,546723],[225122,304296],[226467,437831],[227013,498353],[231372,375029],[234873,446037],[239449,381297],[239995,383797],[241840,557473],[244354,559182],[251760,519454],[256468,566697],[257868,467040],[258414,522938],[259213,340093],[260873,469349],[265449,407297],[265995,409797],[267840,572345],[274351,415807],[276536,576429],[278927,484781],[279473,537257],[287094,492151],[290333,431460],[291433,372567],[291952,545802],[292778,435408],[293338,496406],[294724,375858],[301065,440655],[303250,589046],[310392,591816],[311792,510202],[312338,557296],[314797,512511],[324540,397578],[326445,463574],[327516,407440],[327782,521861],[328795,467183],[337348,602278],[338748,529582],[339294,572168],[346372,575508],[347198,482358],[347758,535310],[360666,431603],[362771,611334],[363166,440474],[364492,496225],[373086,588125],[373912,503820],[374472,552464],[381706,556219],[382719,510345],[395758,463393],[398097,599167],[402249,475659],[407706,571091],[408719,529725],[416952,535129],[431869,584239],[435927,504339],[441800,552283],[462174,566373],[467449,529991],[495006,551064]
   ]
cell #1246 :
  |C| = 175
  W-rep = phi[[2, 2],[2, 1]]+phi[[1],[3, 3]]
  special rep = phi[[2, 2],[2, 1]] , dim = 140
  orbit = [4, 4, 4, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 140
     105 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [51190],[66787],[76309],[84163],[85569],[91181],[96493],[103552],[105846],[107447],[111896],[113647],[118521],[119927],[128049],[130442],[130612],[137096],[137901],[139307],[142456],[144750],[146351],[155348],[155518],[157032],[158109],[162639],[163918],[165324],[166212],[167813],[171211],[173604],[173774],[185495],[186699],[187227],[191714],[193178],[194523],[196916],[197086],[202298],[202468],[205059],[210868],[219153],[219565],[219735],[223815],[224343],[225477],[227146],[227316],[229907],[235593],[241812],[244621],[251893],[252996],[253866],[258135],[258547],[258717],[261593],[267812],[276275],[276803],[279606],[279776],[287298],[287468],[292085],[293188],[294058],[302989],[303517],[312059],[312471],[312641],[315517],[327986],[328156],[335950],[339015],[339427],[339597],[346505],[347608],[348478],[371734],[373219],[374322],[375192],[381910],[382080],[398230],[406219],[407910],[408080],[432073],[432243],[436739],[463218],
     [79433,125539],[94742,150800],[100267,152551],[117716,180258],[124055,181063],[124376,182469],[141177,209589],[143541,203982],[143862,212274],[151066,213162],[165003,228830],[169866,243276],[170683,236797],[172402,237325],[193995,262797],[195714,263325],[200629,277937],[201886,271613],[211953,281290],[226734,298327],[234723,306920],[244093,316721],[245812,317249],[249783,321736],[260723,333876],[279194,352747],[283571,357409],[285290,357937],[308994,389874],[314647,387800],[319640,392939],[345020,424194],[355335,426782],[380219,456317],[411891,483689]
   ]
cell #1247 :
  |C| = 245
  W-rep = phi[[2, 1],[2, 2]]+phi[[1, 1],[3, 2]]
  special rep = phi[[2, 1],[2, 2]] , dim = 140
  orbit = [4, 4, 3, 3]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [29073],[38899],[48790],[51878],[64004],[67085],[67870],[81433],[82387],[85700],[96791],[102801],[106597],[107551],[113945],[120058],[131375],[137394],[139438],[145501],[146455],[165455],[166963],[167917],[174537],[187978],[193309],[196228],[197849],[219284],[220498],[226034],[253553],[259936],[288556],
     [16764,34210],[22397,45785],[24152,46070],[30432,59646],[31393,57112],[33782,60923],[39860,69729],[41416,76997],[42102,73909],[42838,74071],[45948,78831],[52564,88781],[53300,88943],[55253,97576],[55836,93710],[56070,92879],[56990,94140],[60607,99435],[68453,110864],[68687,110033],[69607,111294],[72640,116745],[72771,115791],[72947,115833],[77683,123139],[78419,123301],[80048,125783],[85934,132832],[87512,136125],[87643,135171],[87819,135213],[92613,141705],[92651,141547],[98159,149768],[98393,148937],[99313,150198],[100565,152849],[101301,153011],[107682,160592],[107858,160634],[109767,163167],[109805,163009],[118014,180556],[120292,175994],[121870,179287],[122001,178333],[122177,178375],[124507,182600],[124741,181769],[125661,183030],[132566,190963],[132604,190805],[139672,199306],[143993,212405],[144227,204688],[146586,207542],[146762,207584],[148671,210117],[148709,209959],[151580,214867],[151711,213913],[151887,213955],[165689,229536],[168048,232390],[168224,232432],[169997,243407],[172916,246326],[173047,238076],[173223,238118],[175728,241061],[175766,240903],[181503,247947],[181541,247789],[182834,249404],[196359,264076],[196535,264118],[199040,267061],[199078,266903],[201186,278494],[202017,271744],[204422,272958],[204460,272800],[212639,281996],[214998,284850],[215174,284892],[226865,298458],[229270,299672],[229308,299514],[233936,313860],[235280,307477],[235318,305933],[246457,318000],[246633,318042],[249138,320985],[249176,320827],[261280,334433],[261318,332889],[269569,342976],[279325,352878],[281730,354092],[281768,353934],[296283,369690],[315204,388357],[315242,386813],[350703,422150]
   ]
cell #1248 :
  |C| = 315
  W-rep = phi[[2, 1],[3, 1]]+phi[[2],[3, 2]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [30745],[39212],[42019],[51157],[52481],[55737],[55990],[59959],[67002],[67073],[68354],[68607],[72158],[72569],[76276],[77600],[85601],[85854],[85915],[87030],[87441],[91148],[91971],[92396],[96708],[96779],[98060],[98313],[104024],[105878],[107480],[107496],[109125],[109550],[113862],[113933],[114823],[119959],[120212],[120273],[121388],[121799],[128081],[128598],[130645],[130661],[134203],[137382],[139339],[139592],[139653],[142928],[144782],[146384],[146400],[148029],[148454],[155551],[155567],[156064],[164390],[165670],[166244],[167846],[167862],[171243],[171760],[173807],[173823],[177365],[187259],[194555],[195072],[196173],[197119],[197135],[202501],[202517],[203014],[211340],[219768],[219784],[224375],[225979],[227349],[227365],[227862],[244653],[245170],[253498],[258750],[258766],[276835],[279809],[279825],[280322],[293690],[303549],[312674],[312690],[339630],[339646],[348110],[374824],[406721],
     [24140,79400],[31381,94709],[33763,100482],[39848,111863],[42090,117162],[42819,117931],[45888,124408],[45926,124661],[52552,136542],[53281,137311],[56051,143242],[56930,143894],[56968,144147],[60595,150767],[60825,151509],[68668,164704],[69547,165356],[69585,165609],[72373,169898],[72585,171589],[72925,172116],[73973,172845],[77671,179704],[78400,180473],[80036,125506],[87245,193210],[87457,194901],[87797,195428],[88845,196157],[91987,200944],[92210,201115],[92450,202877],[98374,211654],[99253,212306],[99291,212559],[100553,152837],[101282,152766],[104239,219185],[109141,225792],[109364,225963],[109604,227725],[114877,234226],[115338,236136],[118002,180544],[121603,243308],[121815,244999],[122155,245526],[123203,246255],[124722,182815],[125601,182501],[125639,182754],[128614,253311],[128837,253482],[134257,260226],[134718,262136],[140724,268997],[143143,271645],[144208,212620],[148045,278252],[148268,278423],[148508,280185],[151313,213194],[151525,214812],[152913,214796],[156118,288846],[162186,295711],[164605,298359],[171776,307235],[171999,307406],[172649,237357],[172861,246271],[177419,314150],[177880,316060],[180877,247233],[181100,247217],[186246,324936],[195088,334191],[195311,334362],[195961,263357],[201131,278439],[203068,343266],[203796,272244],[204019,272228],[209136,350131],[211555,352779],[227916,369980],[228644,298958],[228867,298942],[235225,307422],[236344,378860],[245186,388115],[245409,388286],[246059,317281],[261225,334378],[262344,404860],[280376,422440],[281104,353378],[281327,353362],[285537,357969],[315149,388302],[316268,454958],[321550,393570],[321773,393554],[355837,427284],[380721,456819]
   ]
cell #1249 :
  |C| = 175
  W-rep = phi[[3],[2, 1, 1]]+phi[[1],[4, 1, 1]]
  special rep = phi[[3],[2, 1, 1]] , dim = 105
  orbit = [6, 4, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [53432],[69582],[69786],[87280],[88831],[88891],[104274],[109350],[109410],[111182],[111203],[128823],[128883],[134052],[134481],[134502],[136558],[155913],[156342],[156363],[162024],[162140],[162489],[184114],[186084],[186200],[186549],[192546],[192694],[216583],[218521],[218669],[225402],[250876],[252921],
     [24534,80235],[33914,101433],[34358,101583],[42970,78551],[45923,125636],[46127,125840],[46732,125895],[56965,99288],[57169,99492],[60811,152899],[60871,152959],[61118,151397],[72408,121638],[73959,123189],[74019,123249],[74266,172733],[78719,182918],[78740,182939],[78872,181146],[89138,196045],[92196,148254],[92256,148314],[94028,150086],[94049,150107],[94181,204065],[99729,215300],[99830,213244],[111335,228913],[114672,177214],[115101,177643],[115122,177664],[115874,172045],[117178,179720],[117279,237407],[123496,246143],[123905,247269],[135254,195357],[136659,263407],[140562,208974],[140678,209090],[141027,209439],[141787,203313],[143391,272280],[150239,281373],[153206,285621],[163249,228161],[164853,298994],[169234,242644],[169382,242792],[170184,236298],[170533,236647],[178416,245455],[179821,317331],[183071,321819],[183643,322507],[193496,262298],[193845,262647],[200554,277862],[201402,271129],[210199,280621],[211803,353414],[215401,358019],[226250,297843],[234648,306845],[243594,316222],[243943,316571],[249633,393606],[260648,333801],[278710,352263],[314572,387725]
   ]
cell #1250 :
  |C| = 315
  W-rep = phi[[2, 1],[3, 1]]+phi[[2],[3, 2]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [56474],[69091],[73384],[86338],[88256],[93063],[93347],[98797],[107932],[108295],[110217],[110501],[114976],[116057],[120696],[122614],[132858],[133016],[133300],[134356],[135437],[140076],[140872],[142002],[146836],[147199],[149121],[149405],[156217],[158432],[160210],[160858],[162334],[163464],[168298],[168661],[169543],[176020],[176178],[176462],[177518],[178599],[185818],[186394],[188667],[188744],[192855],[196609],[199332],[199490],[199774],[203167],[205382],[207160],[207808],[209284],[210414],[218202],[218279],[218830],[228015],[229562],[230230],[232008],[232656],[235916],[236492],[238765],[238842],[242953],[254189],[261916],[262492],[263694],[264765],[264842],[270662],[270739],[271290],[280475],[289649],[289726],[294381],[295990],[297376],[297453],[298004],[315840],[316416],[325215],[330337],[330414],[348801],[351796],[351873],[352424],[365661],[375515],[384261],[384338],[410261],[410338],[418121],[442969],[471663],
     [46022,79039],[57064,94348],[60949,100040],[69681,111502],[73021,117126],[74097,117489],[78761,123860],[78878,124144],[87893,136506],[88969,136869],[92905,143188],[94070,143346],[94187,143630],[99387,150406],[99753,150892],[110059,164650],[111224,164808],[111341,165092],[115143,169802],[115409,171580],[115880,172051],[117202,172228],[122251,179668],[123327,180031],[125735,183238],[134523,193114],[134789,194892],[135260,195363],[136582,195540],[140795,200935],[141051,201012],[141340,202866],[148963,211600],[150128,211758],[150245,212042],[151961,215248],[153037,215611],[156384,219089],[162257,225783],[162513,225860],[162802,227714],[169501,234215],[170021,236135],[173297,246707],[177685,243212],[177951,244990],[178422,245461],[179744,245638],[181795,249430],[182960,249588],[183077,249872],[186317,253302],[186573,253379],[192813,260215],[193333,262135],[200655,268996],[203334,271549],[204714,282022],[209207,278243],[209463,278320],[209752,280174],[213265,282690],[213531,284468],[215324,285116],[218788,288835],[225503,295710],[228182,298263],[236415,307226],[236671,307303],[237428,308113],[237694,317618],[242911,314139],[243431,316059],[247037,318689],[247293,318766],[253022,324935],[262415,334182],[262671,334259],[263428,335069],[269276,350410],[271248,343255],[272048,344069],[272304,344146],[277963,350130],[280642,352683],[297962,369969],[298762,370783],[299018,370860],[305840,379139],[306946,378859],[316339,388106],[316595,388183],[317352,388993],[332796,405139],[333902,404859],[352382,422429],[353182,423243],[353438,423320],[358040,427975],[386720,455237],[387826,454957],[393374,460359],[393630,460436],[425702,489919],[448351,514825]
   ]
cell #1251 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[3]]+phi[[2, 1],[3, 1]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [61038],[74186],[78950],[89058],[93508],[94259],[99771],[99968],[110662],[111413],[116523],[117220],[117417],[123416],[123842],[135903],[136600],[136797],[141069],[142074],[142545],[143328],[149566],[150317],[153126],[162531],[163536],[164007],[164790],[169615],[169784],[170846],[179065],[179762],[179959],[182398],[183149],[186591],[192927],[193096],[194158],[200821],[202041],[208877],[209481],[210486],[210957],[211740],[214645],[215342],[215539],[218902],[219071],[225669],[226889],[234049],[236689],[242544],[243025],[243194],[244256],[247311],[248316],[249570],[253188],[260049],[262689],[271362],[271531],[272322],[277172],[278129],[279349],[282503],[282672],[288669],[298076],[298245],[299036],[307112],[307926],[308095],[309722],[313973],[316613],[334068],[334882],[335051],[342683],[343089],[352496],[352665],[353456],[369397],[369803],[387992],[388806],[388975],[393648],[421857],[422263],[427788],[427957],[458973],[483033],
     [42379,73473],[52841,88345],[56385,93419],[67362,108384],[69002,110573],[73115,116075],[73312,116451],[77960,122703],[85498,133461],[86249,133372],[87987,135455],[88184,135831],[92065,140890],[93045,142056],[97068,147288],[98708,149477],[107329,161324],[108026,160876],[108223,161252],[109219,162352],[110199,163518],[114222,168750],[114958,169597],[116013,170783],[119856,176623],[120607,176534],[122345,178617],[122542,178993],[128692,186412],[130739,188762],[131744,191332],[132998,191314],[134338,192909],[135393,194095],[139236,199935],[139987,199846],[140828,200758],[146233,208274],[146930,207826],[147127,208202],[148123,209302],[149103,210468],[155645,218297],[156199,218884],[158245,221347],[158414,221329],[161927,233725],[162290,225606],[167695,233122],[168392,232674],[168589,233050],[171854,236510],[173901,238860],[174906,241430],[176160,241412],[177500,243007],[178555,244193],[185631,252602],[185800,252584],[186350,253125],[192446,268544],[195166,262510],[197213,264860],[198218,267430],[199472,267412],[202595,270757],[203149,271344],[205195,273807],[205364,273789],[209240,278066],[219862,289744],[224712,303886],[227443,297471],[227997,298058],[230043,300521],[230212,300503],[235729,306526],[235898,306508],[236448,307049],[245264,316434],[254002,325901],[254171,325883],[255798,336678],[258844,330432],[261729,333482],[261898,333464],[262448,334005],[279903,351891],[280457,352478],[288263,362101],[294194,366347],[294363,366329],[312768,384356],[315653,387406],[315822,387388],[316372,387929],[328951,401579],[339724,410356],[348614,418807],[348783,418789],[375328,443655],[375497,443637],[382875,451677],[408875,474989],[436083,504495]
   ]
cell #1252 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[3]]+phi[[2, 1],[3, 1]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [61339],[74487],[79329],[89359],[93544],[94638],[100248],[100421],[101143],[110698],[111792],[116577],[117697],[117870],[123717],[124392],[125181],[125435],[135957],[137077],[137250],[141158],[142083],[142610],[143878],[147712],[149602],[150696],[152378],[152532],[152705],[162620],[163545],[164072],[165340],[169624],[169882],[170857],[177040],[179119],[180239],[180412],[181044],[181962],[182485],[186680],[192936],[193194],[194169],[200832],[202042],[203963],[208441],[209570],[210495],[211022],[212290],[213107],[213178],[218911],[219169],[225680],[226890],[228811],[234050],[236778],[237270],[237341],[238961],[243034],[243292],[244267],[253199],[260050],[262778],[263270],[263341],[270858],[271371],[271629],[278140],[279350],[281271],[288670],[297572],[298085],[298343],[307123],[313974],[316702],[317194],[317265],[321717],[334079],[343090],[351992],[352505],[352763],[357882],[357953],[369804],[388003],[392184],[419703],[422264],
     [21811,116513],[28487,135893],[30674,142479],[38073,161314],[39141,163941],[41785,170843],[41958,171272],[45199,179055],[50832,133497],[51086,191737],[52247,194155],[52420,194584],[55365,200818],[55721,202088],[58820,208264],[59888,210891],[66614,161378],[66768,223975],[66941,224404],[67982,225666],[68338,226936],[71437,233112],[72142,234096],[72526,235348],[75951,176659],[76205,241835],[77366,244253],[77539,244682],[82499,253185],[84144,255681],[85062,191341],[85585,258337],[87014,260096],[87398,261348],[90823,199971],[91077,267835],[91928,268895],[96320,208328],[96474,276435],[96647,276864],[97688,278126],[98044,279396],[103533,288146],[104008,288716],[105791,221356],[105862,291216],[108808,169174],[109082,295609],[113474,233176],[113628,303149],[113801,303578],[116857,307109],[118502,309605],[119420,241439],[119943,312261],[121372,314020],[121756,315272],[127994,252611],[128065,324323],[128555,324834],[133878,200352],[136237,334065],[137882,336561],[138800,267439],[139323,339217],[142437,342566],[142912,343136],[144695,273816],[144766,345636],[147986,350029],[157013,361984],[161491,233289],[163899,369280],[164374,369850],[166157,300530],[166228,372350],[171156,306535],[171227,378247],[171717,378758],[179399,387989],[187172,325910],[187243,397361],[188863,264961],[191695,401462],[194468,333491],[194539,404247],[195029,404758],[210849,421740],[211324,422310],[218398,289845],[224288,366356],[224359,435191],[241793,451560],[244566,387415],[244637,454345],[245127,454856],[257380,330533],[267793,474872],[276748,418816],[276819,482141],[303462,443664],[303533,503603],[311304,384457],[338260,410457],[367243,444551]
   ]
cell #1253 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[3]]+phi[[2, 1],[3, 1]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [100023],[117472],[124076],[136852],[142600],[143562],[150887],[151129],[164062],[165024],[171363],[172223],[172465],[180014],[180641],[194675],[195535],[195777],[201007],[202107],[202635],[203560],[211012],[211974],[215594],[225855],[226955],[227483],[228408],[234115],[234289],[235406],[244773],[245633],[245875],[248842],[249804],[253374],[260115],[260289],[261406],[268953],[270196],[277698],[278315],[279415],[279943],[280868],[284251],[285111],[285353],[288735],[288909],[295667],[296910],[304715],[307298],[313556],[314039],[314213],[315330],[318761],[319861],[321314],[324892],[331671],[334254],[343155],[343329],[344141],[349086],[350087],[351330],[354727],[354901],[360976],[369869],[370043],[370855],[378816],[379611],[379785],[381382],[385595],[388178],[404816],[405611],[405785],[413068],[413436],[422329],[422503],[423315],[437916],[438284],[454914],[455709],[455883],[460431],[484866],[485234],[490391],[490565],[516658],[536131],
     [73367,116506],[88239,135886],[93279,142477],[108278,161307],[110433,163939],[116052,170841],[116294,171274],[122597,179048],[132270,191858],[133232,191735],[135432,194153],[135674,194586],[140867,200816],[142034,202090],[147182,208257],[149337,210889],[159993,224495],[160853,223973],[161095,224406],[162329,225664],[163496,226938],[168644,233105],[169575,234098],[170802,235365],[175432,241956],[176394,241833],[178594,244251],[178836,244684],[186389,253183],[188739,255679],[189839,258356],[191292,258339],[192887,260098],[194114,261365],[198744,267956],[199706,267833],[200777,268912],[206943,276955],[207803,276433],[208045,276866],[209279,278124],[210446,279398],[218274,288144],[218862,288718],[221133,291235],[221307,291218],[225238,304412],[225625,295626],[231791,303669],[232651,303147],[232893,303580],[236487,307107],[238837,309603],[239937,312280],[241390,312263],[242985,314022],[244212,315289],[252388,324342],[252562,324325],[253144,324851],[259632,340512],[262487,334063],[264837,336559],[265937,339236],[267390,339219],[270734,342564],[271322,343138],[273593,345655],[273767,345638],[278085,350046],[289721,361982],[294666,375800],[297448,369278],[298036,369852],[300307,372369],[300481,372352],[306312,378266],[306486,378249],[307068,378775],[316411,387987],[325687,397380],[325861,397363],[327458,407382],[330409,401460],[333268,404266],[333442,404249],[334024,404775],[351868,421738],[352456,422312],[360608,431545],[366133,435210],[366307,435193],[384333,451558],[387192,454364],[387366,454347],[387948,454873],[400086,467125],[410333,474870],[418593,482160],[418767,482143],[443441,503622],[443615,503605],[450184,510287],[473496,529667],[497227,553285]
   ]
cell #1254 :
  |C| = 126
  W-rep = phi[[2],[3, 1, 1]]
  special rep = phi[[2],[3, 1, 1]] , dim = 126
  orbit = [5, 5, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [16953],[24220],[24523],[31461],[33798],[33903],[39928],[42854],[42959],[45918],[45933],[53316],[53421],[56086],[56960],[56975],[60675],[60832],[60877],[68703],[69577],[69592],[72403],[72932],[73980],[74025],[78435],[78540],[78743],[80116],[87275],[87804],[88852],[88897],[92217],[92457],[92833],[94052],[98409],[99283],[99298],[101317],[101422],[101594],[104269],[109371],[109611],[109987],[111206],[114884],[115125],[115391],[121633],[122162],[123210],[123255],[125631],[125646],[126050],[128844],[134264],[134505],[134771],[140777],[141277],[143173],[148275],[148515],[148891],[150110],[151343],[152920],[152965],[153287],[156125],[156366],[162239],[162739],[164635],[169438],[172006],[172679],[177426],[177667],[177933],[181107],[181209],[182942],[186299],[192750],[195318],[195991],[203075],[203316],[204026],[204128],[209189],[209689],[211585],[213247],[218725],[227923],[228164],[228874],[228976],[236397],[237410],[242848],[245416],[246089],[262397],[263410],[271185],[280383],[280624],[281334],[281436],[285567],[297899],[316321],[317334],[321780],[321882],[352319],[358022],[358834]
   ]
cell #1255 :
  |C| = 427
  W-rep = phi[[3, 1],[2, 1]]+phi[[3],[2, 2]]+phi[[1, 1],[4, 1]]+phi[[1],[4, 2]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     91 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     49 tau_infinity subcells with 4 member(s)
  subcells = [
     [85960],[86078],[87119],[104113],[105967],[107505],[107890],[108028],[109221],[120318],[120436],[128170],[128694],[130670],[130741],[132412],[132955],[134295],[139698],[139816],[144871],[146409],[146794],[146932],[155576],[155647],[156156],[158342],[158371],[160130],[162005],[165715],[166333],[167871],[168256],[168394],[173832],[173903],[175574],[176117],[185728],[185757],[186065],[187348],[188236],[188587],[196182],[196567],[197144],[197215],[198886],[199429],[205292],[205321],[207080],[216564],[217771],[218122],[219793],[219864],[220817],[225988],[229116],[230140],[230169],[231928],[238334],[238685],[250826],[252072],[253507],[254099],[254128],[260426],[263614],[264334],[264685],[273277],[286454],[289046],[289218],[289569],[295910],[299991],[322934],[325135],[325371],[331472],[359207],[360777],[394772],
     [31040,202526],[39507,227374],[42389,171332],[51452,258775],[52851,194644],[56214,143017],[56432,202597],[60254,279834],[67103,293699],[67372,224464],[68831,164479],[69049,227445],[69556,111242],[72247,121477],[73117,171856],[76571,312699],[77970,244742],[86296,258846],[87254,134541],[87989,195168],[88854,136602],[91443,339655],[92067,148125],[93002,203106],[96809,348119],[97078,276924],[98537,211429],[98755,279905],[104248,156402],[109150,162462],[109373,162533],[110156,227954],[111185,164747],[113963,374833],[114232,303638],[114915,177457],[120654,312770],[122347,245266],[124767,182860],[128623,186522],[128846,186593],[134266,193024],[134484,193053],[137412,406730],[140034,339726],[140543,208955],[144253,212665],[149060,280414],[151534,214821],[151919,215206],[156127,218999],[156345,219028],[162027,225352],[162177,225703],[172870,246280],[173255,246665],[181349,248984],[186087,252871],[186237,253222],[192564,259799],[201140,278448],[204268,281576],[213451,284388],[216586,286553],[218539,288419],[234426,314350],[237614,317538],[250894,322835],[269196,350330],[304516,385396],
     [24170,46088,180886,247242],[31411,57130,203805,272253],[33808,61048,151322,213283],[39878,69747,228653,298967],[42120,73927,235234,307431],[42864,74196,172658,237446],[45897,78779,125610,182978],[45980,78997,181109,247313],[52582,88799,261234,334387],[53326,89068,195970,263446],[56096,93970,143152,203352],[56939,94088,99262,150146],[57022,94306,204028,272324],[60625,99453,281113,353387],[60834,99773,152922,215344],[68713,111124,164614,228200],[69639,111460,228876,299038],[72382,115161,121612,177703],[72594,116699,171785,236620],[72979,117084,172008,236691],[73982,117222,123212,179764],[77701,123157,315158,388311],[78445,123426,246068,317370],[78722,123799,182921,249527],[80066,125801,321559,393579],[87466,136079,195097,262620],[87851,136464,195320,262691],[91996,141000,148054,209412],[92219,141071,148277,209483],[92459,142742,203077,271459],[94031,143285,150089,211697],[98419,150028,211564,280660],[99345,150364,281336,353458],[100583,152867,355846,427293],[101327,153136,285546,358058],[109613,164204,227925,298173],[114886,169712,177428,243122],[115104,169741,177646,243151],[115329,171500,236335,307146],[118032,180574,380730,456828],[121824,179241,245195,316544],[122209,179626,245418,316615],[125693,183196,321782,393650],[134709,194812,262335,334102],[140565,200504,208977,277812],[140715,200855,209127,278163],[148517,211154,280385,352593],[169252,233799,242662,313723],[177871,244910,316259,388026]
   ]
cell #1256 :
  |C| = 455
  W-rep = phi[[3, 1, 1],[2]]+phi[[3, 1],[2, 1]]+phi[[1, 1, 1],[4]]+phi[[1, 1],[4, 1]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     35 tau_infinity subcells with 1 member(s)
     140 tau_infinity subcells with 2 member(s)
     35 tau_infinity subcells with 4 member(s)
  subcells = [
     [88870],[109389],[111226],[128862],[134374],[134525],[136550],[152423],[156235],[156386],[162354],[162481],[177085],[181971],[182356],[186414],[186541],[192594],[192847],[208450],[208835],[214199],[218569],[218822],[225333],[238970],[242098],[248236],[250924],[252852],[273904],[277092],[286534],[309642],[345204],
     [33864,213116],[42920,237279],[46032,181125],[53382,263279],[56540,270867],[57074,204044],[60850,152938],[60996,213267],[66659,108394],[67174,160877],[68063,162353],[69157,297581],[69691,228892],[73483,172024],[73998,123228],[74144,237430],[78501,317203],[78763,182962],[82580,186413],[84225,188763],[85071,133034],[85456,133419],[86062,191313],[87103,192908],[88355,195336],[89016,263430],[92235,148293],[93081,203185],[93466,203336],[94072,150130],[96365,147298],[96880,207827],[98863,352001],[99397,281352],[99721,215292],[101383,357891],[103614,218298],[104097,218883],[105800,158450],[105951,221328],[106883,160878],[107976,223906],[109169,225597],[110235,228033],[110620,228184],[113519,168760],[114034,232675],[114994,177536],[115145,177687],[116077,236512],[117170,179712],[118583,238861],[119429,176196],[119814,176581],[120420,241411],[122713,245434],[123374,317354],[125211,392193],[125745,321798],[128003,185836],[128154,252583],[128642,253116],[130562,188764],[130689,255612],[131664,191252],[133923,200397],[134023,259789],[135457,262512],[137963,264861],[138809,199508],[139194,199893],[139800,267411],[140892,209304],[141019,209431],[141994,271282],[144704,205400],[144855,273788],[145787,207828],[146880,276366],[147742,419712],[149139,280493],[149524,280644],[153084,358042],[155468,218299],[155595,288077],[155884,288409],[157094,289745],[157912,290774],[158165,221267],[161500,233298],[161885,233683],[163456,297996],[166166,230248],[166317,300502],[167249,232676],[168342,303080],[169282,242692],[169535,242945],[173724,238862],[173851,309536],[174826,241350],[178619,316436],[184085,322825],[185298,323881],[185551,252522],[187181,254207],[187332,325882],[188217,255196],[188872,264970],[192000,268098],[197036,264862],[197163,336492],[198138,267350],[200485,277793],[204862,345194],[205115,273727],[210406,352416],[216483,359062],[217752,287661],[218407,289854],[219685,289746],[219812,361915],[221444,300618],[224632,303806],[229710,371908],[229963,300441],[238315,309120],[250807,322763],[252699,325998],[253669,396919],[253922,325821],[255718,336598],[264315,336076],[286651,429159],[288183,362021],[289199,361499],[290784,371918],[322915,394835],[323891,396929],[359072,429169],
     [22051,73475,171165,235934],[28727,88347,194477,261934],[30984,93420,142518,270758],[38313,108386,224297,294399],[39451,110574,163980,297472],[42191,116076,116938,236511],[42337,116450,171316,306507],[45439,122705,244575,315858],[50862,86404,257389,330542],[51396,133373,191776,330433],[52653,135456,136318,262511],[52799,135830,194628,333463],[55446,97769,140891,209303],[56198,142055,143001,271343],[59060,147290,276757,348819],[60198,149478,210930,351892],[67320,161251,224448,366328],[68815,163517,164463,298057],[71677,168752,303471,375533],[72231,121461,169596,243006],[73065,170774,171804,307040],[75981,120762,311313,384466],[76515,176535,241874,384357],[77772,178618,179480,316435],[77918,178992,244726,387387],[87937,194086,195116,333996],[90853,140142,338269,410466],[91387,199847,267874,410357],[92015,148073,200749,278057],[97026,208201,276908,418788],[98521,210467,211413,352477],[108838,169204,367252,444560],[114180,233049,303622,443636],[114643,177185,233789,313713],[122295,244184,245214,387920]
   ]
cell #1257 :
  |C| = 175
  W-rep = phi[[3],[2, 1, 1]]+phi[[1],[4, 1, 1]]
  special rep = phi[[3],[2, 1, 1]] , dim = 105
  orbit = [6, 4, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [53422],[69578],[69769],[87276],[88853],[88884],[104270],[109372],[109403],[111189],[111205],[128845],[128876],[134265],[134488],[134504],[136548],[156126],[156349],[156365],[162031],[162238],[162479],[186091],[186298],[186539],[192592],[192741],[216590],[218567],[218716],[225323],[250922],[252842],[286524],
     [16955,153288],[24222,181210],[24524,126051],[31463,204129],[33800,151344],[33904,101423],[34341,153479],[39930,228977],[42856,172680],[42960,78541],[45919,125632],[45934,181108],[46110,125823],[53318,195992],[56088,143174],[56961,99284],[56976,204027],[57152,99475],[60677,281437],[60833,152921],[60864,152952],[60876,213246],[68705,164636],[69593,228875],[72404,121634],[72933,172007],[73981,123211],[74012,123242],[74024,237409],[78437,246090],[78726,182925],[78742,182941],[80118,321883],[87805,195319],[88896,263409],[92218,148276],[92249,148307],[92458,203076],[92832,203315],[94035,150093],[94051,150109],[98411,211586],[99299,281335],[99719,215290],[101319,285568],[101596,358835],[109612,227924],[109986,228163],[114885,177427],[115108,177650],[115124,177666],[115390,236396],[117168,179710],[122163,245417],[123254,317333],[125647,321781],[134770,262396],[140569,208981],[140776,209188],[141017,209429],[141268,271176],[148516,280384],[148890,280623],[152964,358021],[162730,297890],[169280,242690],[169429,242839],[177932,316320],[200475,277783],[209680,352310]
   ]
cell #1258 :
  |C| = 175
  W-rep = phi[[3],[2, 1, 1]]+phi[[1],[4, 1, 1]]
  special rep = phi[[3],[2, 1, 1]] , dim = 105
  orbit = [6, 4, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [39931],[53271],[53430],[68206],[69528],[69580],[82723],[87226],[87278],[88822],[88842],[104220],[104272],[108935],[109341],[109361],[111194],[128408],[128814],[128834],[134043],[134159],[134493],[153975],[155904],[156020],[156354],[161976],[162131],[184105],[186036],[186191],[192646],[216535],[218621],
     [16956,61996],[24223,80119],[24532,80233],[31464,60678],[33753,101272],[33912,101431],[34351,101476],[42809,78390],[42968,78549],[45869,125582],[45921,125634],[46120,124303],[55589,97912],[56911,99234],[56963,99286],[57162,143789],[60802,152890],[60822,152910],[60937,151346],[69779,165251],[72354,121584],[72406,121636],[73950,123180],[73970,123200],[74085,172682],[78731,182930],[78823,181097],[88957,195994],[91781,147839],[92187,148245],[92207,148265],[92893,143176],[94040,150098],[94132,204016],[99485,212201],[99821,213235],[110047,164638],[111286,228864],[114663,177205],[114779,177321],[115113,177655],[115825,171996],[117270,237398],[123315,246092],[125833,250031],[135205,195308],[136650,263398],[140514,208926],[140669,209081],[141444,202970],[141778,203304],[148951,211588],[150190,281324],[153025,285570],[153489,286183],[162906,227818],[163240,228152],[169334,242744],[170175,236289],[178367,245406],[179812,317322],[183022,321770],[193487,262289],[201354,271081],[209856,280278],[210190,280612],[215392,358010],[226202,297795],[243585,316213],[278662,352215]
   ]
cell #1259 :
  |C| = 427
  W-rep = phi[[3, 1],[2, 1]]+phi[[3],[2, 2]]+phi[[1, 1],[4, 1]]+phi[[1],[4, 2]]
  special rep = phi[[3, 1],[2, 1]] , dim = 210
  orbit = [6, 4, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     91 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     49 tau_infinity subcells with 4 member(s)
  subcells = [
     [85967],[86935],[102849],[103929],[107599],[107899],[109021],[120325],[127327],[127337],[128494],[131423],[132503],[132513],[134087],[139705],[146503],[146803],[154710],[154761],[155948],[159119],[159129],[160235],[160286],[161984],[165722],[167965],[168265],[174585],[175665],[175675],[184491],[184849],[186044],[189392],[189443],[190630],[196276],[196576],[197897],[198977],[198987],[206069],[206079],[207185],[207236],[216376],[216543],[216970],[220546],[221607],[221965],[226082],[229217],[230917],[230927],[232033],[232084],[239490],[239541],[240728],[250725],[253601],[254876],[254886],[255952],[260527],[263719],[265490],[265541],[266728],[274067],[274425],[289147],[290374],[290425],[296015],[300781],[301139],[309876],[325240],[326161],[326519],[331482],[336832],[359297],[360787],[362255],[394782],[394905],
     [39948,229207],[52145,260517],[53444,263770],[56042,141753],[64271,289137],[67102,160661],[67918,295800],[68218,296066],[68659,163215],[69796,299339],[72063,121293],[72879,170489],[82435,325025],[82735,325291],[85906,191011],[86945,331835],[87284,332055],[87751,193801],[91867,147925],[92550,142833],[92769,201711],[96808,207611],[98365,210165],[103939,361140],[104278,361360],[107790,223621],[108939,367397],[108970,367640],[109704,164295],[109923,226559],[113962,232459],[114707,177249],[115485,171656],[120264,241109],[122109,243899],[124774,182867],[128412,396253],[128443,396496],[132722,257960],[134003,402497],[134865,194968],[137411,264145],[139644,267109],[140522,208934],[141372,202898],[144260,212672],[146694,276081],[148608,211245],[148827,279019],[151628,214915],[151928,215215],[153979,429113],[155864,430396],[162834,227746],[168156,302795],[172964,246374],[173264,246674],[175884,311884],[178027,245066],[181450,249085],[184065,461567],[199196,338840],[201234,278542],[204369,281677],[209784,280206],[213556,284493],[234527,314451],[237719,317643],[269301,350435],[304526,385406],
     [24169,78858,124713,247995],[24240,46529,181440,249075],[31410,94167,144199,273006],[31481,60695,204359,281667],[33815,61055,151819,283377],[33926,61641,213607,284544],[39877,111321,165661,299720],[41683,77264,234517,314441],[42119,115860,172168,307525],[42871,74203,173155,308800],[42982,78563,237770,317694],[45989,79006,181659,319465],[46137,79744,247614,320652],[52581,135240,195480,334481],[53333,89075,196467,335756],[55301,97624,269086,350220],[55601,97924,269352,350486],[56103,93977,203470,343557],[57031,94315,204578,344845],[57179,99502,272625,353759],[60624,150225,212611,354140],[68720,111131,228318,370271],[69648,111469,229426,371559],[72073,121303,304879,385759],[72412,121642,305099,385979],[72688,116793,236225,378949],[72988,117093,236822,379215],[77700,178402,245578,388405],[78452,123433,246565,389680],[80065,182806,183057,321033],[87560,136173,262225,404949],[87860,136473,262822,405215],[91785,147843,340683,419857],[91816,147874,340926,420100],[92560,142843,271060,413600],[98426,150035,280778,422731],[99354,150373,281886,424019],[100582,152866,213982,284919],[101334,153143,215106,357215],[109714,164305,297774,438448],[114623,177165,376497,452595],[115434,171605,306748,446594],[118031,180573,238145,318069],[121918,179335,316149,455047],[122218,179635,316746,455313],[125702,183205,249294,392764],[134814,194917,333704,469906],[148618,211255,352194,485398],[177976,245015,387628,513068]
   ]
cell #1260 :
  |C| = 175
  W-rep = phi[[3],[2, 1, 1]]+phi[[1],[4, 1, 1]]
  special rep = phi[[3],[2, 1, 1]] , dim = 105
  orbit = [6, 4, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [39932],[53272],[53429],[68207],[69539],[69579],[82724],[87237],[87277],[88830],[88833],[104231],[104271],[109041],[109349],[109352],[111183],[128514],[128822],[128825],[134051],[134150],[134482],[155912],[156011],[156343],[162025],[162071],[184113],[186085],[186131],[192554],[216584],[218529],[250884],
     [16957,61997],[24224,80120],[24529,80156],[24531,80232],[31465,60679],[33754,101273],[33909,100166],[33911,101430],[42810,78391],[42965,117615],[42967,78548],[45880,125593],[45920,125633],[45978,124261],[53427,136995],[55590,97913],[56922,99245],[56962,99285],[57020,143747],[60810,152898],[60813,152901],[60896,151305],[69637,165209],[72365,121595],[72405,121635],[72977,117082],[73958,123188],[73961,123191],[74044,172641],[78546,180157],[78720,182919],[78814,181088],[87849,136462],[88916,195953],[91887,147945],[92195,148253],[92198,148256],[92852,143135],[94029,150087],[94123,204007],[99343,212159],[101428,215737],[110006,164597],[111277,228855],[114671,177213],[114770,177312],[115102,177644],[115505,171676],[115816,171987],[122207,179624],[123274,246051],[125691,249989],[126056,250522],[134885,194988],[135196,195299],[140563,208975],[140609,209021],[141435,202961],[148910,211547],[150181,281315],[152984,285529],[162897,227809],[169242,242652],[170115,236229],[178047,245086],[178358,245397],[183013,321761],[193427,262229],[209847,280269],[243525,316153]
   ]
cell #1261 :
  |C| = 50
  W-rep = phi[[4],[1, 1, 1]]+phi[[],[5, 1, 1]]
  special rep = phi[[4],[1, 1, 1]] , dim = 35
  orbit = [8, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 1
  number of tau_infinity subcells = 35
     20 tau_infinity subcells with 1 member(s)
     15 tau_infinity subcells with 2 member(s)
  subcells = [
     [40053],[53479],[68253],[69803],[82770],[87291],[89161],[104285],[108946],[109415],[128419],[128888],[134054],[153986],[155915],[161969],[184116],[186029],[216528],[250575],
     [16959,34375],[24345,46634],[31586,60800],[33961,61676],[43017,78598],[46144,79751],[55636,97959],[57186,99509],[61141,100945],[72419,121649],[74289,123519],[91792,147850],[92261,148319],[114674,177216],[140507,208919]
   ]
cell #1262 :
  |C| = 126
  W-rep = phi[[3, 1, 1],[1, 1]]
  special rep = phi[[3, 1, 1],[1, 1]] , dim = 126
  orbit = [6, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [17071],[17540],[25132],[25212],[27005],[35129],[37237],[37317],[37706],[43717],[50198],[50666],[50730],[54179],[57984],[58064],[58453],[64901],[66439],[66519],[66529],[70601],[70681],[71070],[75317],[75785],[75849],[81617],[83398],[83478],[86597],[90189],[90657],[90721],[96145],[96225],[96235],[100776],[102313],[102668],[103052],[105129],[106781],[108642],[108706],[113299],[113379],[113389],[120955],[125015],[125079],[126258],[127152],[127561],[131242],[131626],[132310],[133703],[133783],[133793],[140335],[145685],[147546],[147610],[152203],[152283],[152293],[153625],[154490],[154512],[158944],[159353],[159708],[160092],[160102],[167147],[169008],[169072],[174404],[174788],[175472],[176865],[176945],[176955],[184571],[188162],[189172],[189194],[190066],[197716],[198100],[198784],[200177],[200257],[200267],[205894],[206303],[206658],[207042],[207052],[220365],[220749],[221687],[222574],[230742],[231151],[231506],[231890],[231900],[239270],[239292],[240164],[254701],[255110],[265270],[265292],[266164],[274147],[275034],[290154],[290176],[300861],[301748],[323170],[326241],[359377]
   ]
cell #1263 :
  |C| = 126
  W-rep = phi[[3, 1, 1],[1, 1]]
  special rep = phi[[3, 1, 1],[1, 1]] , dim = 126
  orbit = [6, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [17541],[25211],[27006],[34514],[35118],[37316],[37707],[37763],[43718],[47529],[50187],[50665],[50731],[54180],[58063],[58454],[58510],[64902],[65824],[66428],[66518],[70680],[71071],[71127],[75306],[75784],[75850],[81618],[83477],[86598],[86654],[90178],[90656],[90722],[95530],[96134],[96224],[100777],[100833],[102669],[103051],[105118],[106782],[107409],[108641],[108707],[112684],[113288],[113378],[120956],[121012],[125014],[125080],[127151],[127550],[129762],[131243],[131625],[132311],[133692],[133782],[140336],[140392],[145686],[146313],[147545],[147611],[152192],[152282],[154244],[154387],[154503],[158943],[159342],[159709],[160091],[167148],[167775],[169007],[169073],[174405],[174787],[175473],[176854],[176944],[183933],[184475],[188163],[189069],[189185],[190065],[197717],[198099],[198785],[200166],[200256],[205893],[206292],[206659],[207041],[216360],[220366],[220748],[221591],[222565],[230741],[231140],[231507],[231889],[239167],[239283],[240163],[254700],[255099],[265167],[265283],[266163],[274051],[275025],[290051],[290167],[300765],[301739],[323067],[326145],[359281]
   ]
cell #1264 :
  |C| = 126
  W-rep = phi[[3, 1, 1],[1, 1]]
  special rep = phi[[3, 1, 1],[1, 1]] , dim = 126
  orbit = [6, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [17548],[19259],[25218],[27013],[27359],[32362],[35107],[37323],[37714],[37747],[40829],[43725],[44071],[47431],[50176],[50672],[51659],[54187],[54533],[58070],[58461],[58494],[61576],[62246],[64909],[65726],[66417],[66712],[67650],[70687],[71078],[71111],[75295],[75791],[76778],[79652],[81625],[83484],[85521],[86605],[86638],[90167],[90663],[91650],[95432],[96123],[96418],[97356],[100784],[100817],[102768],[103058],[105107],[106789],[107004],[107393],[108648],[112586],[113277],[113572],[114510],[119879],[120963],[120996],[125021],[127253],[127539],[129664],[131342],[131632],[131858],[133681],[139259],[140343],[140376],[145693],[145908],[146297],[147552],[152181],[154146],[154376],[154607],[159045],[159331],[159512],[167155],[167370],[167759],[169014],[174504],[174794],[175020],[176843],[183922],[184483],[188170],[189058],[189289],[197816],[198106],[198332],[200155],[205995],[206281],[206462],[216368],[220465],[220755],[221599],[230843],[231129],[231310],[239156],[239387],[254802],[255088],[265156],[265387],[274059],[290040],[290271],[300773],[323056],[326153],[359289]
   ]
cell #1265 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[3]]+phi[[2, 1],[3, 1]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [100394],[100433],[117843],[117882],[124484],[124537],[137223],[137262],[141963],[142622],[143970],[144023],[151589],[152678],[152717],[163425],[164084],[165432],[165485],[169974],[170713],[170869],[172925],[180385],[180424],[182275],[182577],[182630],[193286],[194025],[194181],[196237],[200844],[201195],[201338],[202053],[208754],[210375],[211034],[212382],[212435],[213890],[214514],[214876],[219261],[225692],[226043],[226186],[226901],[234032],[234061],[238053],[242413],[243384],[244123],[244279],[246335],[247956],[248397],[253211],[253562],[260032],[260061],[264053],[271721],[272967],[277253],[278152],[278503],[278646],[279361],[283270],[284827],[288652],[288681],[298435],[299681],[307135],[307486],[308693],[309803],[313956],[313985],[317977],[320994],[334091],[334442],[335649],[342764],[343072],[343101],[352855],[354101],[357108],[369478],[369786],[369815],[388015],[388366],[389573],[392069],[419588],[421938],[422246],[422275],
     [21901,235353],[28577,261353],[30300,268900],[38767,295614],[41393,304638],[41931,170416],[41970,234840],[45289,315277],[48658,324839],[51855,331594],[52393,193728],[52432,260840],[55262,268829],[55813,269419],[55866,201558],[59514,350034],[63981,360899],[66914,223548],[66953,293305],[67879,295543],[68430,296133],[68483,226406],[72649,234582],[73777,378763],[76974,385518],[77512,243826],[77551,314764],[81410,395860],[82396,324768],[85375,191221],[85677,329094],[85730,257807],[87521,260582],[88649,404763],[93687,413359],[96620,276008],[96659,347725],[97585,349963],[98136,350553],[98189,278866],[102810,360375],[106574,363268],[107198,223845],[107560,293047],[110841,438207],[113774,302722],[113813,374439],[115768,445958],[116754,378692],[119733,241319],[120035,383018],[120088,311731],[121879,314506],[123007,454861],[127220,324259],[131384,327225],[131825,257587],[135148,469270],[136134,404692],[139113,267319],[139415,409018],[139468,338687],[141714,412835],[145478,415728],[146102,276305],[146464,347467],[149745,485157],[159012,291152],[160569,496327],[161804,233602],[163176,437683],[166940,440576],[167564,303019],[167926,374181],[170382,378183],[174546,381149],[174987,311511],[178310,512432],[179296,454790],[187955,463495],[190972,466892],[192315,268413],[193694,404183],[197858,407149],[198299,338467],[205962,345572],[207519,535231],[210126,484633],[220507,431312],[223514,435127],[224793,303967],[230810,372286],[232367,552385],[241070,510054],[243792,454281],[254769,397297],[255879,336759],[257265,401660],[267070,529434],[275974,482077],[288344,362182],[302688,503539],[311189,451758],[338145,475070],[367128,444436]
   ]
cell #1266 :
  |C| = 245
  W-rep = phi[[2, 2, 1],[2]]+phi[[2, 2],[2, 1]]
  special rep = phi[[2, 2],[2, 1]] , dim = 140
  orbit = [4, 4, 4, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [125061],[147592],[152140],[176802],[181611],[182026],[204530],[205554],[208505],[213791],[229378],[236088],[237954],[239025],[249246],[262088],[263954],[270922],[273510],[281838],[284207],[284728],[297636],[306229],[313512],[316012],[317878],[320335],[333185],[349560],[352056],[356231],[384851],[387109],[416732],
     [19112,222371],[26662,255422],[32215,274831],[35643,287887],[36786,290906],[40682,301545],[43374,309346],[48081,324013],[49584,255351],[50712,132292],[53836,336302],[56390,342307],[57533,345326],[63015,218111],[63430,287816],[64558,361725],[66376,159499],[69007,369021],[70150,372040],[73200,377937],[74703,309275],[75831,175454],[81311,252334],[82947,397051],[84711,188576],[85126,189785],[86254,401203],[88072,403937],[89575,336231],[90703,198766],[92721,270571],[93136,342236],[96082,206449],[98713,421481],[102909,429679],[104515,361654],[106475,221079],[108111,434881],[108688,169054],[109875,297285],[110290,368950],[113236,231297],[115669,306258],[119069,238674],[119484,239883],[120612,451301],[122430,454035],[127399,395442],[131483,465259],[132674,330246],[133089,401132],[133640,200114],[135049,333214],[138449,264674],[138864,265883],[139992,474613],[145379,273539],[147015,481831],[148779,351705],[149194,421410],[154575,359954],[157580,289558],[158604,230402],[159191,433272],[159949,294553],[160470,366079],[161555,233353],[166841,300253],[168477,503293],[174645,508421],[175836,384170],[176251,451230],[178211,387138],[185990,254361],[187856,325633],[188927,265025],[189257,399432],[190313,330597],[197957,527801],[199148,410170],[199563,474542],[206141,480222],[206899,348973],[207420,418539],[218462,289909],[220606,545250],[221050,300224],[222637,366050],[230989,501684],[231747,375687],[232268,443387],[239355,449530],[240411,384521],[252305,325604],[254948,521170],[259588,340468],[265355,472842],[266411,410521],[275097,418510],[290239,494178],[295140,376274],[301811,443358],[323826,464499],[330927,410851],[364272,441580]
   ]
cell #1267 :
  |C| = 245
  W-rep = phi[[2, 2, 1],[2]]+phi[[2, 2],[2, 1]]
  special rep = phi[[2, 2],[2, 1]] , dim = 140
  orbit = [4, 4, 4, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [100803],[120982],[124872],[147403],[151174],[152041],[172510],[173986],[176703],[180941],[195822],[202680],[203860],[205455],[227528],[228708],[235989],[238560],[245920],[261989],[270457],[279988],[281168],[285398],[297171],[315913],[320434],[321614],[349659],[351591],[356601],[385221],[391783],[419302],[449622],
     [27198,189778],[36921,221072],[37733,107379],[43910,239876],[48216,252327],[49683,255344],[50523,131749],[54372,265876],[57668,273532],[58480,146283],[63529,287809],[65311,220996],[65410,158250],[66277,159426],[70285,300246],[71097,167745],[73335,306251],[74802,309268],[75642,174911],[81882,252251],[81981,185636],[83082,325626],[84041,188503],[86624,140362],[88207,333207],[89674,336224],[90514,198223],[93235,342229],[95017,273456],[95116,205200],[95983,206376],[103430,218038],[104614,361647],[108246,366072],[108499,168865],[110389,368943],[112171,300170],[112270,230048],[113137,231224],[116240,306175],[116339,235734],[118399,238601],[122565,387131],[127498,395435],[129249,325550],[129348,254007],[130824,197298],[133188,401125],[133541,200015],[135620,333131],[135719,261734],[137779,264601],[142334,270498],[147150,418532],[149293,421403],[154945,359900],[155730,219947],[156910,289485],[158505,230303],[159290,433265],[161041,365996],[161140,294199],[163796,297212],[168612,443380],[176350,451223],[178782,387055],[178881,315658],[184726,323731],[185891,254262],[188462,264560],[189627,399378],[190412,258929],[191592,330173],[199662,474535],[206240,480215],[207991,418456],[208090,348619],[210746,351632],[217997,289444],[221842,364177],[223007,294454],[231088,501677],[232839,443304],[232938,375333],[239725,449476],[240510,312853],[241690,384097],[255047,521163],[256979,330132],[265725,472788],[266510,339809],[267690,410097],[274302,416637],[275467,348874],[290609,494124],[295239,376373],[301016,441485],[302181,375588],[310903,384056],[326396,464404],[331297,411221],[337859,410056],[360046,494270],[366842,444150],[399524,472934]
   ]
cell #1268 :
  |C| = 126
  W-rep = phi[[3, 1, 1],[1, 1]]
  special rep = phi[[3, 1, 1],[1, 1]] , dim = 126
  orbit = [6, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [46903],[62803],[81198],[81215],[84499],[102605],[106362],[106379],[118857],[131179],[131891],[131908],[132033],[138237],[145266],[145283],[157368],[159645],[159754],[166728],[166745],[174341],[175053],[175070],[175195],[184378],[187743],[187760],[190108],[197653],[198365],[198382],[198507],[206595],[206704],[216326],[217649],[217666],[220302],[224859],[224876],[225001],[231443],[231552],[240206],[248463],[248480],[248605],[250628],[251426],[251523],[251971],[256631],[256648],[257473],[259284],[259393],[266206],[277319],[277336],[277461],[283903],[284012],[286975],[287114],[291618],[291715],[292163],[292958],[294935],[304033],[304050],[304175],[310555],[310572],[311397],[313208],[313317],[320130],[323307],[327663],[327802],[328558],[329006],[337511],[337528],[338353],[340164],[340273],[346038],[346135],[346583],[347378],[349355],[362934],[362951],[363753],[364512],[372752],[372849],[373297],[374092],[376069],[381587],[381726],[382482],[382930],[397763],[397860],[398308],[399671],[407587],[407726],[408482],[408930],[416213],[416972],[429344],[431750],[431889],[441061],[441820],[449769],[461730],[463980],[473081]
   ]
cell #1269 :
  |C| = 245
  W-rep = phi[[2, 2, 1],[2]]+phi[[2, 2],[2, 1]]
  special rep = phi[[2, 2],[2, 1]] , dim = 140
  orbit = [4, 4, 4, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [182314],[208793],[214294],[242193],[247888],[248375],[272899],[273999],[277231],[283248],[299613],[306718],[308671],[309781],[320926],[333674],[335627],[342742],[345383],[354033],[356533],[357086],[369456],[377994],[385153],[387598],[389551],[392047],[403994],[419566],[421916],[426069],[452044],[454092],[480350],
     [38163,293818],[49872,327296],[58910,348238],[63718,360446],[65243,363133],[71527,374952],[74991,381220],[81814,395725],[83840,327073],[85414,191880],[89863,407220],[93424,412906],[94949,415593],[102742,288172],[103229,360223],[104803,431383],[106978,224001],[110578,437754],[112103,440441],[116172,445823],[118198,380997],[119772,241978],[127198,324288],[129181,463360],[131316,255707],[131803,258302],[133377,466963],[135552,469135],[137578,406997],[139152,267978],[141646,342592],[142133,412683],[145882,276461],[149482,484704],[154877,492118],[156709,431160],[158990,291181],[160973,496192],[161843,233641],[163108,369306],[163595,437531],[167344,303175],[170360,378212],[174478,309631],[174965,312226],[176539,510125],[178714,512297],[184990,462085],[189559,521828],[190904,401488],[191391,466740],[192095,268193],[193672,404212],[197790,336587],[198277,339182],[199851,529505],[205940,345601],[207923,535096],[210058,421766],[210545,484481],[217183,429736],[220439,362010],[221539,300713],[222106,494917],[222939,366539],[223492,435156],[224771,303945],[230788,372315],[232771,552250],[239657,556186],[241002,451586],[241489,509902],[243770,454310],[252794,326093],[254747,397326],[255857,336737],[256165,465316],[257243,401638],[265657,571058],[267002,474898],[267489,529282],[274566,533821],[275399,418999],[275952,482106],[288322,362160],[290541,584206],[290963,372097],[292475,434938],[301280,550975],[302113,443847],[302666,503568],[310089,508478],[311167,451736],[324070,397108],[326660,566284],[331229,411153],[337045,527858],[338123,475048],[346895,481888],[362468,545307],[367106,444414],[373609,503350],[395570,521298],[401946,475356],[433400,501812]
   ]
cell #1270 :
  |C| = 175
  W-rep = phi[[2, 2, 2],[1]]+phi[[2, 1],[2, 2]]
  special rep = phi[[2, 1],[2, 2]] , dim = 140
  orbit = [4, 4, 3, 3]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 140
     105 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [79491],[97195],[99991],[117440],[118633],[124032],[136820],[142568],[143518],[144504],[151075],[164030],[164980],[170660],[170965],[172411],[173463],[179982],[193972],[194277],[195723],[201640],[201895],[202157],[210980],[211930],[215562],[223792],[226488],[226743],[227005],[234824],[234865],[244070],[244375],[245821],[248810],[249760],[257889],[258144],[260824],[260865],[276252],[277666],[278948],[279203],[279465],[283548],[283853],[285299],[293289],[293330],[302966],[308971],[311813],[312068],[313158],[314748],[314789],[319394],[319649],[319911],[335927],[338769],[339024],[344774],[345029],[345874],[347709],[347750],[349136],[355436],[355477],[357386],[371488],[371743],[374423],[374464],[378485],[380320],[380361],[381432],[389851],[392693],[392948],[404485],[406320],[406361],[412506],[413118],[415564],[423948],[424203],[426883],[426924],[437354],[437966],[445794],[454583],[456418],[456459],[469106],[484304],[484916],[512268],
     [67489,114349],[84275,138013],[103664,157144],[105600,165966],[127803,186981],[130301,196775],[132238,191826],[154690,217507],[155207,219424],[159595,224097],[175400,241924],[184767,251752],[189372,256489],[189889,258406],[198712,267924],[206545,276557],[221883,291944],[225206,304380],[231393,303271],[239470,310413],[239987,312330],[259234,340114],[265470,337369],[265987,339286],[274343,346364],[290354,362792],[291454,372588],[294716,375850],[301057,373078],[324561,397599],[326437,398089],[327508,407432],[360658,431595],[363104,440412],[395696,463331]
   ]
cell #1271 :
  |C| = 315
  W-rep = phi[[2, 2, 1],[1, 1]]+phi[[2, 1, 1],[2, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [31686],[42241],[52703],[55948],[68565],[72748],[77822],[85812],[87620],[92622],[98271],[100704],[107659],[109776],[120170],[120883],[121978],[124619],[132103],[132575],[139550],[144105],[144993],[146563],[148680],[151688],[159850],[165567],[168025],[171454],[173024],[173536],[175265],[175737],[181512],[182712],[190134],[194766],[196336],[198577],[199049],[201994],[202230],[204431],[204927],[206800],[212517],[214975],[225071],[226842],[227078],[229279],[231648],[234938],[235289],[235461],[240232],[244864],[246434],[248675],[249147],[258243],[259489],[260938],[261289],[261461],[266232],[269665],[269694],[277531],[279302],[279538],[281739],[284108],[293403],[293754],[294961],[296379],[296408],[304245],[312167],[313413],[314862],[315213],[315385],[320156],[329032],[329340],[329369],[339123],[340369],[347823],[348174],[349381],[350799],[350828],[374537],[374888],[376095],[382956],[383264],[383293],[408956],[409264],[409293],
     [18583,40153],[25529,48929],[35201,63150],[37634,67224],[47629,81243],[50270,84846],[58381,96930],[62916,102609],[65924,106407],[66511,107280],[70998,114084],[75389,119204],[84612,131183],[85225,131936],[86525,140263],[90261,138584],[95630,145311],[96217,146184],[105201,157715],[106089,166455],[107046,159649],[107145,159782],[112784,166773],[113371,167646],[118970,174345],[119583,175098],[128292,187470],[129862,187788],[130374,196848],[132004,190112],[133775,192397],[138350,197657],[138963,198410],[145950,206599],[146049,206732],[152275,214596],[155044,217694],[155280,219497],[157481,220306],[157977,229775],[160084,224586],[161654,224904],[167412,231447],[167511,231580],[175166,240210],[176937,242495],[182125,248508],[184840,251825],[185191,251975],[185363,253734],[189726,256676],[189962,258479],[192163,259288],[192262,259421],[198478,266210],[200249,268495],[207034,277046],[208604,277364],[214362,283907],[214461,284040],[217205,287118],[217234,287336],[221956,292017],[222307,292167],[222479,293926],[223106,292986],[224972,294939],[231882,303760],[233452,304078],[239824,310600],[240060,312403],[242261,313212],[242360,313345],[248576,320134],[256187,327806],[256216,328024],[257444,329010],[265824,337556],[266060,339359],[268261,340168],[268360,340301],[274416,346437],[274767,346587],[274939,348346],[275566,347406],[277432,349359],[290708,362979],[292497,364516],[301130,373151],[301481,373301],[301653,375060],[302280,374120],[304146,376073],[310111,381730],[310140,381948],[311368,382934],[326510,398162],[326861,398312],[337067,407730],[337096,407948],[338324,408934],[346917,416976],[362490,431893],[362519,432111],[373631,441824]
   ]
cell #1272 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[3]]+phi[[2, 1],[3, 1]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [79352],[94661],[100425],[111815],[116600],[117874],[124396],[124599],[125458],[135980],[137254],[142614],[143882],[144085],[150719],[151501],[152401],[152709],[164076],[165344],[165547],[169886],[170861],[171434],[172837],[177063],[179142],[180416],[182306],[182489],[182692],[193198],[194173],[194746],[196149],[200836],[201107],[202115],[208785],[211026],[212294],[212497],[213182],[214194],[214788],[219173],[225684],[225955],[226963],[234123],[235368],[237345],[242093],[243296],[244271],[244844],[246247],[247129],[247209],[253203],[253474],[260123],[261368],[263345],[268915],[271633],[272140],[272220],[273899],[278144],[278415],[279423],[288743],[295629],[298347],[298854],[298934],[306618],[307127],[307398],[314047],[315292],[317269],[324854],[333574],[334083],[334354],[343163],[350049],[352767],[353274],[353354],[357957],[369877],[378778],[387498],[388007],[388278],[393466],[393546],[404778],[422337],[426480],[452455],[454876],
     [30697,142380],[39164,163842],[41962,171090],[51109,191638],[52424,194402],[55725,202073],[55928,202341],[56181,270200],[59911,210792],[66637,161401],[66945,224222],[68342,226921],[68545,227189],[68798,296914],[72146,234081],[72214,304719],[72561,235371],[76228,241736],[77543,244500],[85406,191872],[85589,258322],[85792,258590],[87018,260081],[87086,331675],[87433,261371],[91100,267736],[91963,268918],[96343,208351],[96651,276682],[98048,279381],[98251,279649],[98504,351334],[104012,288701],[104080,360980],[105866,291201],[106878,223993],[107472,293836],[109117,295632],[113497,233199],[113805,303396],[119764,241970],[119947,312246],[120150,312514],[121376,314005],[121444,385599],[121791,315295],[128069,324308],[128590,324857],[130557,255699],[130637,327314],[133901,200375],[139144,267970],[139327,339202],[139530,339470],[142916,343121],[142984,413440],[144770,345621],[145782,276453],[146376,348256],[148021,350052],[155463,288164],[155543,360464],[161835,233633],[164378,369835],[164446,438288],[166232,372335],[167244,303167],[167838,374970],[171231,378232],[171752,378781],[173719,309623],[173799,381238],[187247,397346],[191995,268093],[194543,404232],[195064,404781],[197031,336579],[197111,407238],[202413,342584],[202493,412924],[211328,422295],[211396,485238],[219680,362002],[219760,431401],[221439,300613],[224363,435176],[227261,369298],[227341,437772],[244641,454330],[245162,454879],[252694,325993],[258662,401480],[258742,466981],[276823,482126],[279721,421758],[279801,484722],[292886,366439],[303537,503588],[312586,451578],[312666,510143],[339542,474890],[339622,529523],[347306,418899],[374020,443747],[402357,475767]
   ]
cell #1273 :
  |C| = 245
  W-rep = phi[[2, 2, 1],[2]]+phi[[2, 2],[2, 1]]
  special rep = phi[[2, 2],[2, 1]] , dim = 140
  orbit = [4, 4, 4, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [61554],[76756],[79507],[97211],[100007],[100633],[117456],[118649],[120812],[124096],[136836],[142584],[143582],[144922],[164046],[165044],[171383],[173528],[179998],[194695],[202222],[210996],[211994],[215578],[227070],[244793],[248826],[249824],[277682],[279530],[284271],[313576],[319976],[349201],[381497],
     [19237,66690],[27214,85074],[32340,96396],[36937,105803],[37563,106824],[40807,113550],[43926,119432],[48232,128006],[49747,130503],[50503,131669],[51637,91628],[54388,138812],[57684,144707],[58310,145728],[63593,155409],[65322,157997],[65390,158170],[67505,114365],[70301,166169],[70927,167190],[73351,171168],[74866,173665],[75622,174831],[81893,185383],[81961,185556],[83098,187184],[83953,188309],[84291,138029],[86454,140192],[88223,194480],[89738,196977],[90494,198143],[93299,202359],[95028,204947],[95096,205120],[103342,217844],[103680,157160],[104678,219626],[106018,166384],[108262,224300],[110453,227207],[112182,229795],[112250,229968],[116251,235481],[116319,235654],[118311,238407],[122581,244578],[128221,187399],[129260,253754],[129328,253927],[130366,196840],[132254,191842],[133252,258608],[135631,261481],[135699,261654],[137691,264407],[142246,270304],[147166,276760],[149357,279667],[154956,287356],[155272,219489],[156822,289291],[160013,224515],[161052,293946],[161120,294119],[163708,297018],[168628,303474],[175416,241940],[176414,312532],[178793,315405],[178861,315578],[184832,251817],[185103,323578],[189638,328044],[189954,258471],[191504,329979],[198728,267940],[199726,339488],[206963,276975],[208002,348366],[208070,348539],[210658,351438],[221948,292009],[222219,364024],[225222,304396],[231811,303689],[232850,375080],[232918,375253],[239736,381968],[240052,312395],[241602,383903],[259652,340532],[265736,407968],[266052,339351],[267602,409903],[274408,346429],[274679,416484],[290620,432131],[294781,375915],[301122,373143],[301393,441332],[326502,398154],[326773,464251],[327573,407497],[360723,431660]
   ]
cell #1274 :
  |C| = 245
  W-rep = phi[[2, 2, 1],[2]]+phi[[2, 2],[2, 1]]
  special rep = phi[[2, 2],[2, 1]] , dim = 140
  orbit = [4, 4, 4, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [79634],[97338],[100649],[120828],[124112],[124853],[143598],[144938],[147384],[151155],[165060],[171399],[172491],[173967],[194711],[195803],[202661],[204990],[212010],[227509],[235524],[244809],[245901],[249840],[261524],[279969],[284287],[285379],[313592],[315448],[320415],[349640],[356136],[384756],[416066],
     [27341,85503],[37562,159410],[37579,106894],[44053,119861],[49746,188487],[49763,130573],[50504,131676],[54515,139241],[58309,206360],[58326,145798],[63592,218022],[63609,155479],[65321,220893],[65391,158177],[67632,114492],[70926,231208],[70943,167260],[74865,238585],[74882,173735],[75623,174838],[81892,252148],[81962,185563],[83954,188316],[86470,140208],[89737,264585],[89754,197047],[90495,198150],[93298,270482],[93315,202429],[95027,273353],[95097,205127],[103343,217851],[104677,289469],[104694,219696],[106034,166400],[108480,168846],[110452,297196],[110469,227277],[112181,300067],[112251,229975],[116250,306072],[116320,235661],[118312,238414],[128237,187415],[129259,325447],[129329,253934],[130805,197279],[133251,330157],[133268,258678],[135630,333028],[135700,261661],[137692,264414],[142247,270311],[149356,351616],[149373,279737],[154955,359797],[155711,219928],[156823,289298],[158040,229838],[160029,224531],[161051,365893],[161121,294126],[163709,297025],[176413,384081],[176430,312602],[178792,386952],[178862,315585],[185104,323585],[185426,253797],[189637,399275],[190393,258910],[191505,329986],[199725,410081],[199742,339558],[206979,276991],[208001,418353],[208071,348546],[210659,351445],[217297,287399],[222220,364031],[222542,293989],[231827,303705],[232849,443201],[232919,375260],[239735,449373],[240491,312834],[241603,383910],[256279,328087],[259668,340548],[265735,472685],[266491,339790],[267603,409910],[274680,416491],[275002,348409],[290619,494021],[295220,376354],[301394,441339],[301716,375123],[310203,382011],[326774,464258],[330832,410756],[337159,408011],[362582,432174],[363606,440914],[396198,463833]
   ]
cell #1275 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[3]]+phi[[2, 1],[3, 1]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [151774],[151803],[173110],[173139],[181332],[181569],[196422],[196451],[202766],[203454],[204251],[204488],[213494],[215061],[215090],[227614],[228302],[229099],[229336],[234409],[236046],[236209],[237657],[246520],[246549],[248761],[248967],[249204],[260409],[262046],[262209],[263657],[269070],[269239],[270255],[271001],[277617],[280074],[280762],[281559],[281796],[282583],[284165],[284431],[289029],[295784],[295953],[296969],[297715],[304774],[304820],[308006],[313470],[314333],[315970],[316133],[317581],[318652],[319847],[325009],[325178],[331730],[331776],[334962],[343449],[344032],[349072],[350204],[350373],[351389],[352135],[354713],[361035],[361081],[370163],[370746],[378933],[379102],[379597],[381368],[385654],[385700],[388886],[404933],[405102],[405597],[413054],[413495],[413541],[422623],[423206],[427868],[437902],[438343],[438389],[455031],[455200],[455695],[460322],[484852],[485293],[485339],[490377],[516644],[536117],
     [72834,235843],[72863,306338],[73568,306764],[87706,261843],[87735,333294],[88440,333720],[92130,340942],[92442,342069],[92679,270584],[107745,294308],[107774,366159],[109284,367656],[109596,368783],[109833,297298],[114869,376675],[115372,305998],[122064,315767],[122093,387218],[122798,387644],[128757,396512],[132189,259015],[132395,400965],[132632,330259],[134249,402675],[134752,332954],[140758,340876],[146649,348728],[146678,418619],[148188,420116],[148500,421243],[148737,351718],[156110,430574],[158325,432653],[159907,294511],[160173,365819],[162220,367590],[168111,375442],[168140,443467],[171919,446610],[175351,312939],[175557,451063],[175794,384183],[177411,452773],[177914,386878],[185711,462458],[186280,396446],[188630,398687],[189825,329930],[195231,469922],[198663,339895],[198869,474375],[199106,410183],[203060,477524],[205275,479603],[206857,348931],[207123,418279],[209170,420050],[218165,430146],[221119,363404],[225157,304331],[227908,498986],[230123,501065],[231705,375645],[231971,443127],[235809,505620],[236378,446544],[238728,448785],[239923,383854],[245329,513084],[252374,395996],[254082,520551],[259546,340426],[261809,525000],[262378,469856],[264728,472097],[265923,409854],[270625,477096],[273579,415864],[280368,537890],[289612,493433],[294274,546899],[294652,375786],[297339,498558],[300293,440712],[306298,446094],[315733,559358],[316302,513018],[325673,463631],[327444,407368],[330300,523143],[333254,469406],[348694,576605],[351759,537462],[360594,431531],[366119,496463],[375408,589222],[384224,557501],[387178,512568],[400072,467111],[410224,572373],[418579,535367],[443427,552521],[450170,510273],[473482,529653],[497213,553271]
   ]
cell #1276 :
  |C| = 245
  W-rep = phi[[2, 2, 1],[2]]+phi[[2, 2],[2, 1]]
  special rep = phi[[2, 2],[2, 1]] , dim = 140
  orbit = [4, 4, 4, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [125105],[147636],[152059],[176721],[180959],[181916],[203878],[205473],[208395],[213061],[228726],[236007],[237224],[238915],[262007],[263224],[270812],[273400],[281186],[297526],[306119],[315931],[317148],[321632],[333075],[351946],[356619],[357836],[385239],[386999],[392138],[419657],[425981],[451956],[479810],
     [50756,132907],[66295,160214],[66744,223150],[75875,176069],[84059,188671],[84120,255515],[85016,190538],[90747,199381],[96001,207164],[96450,275610],[103448,218206],[103509,287980],[105675,290835],[105745,221173],[108732,169098],[113155,232012],[113604,302324],[118417,238769],[118478,309439],[119374,240636],[127878,323942],[127948,252428],[130428,255270],[133559,200033],[137797,264769],[137858,336395],[138754,266636],[142352,270666],[142413,342400],[144579,345255],[144649,273633],[155334,287735],[156928,289653],[156989,361818],[158523,230321],[161445,233243],[163814,297380],[163875,369114],[166041,371969],[166111,300347],[171040,377866],[171110,306352],[173590,309194],[185909,254280],[187056,396980],[187126,325727],[188817,264915],[191610,330341],[191671,401296],[194352,403866],[194422,333308],[196902,336150],[202284,342155],[210764,351800],[210825,421574],[217582,429608],[218352,289799],[219551,361573],[220940,300114],[223025,294472],[224172,434810],[224242,366173],[227132,368869],[241708,384265],[241769,451394],[244450,453964],[244520,387232],[251879,395361],[252195,325494],[256564,465188],[257334,330487],[258533,401051],[267708,410265],[267769,474706],[275485,348892],[276632,481760],[276702,418633],[279592,421329],[287197,359844],[292071,433191],[292387,365940],[302199,375606],[303346,503222],[303416,443481],[310488,508350],[311258,384411],[312457,451149],[327885,399322],[331315,411239],[337444,527730],[338214,410411],[339413,474461],[346491,480141],[346807,418400],[362867,545179],[367197,444505],[373205,501603],[373521,443248],[381809,449420],[398216,521089],[401858,475268],[407809,472732],[431972,494068],[432860,501272],[462665,520758]
   ]
cell #1277 :
  |C| = 315
  W-rep = phi[[2, 1],[3, 1]]+phi[[2],[3, 2]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [55984],[67098],[68601],[72793],[85848],[85958],[87665],[92435],[92675],[96804],[98307],[107503],[107704],[109589],[109829],[113958],[114862],[115368],[120206],[120316],[122023],[130668],[132388],[132628],[134242],[134748],[137407],[139586],[139696],[140754],[141285],[146407],[146608],[148493],[148733],[155574],[156103],[158318],[160169],[162216],[162747],[165713],[167869],[168070],[169446],[173830],[175550],[175790],[177404],[177910],[185704],[186276],[188626],[192758],[196180],[197142],[198862],[199102],[202524],[203053],[205268],[207119],[209166],[209697],[218161],[218733],[219791],[225986],[227372],[227901],[230116],[231967],[235802],[236374],[238724],[242856],[253505],[254075],[258773],[261802],[262374],[264724],[270621],[271193],[279832],[280361],[289608],[293697],[294267],[297335],[297907],[312697],[315726],[316298],[330296],[339653],[348117],[348687],[351755],[352327],[374831],[375401],[384220],[406728],[410220],
     [24165,124655],[31406,144141],[33806,151733],[39873,165603],[42115,171490],[42862,173069],[45895,181325],[45982,181565],[52577,194802],[53324,196381],[56094,202725],[56937,204244],[57024,204484],[60620,212553],[60836,213490],[68711,227573],[69554,229092],[69641,229332],[72380,234402],[72592,235424],[72981,236042],[73984,237653],[77696,244900],[78443,246479],[80061,182748],[87252,260402],[87464,261424],[87853,262042],[88856,263653],[91994,268971],[92221,269235],[92461,270251],[98417,280033],[99260,281552],[99347,281792],[100578,152862],[101325,215020],[104246,289022],[109148,295685],[109375,295949],[109615,296965],[114888,304770],[115350,305968],[118027,180569],[121610,314326],[121822,315348],[122211,315966],[123214,317577],[124765,182858],[125608,248960],[125695,249200],[128621,324910],[128848,325174],[134268,331726],[134730,332924],[140736,340846],[143150,343442],[144251,212663],[148052,350105],[148279,350369],[148519,351385],[151320,282576],[151532,214819],[152924,284427],[156129,361031],[162198,367560],[164612,370156],[171783,378834],[172010,379098],[172656,307999],[172868,246278],[177430,385650],[177892,386848],[180884,247240],[181111,318648],[186258,396416],[195095,404834],[195322,405098],[195968,334955],[201138,278446],[203079,413491],[203803,272251],[204030,344028],[209148,420020],[211562,422616],[227927,438339],[228651,298965],[228878,370742],[235232,307429],[236356,446514],[245193,454932],[245420,455196],[246066,388879],[261232,334385],[262356,469826],[280387,485289],[281111,353385],[281338,423202],[285544,427861],[315156,388309],[316280,512988],[321557,393577],[321784,460318],[355844,427291],[380728,456826]
   ]
cell #1278 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[3]]+phi[[2, 1],[3, 1]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [181625],[181652],[204544],[204571],[213505],[213757],[229392],[229419],[236102],[236815],[237668],[237920],[247552],[249260],[249287],[262102],[262815],[263668],[263920],[269250],[270888],[271053],[272563],[281852],[281879],[284221],[284442],[284694],[295964],[297602],[297767],[299277],[304872],[305037],[306028],[306778],[313526],[316026],[316739],[317592],[317844],[318663],[320301],[320590],[325189],[331828],[331993],[332984],[333734],[340906],[340956],[344043],[349526],[350384],[352022],[352187],[353697],[354797],[356010],[361133],[361298],[367620],[367670],[370757],[379113],[379681],[384630],[385752],[385917],[386908],[387658],[390271],[396476],[396526],[405113],[405681],[413593],[413758],[414230],[415940],[420080],[420130],[423217],[438441],[438606],[439078],[446170],[446574],[446624],[455211],[455779],[460333],[469482],[469886],[469936],[485391],[485556],[486028],[490461],[512644],[513048],[513098],[517820],[541218],[558212],
     [92735,270776],[92762,342495],[93576,342827],[109889,297490],[109916,369209],[110730,369541],[115037,376747],[115383,377803],[115635,306448],[132688,330451],[132715,401391],[134417,402747],[134763,403803],[135015,333404],[140769,411520],[141310,342083],[148793,351910],[148820,421669],[149634,422001],[156278,430646],[159963,294567],[160184,434747],[160436,366269],[162231,436368],[162772,368797],[169471,376689],[175850,384375],[175877,451489],[177579,452845],[177925,453901],[178177,387328],[186291,462847],[188641,464737],[190279,330563],[190568,400979],[192783,402689],[199162,410375],[199189,474801],[203228,477596],[206913,348987],[207134,481697],[207386,418729],[209181,483318],[209722,421257],[218176,492444],[218758,430588],[221203,432667],[222416,365849],[228076,499058],[231761,375701],[231982,503159],[232234,443577],[236389,506009],[238739,507899],[240377,384487],[240666,451077],[242881,452787],[252458,462472],[255467,398717],[259602,340482],[262389,525389],[264739,527279],[266377,410487],[266666,474389],[270636,531348],[271218,477538],[273663,479617],[274876,418309],[280536,537962],[287932,430176],[289623,544728],[295106,376240],[297350,548502],[297932,499000],[300377,501079],[301590,443157],[306382,505634],[309391,448815],[316313,559747],[325757,520565],[330311,567610],[330706,410630],[333338,525014],[336347,472127],[342352,477126],[351770,578208],[352352,537904],[361770,493463],[363480,440788],[366203,546913],[369066,498588],[384235,592729],[387262,559372],[396072,463707],[401248,523173],[410235,603191],[418663,576619],[421526,537492],[433902,496539],[443511,589236],[451346,557531],[474658,572403],[480852,535443],[502314,552597],[523854,573084]
   ]
cell #1279 :
  |C| = 315
  W-rep = phi[[2, 1],[3, 1]]+phi[[2],[3, 2]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [92742],[107869],[109896],[115636],[132695],[132790],[135016],[141311],[141578],[142011],[146773],[148800],[160196],[160437],[162773],[163040],[163473],[168235],[169472],[169552],[170047],[175857],[175952],[178178],[188653],[190569],[190836],[192784],[192864],[193359],[196546],[199169],[199264],[200681],[207146],[207387],[209723],[209990],[210423],[218188],[218759],[218839],[221204],[223179],[225529],[229494],[231994],[232235],[238751],[240667],[240934],[242882],[242962],[243457],[252459],[253048],[255544],[263680],[264751],[266667],[266934],[270648],[271219],[271299],[273664],[275639],[277989],[288009],[289635],[295976],[297362],[297933],[298013],[300378],[302353],[306383],[306972],[309468],[325201],[325758],[330323],[333339],[333928],[336424],[342429],[351782],[352353],[352433],[361847],[365647],[366204],[369143],[384247],[387263],[387852],[401325],[410247],[418107],[418664],[421603],[442955],[443512],[451423],[471649],[474735],
     [45959,181632],[46027,247820],[57001,204551],[57069,272831],[60845,282935],[60881,213758],[69618,229399],[69686,299545],[72958,236109],[73478,306650],[73993,308358],[74029,237921],[78747,247553],[87830,262109],[88350,333606],[88865,335314],[88901,263921],[92230,341150],[92837,270889],[93076,342098],[94056,272564],[99324,281859],[99392,353965],[109384,367864],[109991,297603],[110230,368812],[111210,299278],[114989,376704],[115129,305038],[115395,306029],[116028,377787],[122188,316033],[122708,387530],[123223,389238],[123259,317845],[125672,249267],[125740,320858],[128857,396720],[134369,402704],[134509,331994],[134775,332985],[135408,403787],[140781,340907],[140843,411504],[148288,420324],[148895,352023],[149134,421272],[150114,353698],[151898,215185],[152933,356773],[152969,284695],[156230,430603],[156370,361299],[162243,367621],[162305,436352],[172019,446818],[173234,246644],[177531,452802],[177671,385918],[177937,386909],[178570,453885],[181120,390348],[181727,249362],[182946,320591],[186303,396477],[186365,462831],[195331,470130],[203180,477553],[203320,413759],[204039,414307],[204646,281954],[209193,420081],[209255,483302],[213251,354798],[213517,284454],[228028,499015],[228168,438607],[228887,439155],[236401,446575],[236463,505993],[237414,379682],[237680,317604],[245429,513292],[247023,318675],[262401,469887],[262463,525373],[263414,405682],[269262,350396],[272034,344055],[280488,537919],[280628,485557],[281347,486105],[298748,370769],[305826,379125],[316325,513049],[316387,559731],[317338,455780],[321793,517897],[332782,405125],[353168,423229],[358026,490462],[386706,455223],[393360,460345],[425688,489905],[448337,514811]
   ]
cell #1280 :
  |C| = 245
  W-rep = phi[[2, 2, 1],[2]]+phi[[2, 2],[2, 1]]
  special rep = phi[[2, 2],[2, 1]] , dim = 140
  orbit = [4, 4, 4, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [182358],[208837],[214201],[242100],[247136],[248257],[272147],[273906],[277113],[282444],[298861],[306625],[307867],[309663],[333581],[334823],[342624],[345288],[353281],[369338],[377899],[387505],[388747],[393473],[403899],[421798],[426487],[427729],[452462],[453997],[458914],[482974],[488679],[510540],[533514],
     [85458,133421],[106885,160880],[108000,223923],[119816,176583],[130564,188766],[130713,255629],[131685,191273],[139196,199895],[145789,207830],[146904,276383],[155470,218301],[155619,288094],[158123,290926],[158186,221288],[161887,233685],[167251,232678],[168366,303097],[173726,238864],[173875,309553],[174847,241371],[185509,324033],[185572,252543],[188417,255369],[192002,268100],[197038,264864],[197187,336509],[198159,267371],[202420,270761],[202569,342514],[205073,345346],[205136,273748],[217952,287834],[219687,289748],[219836,361932],[221446,300620],[224653,303827],[227268,297475],[227417,369228],[229921,372060],[229984,300462],[235607,377957],[235670,306467],[238515,309293],[252701,326000],[253880,397071],[253943,325842],[255739,336619],[258669,330436],[258818,401410],[261607,403957],[261670,333423],[264515,336249],[270412,342254],[279728,351895],[279877,421688],[287482,429699],[288204,362042],[289399,361672],[290868,372002],[292893,366446],[294072,434901],[294135,366288],[297126,368968],[312593,384360],[312742,451508],[315531,454055],[315594,387347],[323686,395460],[323975,397013],[328170,465279],[328892,401520],[330087,401150],[339549,410360],[339698,474820],[347313,418906],[348492,481851],[348555,418748],[351546,421428],[359670,429641],[364132,433290],[364421,434843],[374027,443754],[375206,503313],[375269,443596],[382094,508441],[382816,451618],[384011,451248],[399148,465221],[402364,475774],[408094,527821],[408816,474930],[410011,474560],[416592,480240],[416881,481793],[432257,545270],[436024,504436],[441440,501702],[441729,503255],[449246,508383],[464359,521188],[467378,529920],[472558,527763],[493894,545212],[494610,550668],[519871,565977]
   ]
cell #1281 :
  |C| = 315
  W-rep = phi[[2, 1],[3, 1]]+phi[[2],[3, 2]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [141747],[160655],[163209],[170429],[191005],[191029],[193741],[201293],[201657],[202811],[207605],[210159],[223205],[223561],[226141],[226505],[227659],[232453],[233987],[234160],[234586],[241103],[241127],[243839],[255570],[257542],[257906],[259987],[260160],[260586],[264139],[267103],[267127],[268833],[275665],[276021],[278601],[278965],[280119],[288035],[288607],[288780],[291107],[293051],[295547],[299738],[302379],[302735],[309494],[311466],[311830],[313911],[314084],[314510],[324214],[324772],[327229],[335340],[336450],[338422],[338786],[342455],[343027],[343200],[345527],[347471],[349967],[360379],[361873],[367890],[369169],[369741],[369914],[372241],[374185],[378138],[378696],[381153],[396746],[397252],[401351],[404138],[404696],[407153],[412839],[421629],[422201],[422374],[431316],[434576],[435082],[437687],[451449],[454236],[454794],[466896],[474761],[481526],[482032],[484637],[502988],[503494],[510058],[526923],[529438],
     [78852,247989],[78999,319411],[94161,273000],[94308,344791],[99775,355198],[99814,283317],[111315,299714],[111462,371505],[115854,307519],[117086,379161],[117224,380082],[117263,308740],[123823,319047],[135234,334475],[136466,405161],[136604,406082],[136643,335696],[141073,411754],[141771,343497],[142744,413244],[143309,344427],[150219,354134],[150366,423965],[162535,436602],[163233,370211],[164206,438092],[164771,371141],[169714,444877],[169765,376947],[170073,378558],[171521,446325],[178396,388399],[179628,455259],[179766,456180],[179805,389620],[183051,321027],[183198,392710],[186595,463081],[193026,468189],[193077,402947],[193385,404558],[194833,469637],[200707,411616],[200876,476037],[209485,483552],[210183,422671],[211156,485042],[211721,423601],[213976,284913],[215346,426645],[215385,357155],[219001,492851],[219052,430846],[225555,436464],[225724,497499],[236693,506243],[238139,318063],[243124,511351],[243175,453045],[243483,454656],[244931,512799],[247315,457251],[248013,321051],[249551,392346],[253074,462943],[253243,520030],[262693,525623],[271461,531755],[271512,477796],[272326,478266],[273024,354158],[278015,483414],[278184,536403],[282653,424701],[282961,356799],[298175,548909],[298226,499258],[299040,499728],[306998,506105],[307167,554388],[308076,447350],[308384,389264],[316617,559981],[318461,390374],[333954,525485],[334123,569260],[335032,470662],[341176,420350],[343841,414333],[352595,578615],[352646,538162],[353460,538632],[370555,439181],[377632,446844],[387878,559843],[388047,594379],[388956,513824],[393652,563796],[403632,470156],[423015,486131],[427938,542398],[453730,513318],[460131,517923],[488412,541892],[507543,561281]
   ]
cell #1282 :
  |C| = 245
  W-rep = phi[[2, 2, 1],[2]]+phi[[2, 2],[2, 1]]
  special rep = phi[[2, 2],[2, 1]] , dim = 140
  orbit = [4, 4, 4, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [152373],[177035],[181957],[208436],[213102],[214149],[237265],[238956],[242048],[247084],[263265],[270853],[272095],[273854],[297567],[298809],[306573],[309224],[317189],[333529],[342185],[351987],[353229],[357877],[368899],[387453],[392179],[393421],[419698],[421359],[426435],[452410],[458475],[482535],[508078],
     [66609,161373],[85057,191336],[85566,258287],[96315,208323],[105786,221351],[105843,291166],[106833,223918],[113469,233171],[119415,241434],[119924,312211],[127989,252606],[128046,324273],[130439,326995],[130512,255624],[133873,200347],[138795,267434],[139304,339167],[144690,273811],[144747,345586],[145737,276378],[155345,360145],[155418,288089],[158101,290849],[161486,233284],[166152,300525],[166209,372300],[167199,303092],[171151,306530],[171208,378197],[173601,380919],[173674,309548],[185487,323956],[187167,325905],[187224,397311],[188858,264956],[191950,268048],[194463,333486],[194520,404197],[196913,406919],[196986,336504],[202295,412605],[202368,342509],[205051,345269],[218393,289840],[219562,431082],[219635,361927],[221394,300568],[224283,366351],[224340,435141],[227143,437453],[227216,369223],[229899,371983],[235585,377880],[244561,387410],[244618,454295],[251890,462007],[252649,325948],[253858,396994],[255300,336180],[257375,330528],[258544,466662],[258617,401405],[261585,403880],[276743,418811],[276800,482091],[279603,484403],[279676,421683],[287460,429622],[287765,361603],[292082,494839],[292841,366394],[294050,434824],[303457,443659],[303514,503553],[311299,384452],[312468,509824],[312541,451503],[315509,453978],[323438,395391],[328148,465202],[328453,401081],[338255,410452],[339424,529204],[339497,474815],[346502,533743],[347261,418854],[348470,481774],[363884,433221],[367238,444546],[373216,550897],[373975,443702],[375184,503236],[382072,508364],[382377,451179],[398227,566206],[402312,475722],[408072,527744],[408377,474491],[416344,480171],[432235,545193],[435585,503997],[441192,501633],[464111,521119],[464916,527458],[492623,544907]
   ]
cell #1283 :
  |C| = 245
  W-rep = phi[[2, 1],[2, 2]]+phi[[1, 1],[3, 2]]
  special rep = phi[[2, 1],[2, 2]] , dim = 140
  orbit = [4, 4, 3, 3]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [165321],[193175],[219150],[225474],[252993],[258132],[259881],[287295],[288501],[293185],[312056],[323488],[327983],[329189],[339012],[347605],[363934],[371731],[374319],[381907],[383113],[406216],[407907],[409113],[416394],[432070],[436736],[439647],[441242],[463215],[464161],[468399],[493061],[497484],[520015],
     [99939,282359],[117388,307782],[124031,247011],[124373,182466],[136768,334738],[141896,341880],[143517,272022],[143859,212271],[151063,213159],[163358,368594],[164979,298736],[169863,243273],[170412,377362],[170659,305814],[172399,237322],[179930,388662],[191154,400776],[193724,403362],[193971,332770],[195711,263322],[200626,277934],[201639,341715],[201883,271610],[210308,421054],[211929,353156],[215510,427644],[223544,434306],[223791,365635],[226487,368429],[226731,298324],[233881,313805],[234720,306917],[234855,377412],[241252,450874],[243822,453460],[244069,386694],[245809,317246],[248138,458170],[249759,393348],[257888,400611],[260720,333873],[260855,403412],[267252,474186],[269514,342921],[273149,479185],[276004,481256],[276251,418095],[278947,420889],[279191,352744],[283300,488142],[283547,425676],[285287,357934],[293320,434356],[296228,369635],[299863,500647],[302718,502718],[302965,442943],[308723,507273],[308970,448325],[311812,450709],[314644,387797],[314779,453510],[319393,458005],[319637,392936],[321176,517348],[335679,526653],[335926,471637],[338768,474021],[342794,531527],[344773,479020],[345017,424191],[347740,481306],[350648,422095],[354283,539551],[355332,426779],[355467,488192],[357138,541622],[357385,489893],[369508,548681],[371487,500482],[374454,502768],[378484,506377],[380216,456314],[380351,507323],[389603,561011],[389850,514799],[390840,459211],[392692,517183],[404484,525757],[406351,526703],[411888,483686],[413108,531965],[414799,486597],[421968,578387],[423947,539386],[426914,541672],[437956,549119],[445087,511561],[445739,554373],[454582,560115],[456449,561061],[469051,569245],[476022,536388],[484906,578825],[512213,594364]
   ]
cell #1284 :
  |C| = 245
  W-rep = phi[[2, 2, 1],[2]]+phi[[2, 2],[2, 1]]
  special rep = phi[[2, 2],[2, 1]] , dim = 140
  orbit = [4, 4, 4, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [214576],[242475],[248301],[277157],[282488],[283693],[307911],[309707],[312998],[318534],[334867],[342668],[343914],[345714],[369382],[370628],[378325],[381015],[388791],[404325],[412701],[421842],[423088],[427773],[437549],[454423],[458958],[460204],[483018],[484499],[489105],[510966],[516291],[535764],[556283],
     [86045,329875],[105934,363349],[107260,224566],[120403,383799],[128137,395941],[130450,398484],[131729,258364],[139783,409799],[144838,415809],[146164,277026],[155356,429943],[158090,363148],[158230,291243],[159435,293833],[166300,440657],[167626,303740],[171299,446039],[173612,448582],[174891,312288],[185476,395740],[185616,324350],[187315,463576],[188512,327311],[192377,268475],[194611,469351],[196924,471894],[198203,339244],[202306,476893],[205040,415608],[205180,345663],[206385,348253],[218047,360461],[219573,493230],[224431,496408],[224697,303871],[227154,498355],[229888,440456],[230028,372377],[231233,374967],[235574,445838],[235714,378274],[238610,381235],[244709,512513],[251901,519456],[253847,463375],[253987,397388],[255783,336663],[258555,522940],[259074,339954],[261574,469150],[261714,404274],[264610,407235],[270507,412921],[276891,535312],[279614,537259],[287449,492133],[288248,362086],[289494,431398],[291294,372428],[292093,545804],[294039,496207],[294179,435218],[297221,437769],[303605,552466],[312479,557298],[315498,512312],[315638,454372],[323355,462103],[324401,397439],[327091,407015],[328137,521843],[328936,401564],[330182,466978],[339435,572170],[346513,575510],[348459,535111],[348599,482168],[351641,484719],[360241,431178],[363801,494935],[364847,435269],[373227,588127],[375173,552265],[375313,503630],[382061,556201],[382860,451662],[384106,510140],[398238,599169],[399719,466758],[408061,571073],[408860,474974],[410106,529520],[416261,533839],[417307,482219],[432224,584221],[436068,504480],[441109,550993],[442155,503681],[449817,509920],[464028,566302],[467804,530346],[473129,529300],[492215,584303],[496860,552918],[521925,571155]
   ]
cell #1285 :
  |C| = 175
  W-rep = phi[[2, 2, 2],[1]]+phi[[2, 1],[2, 2]]
  special rep = phi[[2, 1],[2, 2]] , dim = 140
  orbit = [4, 4, 3, 3]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 140
     105 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [124852],[147383],[151086],[151154],[172422],[172490],[173966],[180853],[195734],[195802],[201906],[202660],[203772],[204989],[226754],[227508],[228620],[234930],[235201],[235523],[238404],[245832],[245900],[258155],[260930],[261201],[261523],[269756],[270301],[279214],[279968],[281080],[285310],[285378],[293395],[293666],[296470],[297015],[305479],[312079],[314854],[315125],[315447],[319660],[320414],[321526],[329431],[332435],[339035],[345040],[347815],[348086],[349639],[350890],[351435],[355542],[355813],[356135],[365300],[371754],[374529],[374800],[380426],[380697],[383355],[384755],[386359],[391082],[391627],[392959],[406426],[406697],[409355],[413183],[415041],[416065],[417760],[419146],[424214],[425341],[426989],[427260],[438031],[439889],[442608],[446295],[447990],[448952],[456524],[456795],[459453],[469607],[471302],[477263],[479455],[484981],[486839],[489558],[498725],[505472],[512769],[514464],[524852],[537629],[559210],
     [108479,168845],[130804,197278],[155710,219927],[158039,229837],[185425,253796],[188306,264404],[190392,258909],[217296,287398],[217841,289288],[222541,293988],[240490,312833],[251555,323575],[256278,328086],[256823,329976],[266490,339789],[275001,348408],[291747,364021],[295219,376353],[301715,375122],[310202,382010],[310747,383900],[330831,410755],[337158,408010],[337703,409900],[346167,416481],[362581,432173],[363605,440913],[366686,443994],[372881,441329],[396197,463832],[397892,464248],[398854,472264],[430313,493600],[432505,500917],[462310,520403]
   ]
cell #1286 :
  |C| = 245
  W-rep = phi[[2, 2, 1],[2]]+phi[[2, 2],[2, 1]]
  special rep = phi[[2, 2],[2, 1]] , dim = 140
  orbit = [4, 4, 4, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [152418],[177080],[181966],[208445],[213111],[214150],[237274],[238965],[242049],[247085],[263274],[270862],[272096],[273855],[297576],[298810],[306574],[309225],[317198],[333530],[342186],[351996],[353230],[357886],[368900],[387454],[392188],[393422],[419707],[421360],[426436],[452411],[458476],[482536],[508079],
     [66654,108389],[85066,133029],[96360,147293],[105795,158445],[106834,160829],[113514,168755],[119424,176191],[127998,185831],[130513,188715],[131681,191269],[133918,200392],[138804,199503],[144699,205395],[145738,207779],[155419,218250],[158102,221017],[158182,221284],[161495,233293],[166161,230243],[167200,232627],[171160,235929],[173675,238813],[174843,241367],[185488,252272],[185568,252539],[187176,254202],[188413,255365],[188867,264965],[191951,268049],[194472,261929],[196987,264813],[198155,267367],[202369,270710],[205052,273477],[205132,273744],[217948,287830],[218402,289849],[219636,289697],[221395,300569],[224292,294394],[227217,297424],[229900,300191],[229980,300458],[235586,306196],[235666,306463],[238511,309289],[244570,315853],[252650,325949],[253859,325571],[253939,325838],[255301,336181],[257384,330537],[258618,330385],[261586,333152],[261666,333419],[264511,336245],[270408,342250],[276752,348814],[279677,351844],[287461,359921],[287766,361604],[289395,361668],[292842,366395],[294051,366017],[294131,366284],[297122,368964],[303466,375528],[311308,384461],[312542,384309],[315510,387076],[315590,387343],[323439,395392],[323682,395456],[328149,399399],[328454,401082],[330083,401146],[338264,410461],[339498,410309],[347262,418855],[348471,418477],[348551,418744],[351542,421424],[363885,433222],[364128,433286],[367247,444555],[373976,443703],[375185,443325],[375265,443592],[382073,449497],[382378,451180],[384007,451244],[402313,475723],[408073,472809],[408378,474492],[410007,474556],[416345,480172],[416588,480236],[432236,494145],[435586,503998],[441193,501634],[441436,501698],[464112,521120],[464355,521184],[464917,527459],[492624,544908]
   ]
cell #1287 :
  |C| = 175
  W-rep = phi[[2, 2, 2],[1]]+phi[[2, 1],[2, 2]]
  special rep = phi[[2, 1],[2, 2]] , dim = 140
  orbit = [4, 4, 3, 3]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 140
     105 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [248253],[277109],[282360],[282440],[307783],[307863],[309659],[318435],[334739],[334819],[341881],[342620],[343815],[345284],[368595],[369334],[370529],[377363],[377606],[377895],[380903],[388663],[388743],[400777],[403363],[403606],[403895],[412126],[412589],[421055],[421794],[422989],[427645],[427725],[434307],[434550],[436974],[437437],[445294],[450875],[453461],[453704],[453993],[458171],[458910],[460105],[466183],[468606],[474187],[479186],[481257],[481500],[482970],[483924],[484387],[488143],[488386],[488675],[495663],[500648],[502719],[502962],[507274],[507517],[509345],[510536],[511768],[515716],[516179],[517349],[526654],[526897],[528725],[531528],[532794],[533510],[534567],[535652],[539552],[540342],[541623],[541866],[548682],[549948],[551721],[554225],[555282],[555906],[561012],[561255],[563083],[569097],[570154],[573828],[575139],[578388],[579654],[581427],[586445],[590310],[594216],[595273],[600772],[607192],[617484],
     [224649,303823],[255735,336615],[288200,362038],[290864,371998],[323971,397009],[326979,406903],[328888,401516],[359666,429637],[360129,431066],[364417,434839],[382812,451614],[395196,461991],[399144,465217],[399607,466646],[408812,474926],[416877,481789],[433026,494823],[436020,504432],[441725,503251],[449242,508379],[449705,509808],[467374,529916],[472554,527759],[473017,529188],[479976,533727],[493890,545208],[494606,550664],[496748,552806],[501438,550881],[519867,565973],[520924,566190],[521548,570778],[544122,583926],[545433,587756],[565191,598798]
   ]
cell #1288 :
  |C| = 175
  W-rep = phi[[2, 2],[2, 1]]+phi[[1],[3, 3]]
  special rep = phi[[2, 2],[2, 1]] , dim = 140
  orbit = [4, 4, 4, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 140
     105 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [107892],[132414],[146796],[158344],[160151],[168258],[175576],[185730],[188608],[190543],[196569],[198888],[205294],[207101],[218143],[221005],[221178],[229118],[230142],[231949],[235828],[238706],[240641],[252260],[252433],[254101],[255355],[260428],[261828],[263635],[264706],[266641],[270603],[273465],[273638],[287820],[289048],[289590],[294293],[295931],[297317],[300179],[300352],[306184],[306357],[309279],[315752],[325156],[325559],[325732],[329736],[330278],[331556],[333140],[333313],[336235],[342240],[348713],[351737],[359909],[360861],[361658],[365602],[366005],[366178],[368954],[375427],[383660],[384202],[387064],[387237],[395308],[395446],[399387],[400339],[401136],[409660],[410202],[418062],[418465],[418638],[421414],[433138],[433276],[440194],[442910],[443313],[443486],[449485],[450437],[451234],[471604],[472797],[473749],[474546],[480088],[480226],[494133],[500210],[501550],[501688],[521036],[521174],[524320],[544499],
     [151921,215208],[173257,246667],[181351,248986],[204270,281578],[213010,282602],[213472,284409],[234428,314352],[237173,308025],[237635,317559],[246978,318630],[263173,334981],[269217,350351],[270061,343468],[271989,344010],[296775,370182],[298703,370724],[304600,385480],[305781,379080],[317097,388905],[332737,405080],[341443,413321],[351195,422642],[353123,423184],[357785,427887],[368157,438169],[386661,455178],[391387,459758],[393315,460300],[415346,487144],[420617,485119],[425643,489860],[448292,514766],[457733,516911],[478748,539114],[504940,558678]
   ]
cell #1289 :
  |C| = 245
  W-rep = phi[[2, 1],[2, 2]]+phi[[1, 1],[3, 2]]
  special rep = phi[[2, 1],[2, 2]] , dim = 140
  orbit = [4, 4, 3, 3]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [299252],[331968],[361273],[367460],[396316],[400751],[402542],[429564],[430441],[434146],[450849],[461937],[465144],[466021],[474161],[481096],[494769],[500622],[502558],[508306],[509183],[526493],[527686],[528563],[533673],[545135],[547931],[549786],[550827],[565635],[566136],[568460],[583662],[585875],[598637],
     [212984,354599],[237147,379483],[246996,390159],[247527,320565],[263147,405483],[270035,412369],[272007,414118],[272538,353672],[282334,354772],[296749,437217],[298721,438966],[305012,385892],[305535,445406],[305799,445544],[307757,379656],[317071,455581],[329710,466426],[332491,468718],[332755,468856],[334713,405656],[340746,419920],[341613,476514],[341855,413733],[351169,484167],[353141,485916],[357759,490263],[365356,495775],[365620,495913],[368327,497976],[368569,438581],[376542,452640],[377202,446414],[377302,505099],[383634,509588],[386415,511880],[386679,512018],[388637,455754],[391361,515959],[393333,517708],[400509,522561],[403202,469726],[403302,524479],[409634,528968],[411964,477391],[415320,533037],[417816,534679],[418080,534817],[420787,536880],[421029,485531],[425397,540454],[425661,540592],[427619,490436],[434246,546378],[436812,498853],[440168,550191],[442664,551833],[442928,551971],[448046,555394],[448310,555532],[450607,556919],[453300,512888],[453400,558837],[457903,562044],[458145,517323],[459732,563326],[471358,570266],[471622,570404],[473919,571791],[477319,574205],[478918,574841],[479160,539526],[481196,576084],[483762,537757],[487118,579897],[487982,541462],[488082,580533],[489614,581539],[489878,581677],[498781,586822],[500380,587458],[502658,588701],[505823,590754],[507113,560851],[507213,591255],[514520,595385],[514784,595523],[515554,562921],[517081,596910],[525203,601216],[526593,601717],[530777,577637],[531467,604409],[532632,579492],[537685,607569],[539284,608205],[541562,609448],[548621,612876],[553588,593579],[553918,615349],[559561,617928],[560951,618429],[568790,622025],[573258,606622],[578327,625979],[593909,632000]
   ]
cell #1290 :
  |C| = 126
  W-rep = phi[[3, 1, 1],[1, 1]]
  special rep = phi[[3, 1, 1],[1, 1]] , dim = 126
  orbit = [6, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [102612],[127085],[131186],[153618],[154505],[158877],[159652],[159800],[174348],[184564],[189187],[189999],[190115],[197660],[205827],[206602],[206750],[220309],[221680],[222567],[222693],[230675],[231450],[231598],[239285],[240097],[240213],[251978],[254634],[259291],[259439],[265285],[266097],[266213],[274140],[275027],[275153],[283910],[284058],[287121],[287550],[290169],[292170],[293004],[294826],[294942],[300854],[301741],[301867],[313215],[313363],[320021],[320137],[323360],[323756],[326234],[327809],[328238],[329013],[330857],[330983],[340171],[340319],[346590],[347424],[349246],[349362],[356161],[356287],[359370],[359483],[359547],[363806],[364202],[364519],[364948],[373304],[374138],[375960],[376076],[381733],[382162],[382937],[384781],[384907],[394669],[395050],[398315],[398961],[399025],[399724],[407733],[408162],[408937],[410781],[410907],[416266],[416662],[416979],[417408],[428995],[431896],[432325],[432880],[433529],[441114],[441510],[441827],[442256],[449059],[449123],[449822],[464033],[464429],[472371],[472435],[473134],[479830],[480479],[493707],[493771],[501292],[501941],[519209],[520778],[543605]
   ]
cell #1291 :
  |C| = 126
  W-rep = phi[[3, 1, 1],[1, 1]]
  special rep = phi[[3, 1, 1],[1, 1]] , dim = 126
  orbit = [6, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [184707],[190356],[217165],[221823],[222901],[240454],[250630],[251441],[256147],[256960],[257225],[266454],[274283],[275361],[286977],[291633],[292457],[295183],[300997],[302075],[310071],[310884],[311149],[320378],[326377],[327665],[328476],[330640],[331191],[337027],[337840],[338105],[346053],[346877],[349603],[356495],[360027],[362450],[366501],[366823],[367088],[372767],[373591],[376317],[381589],[382400],[384564],[385115],[391764],[392029],[395406],[395552],[397778],[399505],[401096],[401620],[401928],[407589],[408400],[410564],[411115],[418961],[419283],[419548],[426051],[429646],[429747],[431752],[433236],[433382],[434848],[435608],[443809],[444131],[444396],[449603],[451194],[451718],[452026],[458498],[461732],[461810],[461980],[465226],[465327],[466635],[472915],[474506],[475030],[475338],[480186],[480332],[481798],[482558],[491657],[491893],[494251],[494642],[494812],[501648],[501794],[503260],[504020],[508388],[508489],[509797],[519074],[521134],[521280],[521603],[527768],[527869],[529177],[533546],[533716],[545217],[545318],[550700],[550870],[555961],[566009],[566179],[570833],[583171],[583981],[598367]
   ]
cell #1292 :
  |C| = 315
  W-rep = phi[[2, 2, 1],[1, 1]]+phi[[2, 1, 1],[2, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [93318],[110472],[116338],[124115],[133271],[135718],[142322],[143601],[144568],[149376],[151173],[152029],[160032],[161139],[163784],[165063],[171029],[171402],[172509],[176433],[176691],[178880],[180929],[190164],[190411],[191580],[194341],[194714],[195821],[199745],[202432],[202679],[203848],[205443],[206982],[208089],[210734],[212013],[224534],[227280],[227527],[228696],[231830],[232937],[235733],[235977],[238456],[240262],[240509],[241678],[244439],[244812],[245919],[249843],[258681],[258928],[259671],[261733],[261977],[266262],[266509],[267678],[270353],[270488],[273359],[276994],[279740],[279987],[281156],[284290],[285397],[294198],[294991],[295238],[297067],[297202],[303708],[306078],[312605],[312852],[313595],[315657],[315901],[320186],[320433],[321602],[329062],[330163],[333034],[339561],[339808],[340551],[348618],[349411],[349658],[351487],[351622],[375332],[376125],[376372],[382986],[384087],[386958],[408986],[410087],
     [19257,222751],[27344,257010],[32360,275211],[37582,292346],[37732,222995],[40827,301925],[44056,310934],[49766,327844],[50522,256875],[51657,331041],[54518,337890],[58329,346766],[58479,275455],[61574,356345],[63612,287156],[65409,291799],[66265,224161],[66710,365006],[67635,366873],[70946,373480],[71096,302169],[74885,381768],[75641,310799],[76776,384965],[79637,391814],[81980,251607],[84029,256553],[85506,400126],[86473,401817],[86623,331285],[89757,407768],[90513,337755],[91648,410965],[95115,346219],[95971,276621],[96416,417466],[97341,419333],[100652,425940],[100802,356589],[103418,217571],[104697,431931],[105664,166030],[106037,432819],[106897,433471],[107378,294442],[108498,366738],[112269,372933],[113125,303335],[113570,442314],[114495,444181],[118387,310477],[119864,450224],[120831,451915],[120981,385209],[124871,391679],[127867,187045],[128240,462624],[129347,397944],[130576,464652],[130823,398906],[131748,330028],[133529,200003],[137767,337433],[139244,473536],[140211,475227],[140361,411209],[144941,479769],[145801,480421],[146282,348862],[147402,419198],[155482,492359],[155729,430365],[156898,362856],[158249,364073],[158493,230291],[159416,365899],[166403,501231],[167263,501883],[167744,375576],[168864,444046],[173738,507814],[173985,449004],[174910,383952],[185635,323627],[185879,254250],[187418,520717],[188358,264456],[188493,399281],[197050,527194],[197297,472316],[198222,409952],[205199,416533],[206366,418359],[217893,289340],[218028,359803],[219699,544643],[219946,493652],[220899,300073],[230047,441381],[231214,443207],[238591,449379],[252154,325453],[254006,464300],[264591,472691],[289475,494027]
   ]
cell #1293 :
  |C| = 315
  W-rep = phi[[2, 1],[3, 1]]+phi[[2],[3, 2]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [92393],[92663],[107915],[109547],[109817],[114743],[114820],[115550],[132616],[132864],[134123],[134200],[134930],[140635],[141408],[141485],[146819],[148451],[148721],[154786],[155984],[156061],[160311],[160351],[162097],[162870],[162947],[168281],[170141],[175778],[176026],[177285],[177362],[178092],[184885],[186157],[189468],[190666],[190743],[193453],[196592],[199090],[199338],[201736],[202934],[203011],[207261],[207301],[209047],[209820],[209897],[217342],[222001],[223273],[223713],[226584],[227782],[227859],[229568],[232109],[232149],[234983],[236255],[239566],[240764],[240841],[243551],[256324],[257985],[260983],[262255],[263795],[265566],[266764],[266841],[269802],[274461],[275733],[276173],[279044],[280242],[280319],[290450],[293448],[296091],[296516],[301175],[302447],[302887],[310248],[311909],[314907],[316179],[325316],[326555],[329477],[335848],[337204],[338865],[347868],[350936],[362627],[374582],[383401],[409401],
     [24291,247727],[31532,272738],[33942,283029],[39999,299452],[42122,305871],[42998,308452],[46005,181553],[46149,247650],[46580,320765],[52584,332827],[53460,335408],[55617,341244],[55755,341375],[57047,204472],[57191,272661],[60746,353872],[60955,213672],[61657,356867],[68234,367958],[68372,368089],[69664,229320],[69808,299375],[72176,376640],[72424,305135],[72530,377105],[73004,235330],[74103,237835],[77703,386751],[78579,389332],[79022,391128],[79756,320688],[82751,396814],[87048,402640],[87296,332091],[87402,403105],[87876,261330],[88975,263835],[91892,340836],[91932,411442],[92911,270103],[94331,415087],[97940,420418],[98078,420549],[99370,281780],[99514,353795],[100046,355595],[104042,430539],[104290,361396],[109046,367550],[109086,436290],[110065,296817],[111485,439935],[115510,305272],[117109,446912],[117495,380479],[121406,452738],[121654,386015],[121760,453203],[122234,315254],[123333,317759],[123953,319490],[125718,249188],[128519,396406],[128559,462769],[134890,332228],[136489,470224],[136875,406479],[142946,477489],[143194,413856],[143439,344870],[147950,420010],[147990,483240],[148969,351237],[150389,486885],[151944,215231],[153043,284609],[164408,498951],[164656,438704],[164901,371584],[170581,379240],[171681,446504],[171721,505931],[173280,246690],[178052,386152],[179651,513386],[180037,456577],[181801,249436],[183221,459499],[193893,405240],[194993,469816],[195033,525311],[204720,282028],[211358,537855],[211606,485654],[211851,424044],[213632,284569],[215617,427042],[237795,317719],[243991,455338],[245091,512978],[245131,559669],[249681,392789],[269377,350511],[283469,357307],[308892,389772]
   ]
cell #1294 :
  |C| = 245
  W-rep = phi[[2, 2, 1],[2]]+phi[[2, 2],[2, 1]]
  special rep = phi[[2, 2],[2, 1]] , dim = 140
  orbit = [4, 4, 4, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [61581],[76783],[79513],[97217],[100013],[100623],[117462],[118655],[120802],[124086],[136842],[142590],[143572],[144912],[164052],[165034],[171373],[173518],[180004],[194685],[202212],[211002],[211984],[215584],[227060],[244783],[248832],[249814],[277688],[279520],[284261],[313566],[319966],[349191],[381487],
     [19264,67105],[27220,85619],[32367,96811],[36943,105896],[37553,107441],[40834,113965],[43932,119977],[48238,128099],[49737,130606],[50491,132346],[51664,91655],[54394,139357],[57690,144800],[58300,146345],[63583,155512],[65225,158008],[65378,158276],[67511,114371],[70307,166262],[70917,167807],[73357,171261],[74856,173768],[75610,175508],[81796,185394],[81949,185662],[83104,187277],[83849,188320],[84297,138035],[86444,140182],[88229,194573],[89728,197080],[90482,198820],[93289,202462],[94931,204958],[95084,205226],[103238,217855],[103686,157166],[104668,219729],[106008,166374],[108268,224393],[110443,227310],[112085,229806],[112238,230074],[116154,235492],[116307,235760],[118207,238418],[122587,244671],[128211,187389],[129163,253765],[129316,254033],[130356,196830],[132260,191848],[133242,258711],[135534,261492],[135687,261760],[137587,264418],[142142,270315],[147172,276853],[149347,279770],[154859,287367],[155262,219479],[156718,289302],[160003,224505],[160955,293957],[161108,294225],[163604,297029],[168634,303567],[175422,241946],[176404,312635],[178696,315416],[178849,315684],[184822,251807],[184999,323589],[189541,328055],[189944,258461],[191400,329990],[198734,267946],[199716,339591],[206953,276965],[207905,348377],[208058,348645],[210554,351449],[221938,291999],[222115,364035],[225228,304402],[231801,303679],[232753,375091],[232906,375359],[239639,381979],[240042,312385],[241498,383914],[259642,340522],[265639,407979],[266042,339341],[267498,409914],[274398,346419],[274575,416495],[290523,432142],[294771,375905],[301112,373133],[301289,441343],[326492,398144],[326669,464262],[327563,407487],[360713,431650]
   ]
cell #1295 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[3]]+phi[[2, 1],[3, 1]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [151775],[151814],[173111],[173150],[181435],[181581],[196423],[196462],[202767],[203465],[204354],[204500],[213601],[215062],[215101],[227615],[228313],[229202],[229348],[234512],[236058],[236220],[237764],[246521],[246560],[248762],[249070],[249216],[260512],[262058],[262220],[263764],[269081],[269346],[270267],[271002],[277618],[280075],[280773],[281662],[281808],[283372],[284177],[284538],[289132],[295795],[296060],[296981],[297716],[304786],[304821],[308795],[313482],[314436],[315982],[316144],[317688],[319459],[319954],[325020],[325285],[331742],[331777],[335751],[343552],[344839],[349179],[350215],[350480],[351401],[352136],[355520],[357210],[361047],[361082],[370266],[371553],[378944],[379209],[380404],[381475],[385666],[385701],[389675],[392758],[404944],[405209],[406404],[413161],[413507],[413542],[422726],[424013],[426967],[438009],[438355],[438390],[455042],[455307],[456502],[458852],[482912],[484959],[485305],[485340],
     [42497,306763],[52959,333719],[55487,340941],[68104,367655],[72058,376674],[72835,235844],[72874,306337],[78078,387643],[82621,396511],[86930,402674],[87707,261844],[87746,333293],[91861,340877],[92545,342068],[92691,270585],[97810,420115],[103924,430573],[107746,294309],[107785,366158],[109015,367591],[109699,368782],[109845,297299],[115479,305999],[116979,446609],[121288,452772],[122065,315768],[122104,387217],[127322,462457],[128488,396447],[132190,259016],[132498,400964],[132644,330260],[134859,332955],[136359,469921],[142828,477523],[146650,348729],[146689,418618],[147919,420051],[148603,421242],[148749,351719],[154755,430147],[159114,432652],[159919,294523],[160280,365820],[164290,498985],[168112,375443],[168151,443466],[170484,505619],[171650,446545],[175352,312940],[175660,451062],[175806,384184],[178021,386879],[179521,513083],[184810,396008],[189437,398688],[189932,329942],[193796,524999],[194962,469857],[198664,339896],[198972,474374],[199118,410184],[201705,477097],[206064,479602],[206869,348943],[207230,418280],[211240,537889],[221926,363416],[223616,546898],[225158,304332],[226553,498559],[230912,501064],[231717,375657],[232078,443128],[234908,446106],[239535,448786],[240030,383866],[243894,559357],[245060,513019],[254871,520550],[257954,523144],[259558,340438],[260908,469418],[265535,472098],[266030,409866],[274386,415876],[276076,576604],[279013,537463],[290419,493434],[293373,496475],[294759,375893],[301100,440724],[302790,589221],[311878,557502],[314832,512580],[326480,463643],[327551,407475],[328830,467218],[338834,572374],[347793,535379],[360701,431638],[374507,552533],[382754,510380],[408754,529760],[435962,504374]
   ]
cell #1296 :
  |C| = 245
  W-rep = phi[[2, 2, 1],[2]]+phi[[2, 2],[2, 1]]
  special rep = phi[[2, 2],[2, 1]] , dim = 140
  orbit = [4, 4, 4, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [79669],[97373],[100656],[120835],[124119],[124842],[143605],[144945],[147373],[151144],[165067],[171406],[172480],[173956],[194718],[195792],[202650],[204979],[212017],[227498],[235513],[244816],[245890],[249847],[261513],[279958],[284294],[285368],[313599],[315437],[320404],[349629],[356125],[384745],[416055],
     [27376,85990],[37586,107507],[37890,160136],[44088,120348],[49770,130672],[49809,188593],[50493,132352],[54550,139728],[58333,146411],[58637,207086],[63616,155578],[63655,218128],[65234,220903],[65380,158282],[67667,114527],[70950,167873],[71254,231934],[74889,173834],[74928,238691],[75612,175514],[81805,252158],[81951,185668],[83851,188326],[86477,140215],[89761,197146],[89800,264691],[90484,198826],[93322,202528],[93361,270588],[94940,273363],[95086,205232],[103240,217861],[104701,219795],[104740,289575],[106041,166407],[108469,168835],[110476,227376],[110515,297302],[112094,300077],[112240,230080],[116163,306082],[116309,235766],[118209,238424],[128244,187422],[129172,325457],[129318,254039],[130794,197268],[133275,258777],[133314,330263],[135543,333038],[135689,261766],[137589,264424],[142144,270321],[149380,279836],[149419,351722],[154868,359807],[155700,219917],[156720,289308],[158029,229827],[160036,224538],[160964,365903],[161110,294231],[163606,297035],[176437,312701],[176476,384187],[178705,386962],[178851,315690],[185001,323595],[185415,253786],[189550,399285],[190382,258899],[191402,329996],[199749,339657],[199788,410187],[206986,276998],[207914,418363],[208060,348651],[210556,351455],[217286,287388],[222117,364041],[222531,293978],[231834,303712],[232762,443211],[232908,375365],[239648,449383],[240480,312823],[241500,383920],[256268,328076],[259675,340555],[265648,472695],[266480,339779],[267500,409920],[274577,416501],[274991,348398],[290532,494031],[295209,376343],[301291,441349],[301705,375112],[310192,382000],[326671,464268],[330821,410745],[337148,408000],[362571,432163],[363595,440903],[396187,463822]
   ]
cell #1297 :
  |C| = 126
  W-rep = phi[[3, 1, 1],[1, 1]]
  special rep = phi[[3, 1, 1],[1, 1]] , dim = 126
  orbit = [6, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [27370],[37745],[44082],[47713],[50607],[50710],[54544],[58492],[63013],[66008],[66374],[67661],[71109],[75726],[75829],[79663],[80393],[81287],[84709],[85102],[85532],[86636],[90598],[90701],[95714],[96080],[97367],[100815],[102512],[106451],[107391],[108583],[108686],[112868],[113234],[114521],[119067],[119460],[119890],[120994],[124956],[125059],[129946],[130908],[131086],[131761],[132290],[133638],[138447],[138840],[139270],[140374],[145355],[146295],[147487],[147590],[152138],[155814],[157578],[158262],[158602],[159497],[161531],[166817],[167757],[168949],[169052],[174070],[174248],[174923],[175452],[176800],[182002],[185648],[185988],[187832],[188574],[188903],[189768],[197382],[197560],[198235],[198764],[200112],[205212],[205552],[206447],[208481],[218109],[218438],[220031],[220209],[220859],[221062],[230060],[230400],[231295],[233329],[238672],[239001],[239866],[251219],[252114],[252317],[254019],[254359],[255182],[264672],[265001],[265866],[273319],[273522],[286496],[287647],[289556],[289885],[300033],[300236],[309106],[322749],[325413],[325616],[336062],[359249],[361485],[394821]
   ]
cell #1298 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[3]]+phi[[2, 1],[3, 1]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [33862],[42918],[46031],[53380],[56538],[57073],[60849],[60997],[69155],[69690],[73482],[73997],[74145],[78499],[78764],[88354],[88869],[89017],[92234],[93080],[93467],[94073],[98861],[99396],[101381],[109388],[110234],[110621],[111227],[114993],[115146],[116078],[122712],[123227],[123375],[125209],[125744],[128861],[134373],[134526],[135458],[140893],[142004],[147740],[148292],[149138],[149525],[150131],[152422],[152937],[153085],[156234],[156387],[162355],[163466],[169545],[172023],[177084],[177535],[177688],[178620],[181124],[181970],[182963],[186415],[192857],[195335],[203184],[203337],[204043],[208449],[209305],[210416],[213115],[213268],[218832],[228032],[228185],[228891],[236513],[237278],[237431],[238969],[242955],[245433],[262513],[263278],[263431],[270866],[271292],[280492],[280645],[281351],[297580],[298006],[316437],[317202],[317355],[321797],[352000],[352426],[357890],[358043],[392192],[419711],
     [22049,73428],[28725,88300],[30983,93355],[38311,108339],[39450,110509],[42190,116065],[42338,116376],[45437,122658],[50860,86402],[51395,133308],[52652,135445],[52800,135756],[55445,140880],[56199,142044],[59058,147243],[60197,149413],[66658,108393],[67173,160866],[67321,161177],[68062,162342],[68816,163506],[71675,168705],[72232,169585],[73077,170782],[75979,120760],[76514,176470],[77771,178607],[77919,178918],[82579,186402],[84224,188752],[85070,133033],[86063,191302],[87104,192897],[87949,194094],[90851,140140],[91386,199782],[92027,200757],[96364,147297],[96879,207816],[97027,208127],[97768,209292],[98522,210456],[103613,218287],[104098,218872],[105799,158449],[105952,221317],[108836,169202],[109181,225605],[113518,168759],[114033,232664],[114181,232975],[116937,236500],[118582,238850],[119428,176195],[120421,241400],[121462,242995],[122307,244192],[128002,185835],[128155,252572],[128654,253124],[133922,200396],[136317,262500],[137962,264850],[138808,199507],[139801,267400],[142517,270747],[143002,271332],[144703,205399],[144856,273777],[148085,278065],[157093,289734],[161499,233297],[163979,297461],[164464,298046],[166165,230247],[166318,300491],[171164,235933],[171317,306496],[171816,307048],[179479,316424],[187180,254206],[187333,325871],[188871,264969],[191775,330422],[194476,261933],[194629,333452],[195128,334004],[210929,351881],[211414,352466],[218406,289853],[224296,294398],[224449,366317],[241873,384346],[244574,315857],[244727,387376],[245226,387928],[257388,330541],[267873,410346],[276756,348818],[276909,418777],[303470,375532],[303623,443625],[311312,384465],[338268,410465],[367251,444559]
   ]
cell #1299 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[3]]+phi[[2, 1],[3, 1]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [151180],[151214],[172516],[172550],[180654],[180906],[195828],[195862],[202686],[203379],[203573],[203825],[212766],[227534],[228227],[228421],[228673],[234302],[235954],[236197],[236929],[245926],[245960],[260302],[261954],[262197],[262929],[269058],[269131],[270243],[271000],[279994],[280687],[280881],[281133],[285404],[285438],[288922],[295772],[295845],[296957],[297714],[304762],[304819],[314226],[315878],[316121],[316853],[320440],[321327],[321579],[324997],[325070],[331718],[331775],[343342],[349665],[350192],[350265],[351377],[352134],[354914],[356566],[357541],[361023],[361080],[370056],[378921],[378994],[379798],[385186],[385642],[385699],[390457],[391569],[404921],[404994],[405798],[413483],[413540],[414416],[419088],[422516],[424624],[438331],[438388],[439264],[447273],[448894],[455019],[455092],[455896],[470585],[477205],[485281],[485338],[486214],[490578],[498667],[513747],[518006],[537571],[542321],[562735],[577252],
     [116345,235835],[116379,306339],[116654,306765],[135725,261835],[135759,333295],[136034,333721],[140955,340943],[142047,342070],[142299,270583],[161146,294300],[161180,366160],[162417,367657],[163509,368784],[163761,297297],[169588,376676],[170815,305997],[178887,315759],[178921,387219],[179196,387645],[186477,396513],[190418,258935],[191305,400966],[191557,330258],[192900,402676],[194127,332953],[200790,340875],[208096,348720],[208130,418620],[209367,420117],[210459,421244],[210711,351717],[218875,430575],[221320,432654],[222972,294419],[223947,365818],[225638,367589],[232944,375434],[232978,443468],[236575,446611],[240516,312859],[241403,451064],[241655,384182],[242998,452774],[244225,386877],[252575,462459],[253157,396445],[255653,398686],[256765,329918],[262575,469923],[266516,339815],[267403,474376],[267655,410182],[271335,477525],[273780,479604],[275432,348839],[276407,418278],[278098,420049],[288118,430145],[291030,363392],[295245,376379],[298049,498987],[300494,501066],[302146,375553],[303121,443126],[306499,505621],[307081,446543],[309577,448784],[310689,383842],[316499,513085],[324137,395984],[325874,520552],[331262,411186],[333455,525001],[334037,469855],[336533,472096],[337645,409842],[342538,477095],[345450,415852],[352469,537891],[361956,493432],[366320,546900],[366628,443936],[369252,498557],[372164,440700],[378061,446082],[387379,559359],[387961,513017],[397175,463619],[398796,472206],[401434,523142],[404061,469394],[418780,576606],[421712,537461],[430255,493542],[435005,496451],[443628,589223],[451532,557500],[454159,512556],[465835,523252],[474844,572372],[481955,535355],[503417,552509],[508997,557610],[528377,572482],[547546,589869]
   ]
cell #1300 :
  |C| = 245
  W-rep = phi[[2, 2, 1],[2]]+phi[[2, 2],[2, 1]]
  special rep = phi[[2, 2],[2, 1]] , dim = 140
  orbit = [4, 4, 4, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [125104],[147635],[152058],[176720],[180958],[181904],[203877],[205472],[208383],[213049],[228725],[236006],[237212],[238903],[262006],[263212],[270800],[273388],[281185],[297514],[306107],[315930],[317136],[321631],[333063],[351934],[356618],[357824],[385238],[386987],[392126],[419645],[425969],[451944],[479798],
     [50755,132906],[66294,160213],[66732,223151],[75874,176068],[84058,188670],[84108,255516],[85004,190537],[90746,199380],[96000,207163],[96438,275611],[103447,218205],[103497,287981],[105568,290836],[105733,221172],[108731,169097],[113154,232011],[113592,302325],[118416,238768],[118466,309440],[119362,240635],[127771,323943],[127936,252427],[130320,255269],[133558,200032],[137796,264768],[137846,336396],[138742,266635],[142351,270665],[142401,342401],[144472,345256],[144637,273632],[155226,287734],[156927,289652],[156977,361819],[158522,230320],[161433,233231],[163813,297379],[163863,369115],[165934,371970],[166099,300346],[170933,377867],[171098,306351],[173482,309193],[185908,254279],[186949,396981],[187114,325726],[188805,264903],[191609,330340],[191659,401297],[194245,403867],[194410,333307],[196794,336149],[202176,342154],[210763,351799],[210813,421575],[217475,429609],[218340,289787],[219443,361572],[220928,300102],[223024,294471],[224065,434811],[224230,366172],[227024,368868],[241707,384264],[241757,451395],[244343,453965],[244508,387231],[251771,395360],[252183,325482],[256457,465189],[257322,330475],[258425,401050],[267707,410264],[267757,474707],[275484,348891],[276525,481761],[276690,418632],[279484,421328],[287185,359832],[291963,433190],[292375,365928],[302198,375605],[303239,503223],[303404,443480],[310381,508351],[311246,384399],[312349,451148],[327873,399310],[331314,411238],[337337,527731],[338202,410399],[339305,474460],[346383,480140],[346795,418388],[362760,545180],[367185,444493],[373097,501602],[373509,443236],[381797,449408],[398108,521088],[401846,475256],[407797,472720],[431960,494056],[432848,501260],[462653,520746]
   ]
cell #1301 :
  |C| = 315
  W-rep = phi[[2, 1],[3, 1]]+phi[[2],[3, 2]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [56041],[67101],[68658],[72868],[85905],[85959],[87740],[92447],[92758],[96807],[98364],[107504],[107779],[109601],[109912],[113961],[114874],[115379],[120263],[120317],[122098],[130669],[132400],[132711],[134254],[134759],[137410],[139643],[139697],[140765],[141276],[146408],[146683],[148505],[148816],[155575],[156115],[158330],[160180],[162227],[162738],[165714],[167870],[168145],[169437],[173831],[175562],[175873],[177416],[177921],[185716],[186287],[188637],[192749],[196181],[197143],[198874],[199185],[202525],[203065],[205280],[207130],[209177],[209688],[218172],[218724],[219792],[225987],[227373],[227913],[230128],[231978],[235814],[236385],[238735],[242847],[253506],[254087],[258774],[261814],[262385],[264735],[270632],[271184],[279833],[280373],[289619],[293698],[294279],[297346],[297898],[312698],[315738],[316309],[330307],[339654],[348118],[348699],[351766],[352318],[374832],[375413],[384231],[406729],[410231],
     [24168,124712],[31409,144198],[33807,151808],[39876,165660],[42118,172167],[42863,173144],[45896,181337],[45981,181648],[52580,195479],[53325,196456],[56095,203459],[56938,204256],[57023,204567],[60623,212610],[60835,213501],[68712,228307],[69555,229104],[69640,229415],[72381,234414],[72593,236214],[72980,236811],[73983,237664],[77699,245577],[78444,246554],[80064,182805],[87253,260414],[87465,262214],[87852,262811],[88855,263664],[91995,269075],[92220,269246],[92460,271049],[98418,280767],[99261,281564],[99346,281875],[100581,152865],[101326,215095],[104247,289034],[109149,295789],[109374,295960],[109614,297763],[114887,304868],[115339,306753],[118030,180572],[121611,314338],[121823,316138],[122210,316735],[123213,317588],[124766,182859],[125609,248972],[125694,249283],[128622,325014],[128847,325185],[134267,331824],[134719,333709],[140725,340931],[143151,343454],[144252,212664],[148053,350209],[148278,350380],[148518,352183],[151321,282588],[151533,214820],[152923,284438],[156128,361129],[162187,367645],[164613,370168],[171784,378938],[172009,379109],[172657,308011],[172869,246279],[177429,385748],[177881,387633],[180885,247241],[181110,318659],[186247,396501],[195096,404938],[195321,405109],[195969,334967],[201139,278447],[203078,413589],[203804,272252],[204029,344039],[209137,420105],[211563,422628],[227926,438437],[228652,298966],[228877,370753],[235233,307430],[236345,446599],[245194,455036],[245419,455207],[246067,388891],[261233,334386],[262345,469911],[280386,485387],[281112,353386],[281337,423213],[285545,427873],[315157,388310],[316269,513073],[321558,393578],[321783,460329],[355845,427292],[380729,456827]
   ]
cell #1302 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[3]]+phi[[2, 1],[3, 1]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [180966],[180997],[203885],[203916],[212777],[213038],[228733],[228764],[236014],[236731],[236940],[237201],[246786],[262014],[262731],[262940],[263201],[269142],[270789],[271041],[271797],[281193],[281224],[295856],[297503],[297755],[298511],[304860],[304930],[306016],[306777],[315938],[316655],[316864],[317125],[321639],[321670],[325081],[331816],[331886],[332972],[333733],[340894],[340955],[350276],[351923],[352175],[352931],[356626],[357552],[357813],[361121],[361191],[367608],[367669],[379005],[385246],[385740],[385810],[386896],[387657],[390468],[392115],[393123],[396464],[396525],[405005],[413581],[413651],[414427],[419634],[420068],[420129],[424792],[425878],[438429],[438499],[439275],[446562],[446623],[447441],[451853],[455103],[457184],[469874],[469935],[470753],[478199],[479707],[485379],[485449],[486225],[499661],[505724],[513036],[513097],[513915],[518017],[525104],[538565],[542489],[559462],[563729],[581158],[593284],
     [142359,270768],[142390,342496],[142702,342828],[163821,297482],[163852,369210],[164164,369542],[169672,376748],[170826,377804],[171087,306447],[191617,330443],[191648,401392],[192984,402748],[194138,403804],[194399,333403],[200801,411521],[202070,342082],[210771,351902],[210802,421670],[211114,422002],[218959,430647],[223032,294479],[223958,434748],[224219,366268],[225649,436369],[226918,368796],[234078,376688],[241715,384367],[241746,451490],[243082,452846],[244236,453902],[244497,387327],[253168,462848],[255664,464738],[257311,330464],[258319,400978],[260078,402688],[267715,410367],[267746,474802],[271419,477597],[275492,348899],[276418,481698],[276679,418728],[278109,483319],[279378,421256],[288129,492445],[288698,430587],[291198,432666],[292284,365837],[298133,499059],[302206,375613],[303132,503160],[303393,443576],[307092,506010],[309588,507900],[311235,384388],[312243,451076],[314002,452786],[324305,462471],[327162,398705],[331322,411246],[334048,525390],[336544,527280],[338191,410388],[339199,474388],[342549,531349],[343118,477537],[345618,479616],[346704,418297],[352553,537963],[360312,430164],[361967,544729],[367174,444482],[369263,548503],[369832,498999],[372332,501078],[373418,443145],[378229,505633],[381086,448803],[387972,559748],[397343,520564],[401445,567611],[401755,475165],[404229,525013],[407086,472115],[412772,477114],[421723,578209],[422292,537903],[431249,493451],[432757,501169],[435173,546912],[437620,498576],[451543,592730],[454327,559371],[462562,520655],[466829,523161],[474855,603192],[482123,576618],[484570,537480],[495394,547003],[503585,589235],[509991,557519],[529371,572391],[534298,576709],[551452,589326],[568165,603746]
   ]
cell #1303 :
  |C| = 315
  W-rep = phi[[2, 1],[3, 1]]+phi[[2],[3, 2]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [142454],[163916],[171187],[191712],[194499],[202083],[202445],[202821],[210866],[223813],[224319],[226931],[227293],[227669],[234091],[234170],[235383],[241810],[244597],[258111],[258332],[258694],[260091],[260170],[261383],[267810],[268930],[276273],[276779],[279391],[279753],[280129],[288711],[288790],[291211],[293077],[293848],[295644],[302987],[303493],[312035],[312256],[312618],[314015],[314094],[315307],[324318],[324869],[327255],[327326],[335948],[338991],[339212],[339574],[343131],[343210],[345631],[347497],[348268],[350064],[360405],[360476],[369845],[369924],[371710],[372345],[374211],[374982],[378242],[378793],[381179],[381250],[397356],[404242],[404793],[406108],[407179],[407250],[412865],[412936],[422305],[422384],[431342],[431413],[435186],[436628],[437713],[437784],[454340],[454891],[463107],[466922],[466993],[482136],[484663],[484734],[495939],[503598],[510084],[510155],[529464],[529535],[534843],[551997],[570430],
     [117033,307350],[124053,181061],[124212,247161],[136413,334306],[142736,342856],[143539,203980],[143698,272172],[150906,282157],[151042,213138],[164198,369570],[165001,228828],[165160,298886],[169706,376776],[170681,236795],[171533,378514],[172242,307580],[172378,237301],[179575,388230],[180634,246799],[193018,402776],[193993,262795],[194845,404514],[195554,334536],[195690,263301],[200888,411572],[201026,341058],[201862,271589],[203553,271810],[211148,422030],[211951,281288],[212110,353306],[218993,430675],[225736,436420],[225874,367772],[226710,298303],[228401,298524],[234282,304943],[234612,306809],[243116,452874],[244091,316719],[244943,454612],[245652,388460],[245788,317225],[249781,321734],[249940,393498],[253255,462899],[253393,396628],[260282,331899],[260612,333765],[268859,340987],[271453,477625],[278196,483370],[278334,420232],[279170,352723],[280861,352944],[283569,357407],[285130,427442],[285266,357913],[288902,361204],[295573,367701],[298167,499087],[307179,506061],[307317,446726],[308992,389872],[314206,385823],[314536,387689],[318780,457348],[319616,392915],[321307,393136],[324798,396557],[334135,525441],[334273,470038],[343322,413664],[344160,478363],[344996,424170],[349993,420161],[352587,537991],[354894,424805],[355224,426671],[370036,438512],[370874,499825],[378722,446655],[379778,447454],[380108,456206],[388059,559799],[388197,513200],[390185,457277],[404722,469967],[405778,470766],[411780,483578],[414144,478292],[422496,485462],[423334,538729],[438992,499754],[445570,506269],[454820,513129],[455876,513928],[460450,563893],[468882,525649],[485942,538658],[490558,542502],[512044,560007],[517734,563822],[540618,581703],[555558,595549]
   ]
cell #1304 :
  |C| = 315
  W-rep = phi[[2, 1],[3, 1]]+phi[[2],[3, 2]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [92825],[107925],[109979],[115729],[132778],[132856],[135109],[141324],[141675],[146829],[148883],[160208],[160530],[162786],[163137],[168291],[169485],[170057],[175940],[176018],[178271],[188665],[190582],[190933],[192797],[193369],[196602],[199252],[199330],[200691],[201261],[207158],[207480],[209736],[210087],[218200],[218772],[221217],[223189],[225539],[226109],[229560],[232006],[232328],[233955],[238763],[240680],[241031],[242895],[243467],[252472],[253058],[255554],[259955],[263692],[264763],[266680],[267031],[270660],[271232],[273677],[275649],[277999],[278569],[288019],[288575],[289647],[295988],[297374],[297946],[300391],[302363],[306396],[306982],[309478],[313879],[325213],[325771],[330335],[333352],[333938],[336434],[342439],[342995],[351794],[352366],[361857],[365659],[366217],[369153],[369709],[384259],[387276],[387862],[401335],[410259],[418119],[418677],[421613],[422169],[442967],[443525],[451433],[471661],[474745],
     [46015,181715],[57057,204634],[60947,213851],[69674,229482],[73014,236878],[74095,238014],[78759,247566],[78880,247917],[87886,262878],[88967,264014],[92903,271682],[94068,272577],[94189,272928],[99380,281942],[99755,282945],[110057,298396],[111222,299291],[111343,299642],[115141,305051],[115407,306822],[115882,307447],[117204,308368],[122244,316802],[123325,317938],[125728,249350],[134521,332007],[134787,333778],[135262,334403],[136584,335324],[140793,341000],[141053,341160],[141342,342866],[148961,352816],[150126,353711],[150247,354062],[151954,215241],[153035,284788],[156382,361312],[162255,367714],[162515,367874],[162804,369580],[169503,376786],[170031,378504],[173290,246700],[177683,385931],[177949,387702],[178424,388327],[179746,389248],[181793,249428],[182958,320604],[183079,320955],[186315,396570],[186575,396730],[192815,402786],[193343,404504],[200665,411562],[203332,413772],[204712,282020],[209205,420174],[209465,420334],[209754,422040],[213263,354811],[213529,284466],[215326,356783],[218790,430685],[225513,436410],[228180,438620],[236413,446668],[236673,446828],[237426,379695],[237692,317616],[242913,452884],[243441,454602],[247035,318687],[247295,390358],[253032,462889],[262413,469980],[262673,470140],[263426,405695],[269274,350408],[271250,477635],[272046,344067],[272306,414317],[277973,483360],[280640,485570],[297964,499097],[298760,370781],[299020,439165],[305838,379137],[306956,506051],[316337,513142],[316597,513302],[317350,455793],[332794,405137],[333912,525431],[352384,538001],[353180,423241],[353440,486115],[358038,490475],[386718,455235],[387836,559789],[393372,460357],[393632,517907],[425700,489917],[448349,514823]
   ]
cell #1305 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[3]]+phi[[2, 1],[3, 1]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [203296],[213109],[213227],[228144],[236186],[237272],[237390],[246808],[247062],[262186],[263272],[263390],[269047],[270860],[271009],[271819],[272073],[280604],[282150],[295761],[297574],[297723],[298533],[298787],[304828],[304952],[306551],[307573],[316110],[317196],[317314],[324986],[331784],[331908],[333507],[334529],[341051],[342091],[350181],[351994],[352143],[352953],[353207],[357884],[358002],[361089],[361213],[367765],[368805],[376697],[378910],[385708],[385832],[387431],[388453],[392186],[393145],[393399],[396621],[402697],[404910],[413549],[413673],[419705],[420225],[421265],[424814],[426413],[427435],[430596],[438397],[438521],[446719],[447463],[452388],[452795],[455008],[457341],[458381],[470031],[470775],[477546],[478356],[482441],[485347],[485471],[487477],[499008],[499818],[506608],[507984],[513193],[513937],[525988],[531433],[537912],[538722],[542511],[548587],[560346],[563886],[578293],[582042],[596588],[606479],
     [171158,235927],[171276,306444],[171542,306774],[194470,261927],[194588,333400],[194854,333730],[200897,340952],[202092,342079],[202346,270687],[224290,294392],[224408,366265],[225745,367666],[226940,368793],[227194,297401],[234100,376685],[235376,306006],[244568,315851],[244686,387324],[244952,387654],[253264,396522],[257382,330535],[258341,400975],[258595,330362],[260100,402685],[261376,332962],[268923,340884],[276750,348812],[276868,418725],[278205,420126],[279400,421253],[279654,351821],[288720,430584],[291220,432663],[292819,366372],[293841,365827],[295637,367598],[303464,375526],[303582,443573],[307188,446620],[311306,384459],[312265,451073],[312519,384286],[314024,452783],[315300,386886],[324327,462468],[324862,396454],[327319,398695],[328359,400987],[334144,469932],[338262,410459],[339221,474385],[339475,410286],[343140,477534],[345640,479613],[347239,418832],[348261,418287],[350057,420058],[360469,430154],[363219,432675],[367245,444553],[369854,498996],[372354,501075],[373953,443680],[374975,443135],[378251,505630],[378786,446552],[381243,448793],[382283,451085],[388068,513094],[395811,462480],[397365,520561],[402290,475700],[404251,525010],[404786,469864],[407243,472105],[408283,474397],[412929,477104],[415679,479625],[422314,537900],[431406,493441],[435195,546909],[435491,503903],[437777,498566],[440527,501087],[445909,505642],[454349,559368],[454884,513026],[463446,520573],[464822,527364],[466986,523151],[469221,525022],[482145,576615],[484727,537470],[492529,544813],[496278,546921],[503607,589232],[510148,557509],[512383,559380],[522239,567695],[529528,572381],[535182,576627],[552336,589244],[556597,592814],[571469,603276],[585732,614946]
   ]
cell #1306 :
  |C| = 245
  W-rep = phi[[2, 2, 1],[2]]+phi[[2, 2],[2, 1]]
  special rep = phi[[2, 2],[2, 1]] , dim = 140
  orbit = [4, 4, 4, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [182357],[208836],[214200],[242099],[247135],[248246],[272146],[273905],[277102],[282433],[298860],[306624],[307856],[309652],[333580],[334812],[342613],[345277],[353280],[369327],[377888],[387504],[388736],[393472],[403888],[421787],[426486],[427718],[452461],[453986],[458903],[482963],[488668],[510529],[533503],
     [85457,133420],[106884,160879],[107988,223914],[119815,176582],[130563,188765],[130701,255620],[131674,191262],[139195,199894],[145788,207829],[146892,276374],[155469,218300],[155607,288085],[158016,290845],[158175,221277],[161886,233684],[167250,232677],[168354,303088],[173725,238863],[173863,309544],[174836,241360],[185402,323952],[185561,252532],[188314,255278],[192001,268099],[197037,264863],[197175,336500],[198148,267360],[202419,270760],[202557,342505],[204966,345265],[205125,273737],[217849,287743],[219686,289747],[219824,361923],[221445,300619],[224642,303816],[227267,297474],[227405,369219],[229814,371979],[229973,300451],[235500,377876],[235659,306456],[238412,309202],[252700,325999],[253773,396990],[253932,325831],[255728,336608],[258668,330435],[258806,401401],[261500,403876],[261659,333412],[264412,336158],[270309,342163],[279727,351894],[279865,421679],[287375,429618],[288193,362031],[289296,361581],[290857,371991],[292892,366445],[293965,434820],[294124,366277],[297023,368877],[312592,384359],[312730,451499],[315424,453974],[315583,387336],[323583,395369],[323964,397002],[328063,465198],[328881,401509],[329984,401059],[339548,410359],[339686,474811],[347312,418905],[348385,481770],[348544,418737],[351443,421337],[359659,429630],[364029,433199],[364410,434832],[374026,443753],[375099,503232],[375258,443585],[381987,508360],[382805,451607],[383908,451157],[399137,465210],[402363,475773],[407987,527740],[408805,474919],[409908,474469],[416489,480149],[416870,481782],[432150,545189],[436013,504425],[441337,501611],[441718,503244],[449235,508372],[464256,521097],[467367,529909],[472547,527752],[493883,545201],[494599,550657],[519860,565966]
   ]
cell #1307 :
  |C| = 315
  W-rep = phi[[2, 1],[3, 1]]+phi[[2],[3, 2]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [202519],[227367],[235754],[258768],[261754],[270222],[270580],[270997],[279827],[293692],[294219],[296936],[297294],[297711],[304741],[304816],[305994],[312692],[315678],[329662],[329897],[330255],[331697],[331772],[332950],[339648],[340872],[348112],[348639],[351356],[351714],[352131],[361002],[361077],[363371],[365069],[365815],[367586],[374826],[375353],[383586],[383821],[384179],[385621],[385696],[386874],[395963],[396442],[398623],[398683],[406723],[409586],[409821],[410179],[413462],[413537],[415831],[417529],[418275],[420046],[430082],[430142],[438310],[438385],[440120],[440679],[442377],[443123],[446061],[446540],[448721],[448781],[463598],[469373],[469852],[471071],[472033],[472093],[477032],[477092],[485260],[485335],[493369],[493429],[496430],[497654],[498494],[498554],[512535],[513014],[520185],[523079],[523139],[535334],[537398],[537458],[546533],[552488],[557437],[557497],[572309],[572369],[576239],[588856],[601872],
     [171979,379057],[180879,247235],[181080,318607],[195291,405057],[202857,413235],[203798,272246],[203999,343987],[212788,354409],[212936,282528],[227705,438083],[228646,298960],[228847,370701],[234206,444868],[235227,307424],[236154,446330],[236951,379293],[237099,307951],[245389,455155],[246776,318249],[260206,468180],[261227,334380],[262154,469642],[262951,405293],[263099,334907],[269015,476042],[269153,411665],[269987,343394],[271787,343629],[280165,485033],[281106,353380],[281307,423161],[288826,492842],[295729,497504],[295867,436513],[296701,370108],[298501,370343],[304920,376849],[305248,378547],[314130,511342],[315151,388304],[316078,512804],[316875,455391],[317023,388831],[321552,393572],[321753,460277],[324954,520035],[325092,462992],[331876,402849],[332204,404547],[340812,411605],[343246,531746],[350149,536408],[350287,483463],[351121,422568],[352921,422803],[355839,427286],[357563,490073],[357711,427813],[361181,430748],[367526,436453],[369960,548900],[378878,554393],[379016,506154],[380723,456821],[385800,452947],[386128,454645],[390479,515255],[391313,459684],[393113,459919],[396382,462932],[404878,569265],[405016,525534],[413641,477698],[414438,532333],[415272,487070],[419986,483403],[422420,578606],[424782,487629],[425110,489327],[438489,499160],[439286,549487],[446480,506094],[447431,506760],[447759,514233],[454976,594384],[455114,559892],[457102,515195],[469792,525474],[470743,526140],[476192,536558],[478117,532273],[485439,538064],[486236,579193],[499579,549427],[505254,554543],[512954,559832],[513905,560498],[518028,597488],[524634,569415],[538483,579133],[542479,582194],[558992,594534],[563647,597428],[580688,609603],[591410,618584]
   ]
cell #1308 :
  |C| = 245
  W-rep = phi[[2, 2, 1],[2]]+phi[[2, 2],[2, 1]]
  special rep = phi[[2, 2],[2, 1]] , dim = 140
  orbit = [4, 4, 4, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [248789],[277645],[283736],[313041],[318577],[319805],[343957],[345757],[349030],[354671],[370671],[378368],[379555],[381326],[404368],[405555],[413012],[415553],[423131],[437860],[445783],[454466],[455653],[460247],[469095],[484810],[489148],[490335],[511009],[512257],[516602],[536075],[540831],[557825],[575313],
     [132217,191805],[159478,223980],[160838,293820],[175379,241903],[188555,255686],[188724,327298],[189783,258300],[198691,267903],[206428,276440],[207788,348240],[218090,288151],[218259,360448],[221026,363135],[221077,291179],[225185,304359],[231276,303154],[232636,374954],[238653,309610],[238822,381222],[239881,312224],[252281,395727],[252332,324286],[255349,327071],[259117,339997],[264653,336566],[264822,407222],[265881,339180],[270550,342571],[270719,412908],[273486,415595],[273537,345599],[287814,360221],[289537,361989],[289706,431385],[291337,372471],[294610,375744],[297264,369285],[297433,437756],[300200,440443],[300251,372313],[306205,445825],[306256,378210],[309273,380995],[324444,397482],[325580,463362],[325631,397324],[327402,407326],[330225,401467],[330394,466965],[333161,469137],[333212,404210],[336229,406995],[342234,412681],[351684,421745],[351853,484706],[359930,492120],[360552,431489],[361652,431158],[363093,440401],[364890,435312],[366026,496194],[366077,435154],[368948,437529],[384149,451565],[384318,510127],[387085,512299],[387136,454308],[395440,462083],[395685,463320],[399408,521830],[400030,467069],[401130,466738],[410149,474877],[410318,529507],[417350,482262],[418486,535098],[418537,482104],[421408,484479],[429504,492078],[433270,494915],[433515,496152],[442198,503724],[443334,552252],[443385,503566],[449506,556188],[450128,510231],[451228,509900],[465084,521788],[467847,530389],[472818,571060],[473440,529611],[474540,529280],[480220,533819],[480465,535056],[494154,584208],[497171,553229],[501682,550973],[501927,552210],[508246,556146],[521168,566282],[523467,572697],[527626,571018],[545075,584166],[545607,587930],[565365,598972]
   ]
cell #1309 :
  |C| = 245
  W-rep = phi[[2, 2, 1],[2]]+phi[[2, 2],[2, 1]]
  special rep = phi[[2, 2],[2, 1]] , dim = 140
  orbit = [4, 4, 4, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [152372],[177034],[181956],[208435],[213101],[214137],[237264],[238955],[242036],[247072],[263264],[270852],[272083],[273842],[297566],[298797],[306561],[309212],[317188],[333517],[342173],[351986],[353217],[357876],[368887],[387441],[392178],[393409],[419697],[421347],[426423],[452398],[458463],[482523],[508066],
     [66608,161372],[85056,191335],[85554,258288],[96314,208322],[105785,221350],[105831,291167],[106821,223917],[113468,233170],[119414,241433],[119912,312212],[127988,252605],[128034,324274],[130331,326996],[130500,255623],[133872,200346],[138794,267433],[139292,339168],[144689,273810],[144735,345587],[145725,276377],[155237,360146],[155406,288088],[157994,290848],[161485,233283],[166151,300524],[166197,372301],[167187,303091],[171150,306529],[171196,378198],[173493,380920],[173662,309547],[185380,323955],[187166,325904],[187212,397312],[188857,264955],[191938,268036],[194462,333485],[194508,404198],[196805,406920],[196974,336503],[202187,412606],[202356,342508],[204944,345268],[218392,289839],[219454,431083],[219623,361926],[221382,300556],[224282,366350],[224328,435142],[227035,437454],[227204,369222],[229792,371982],[235478,377879],[244560,387409],[244606,454296],[251782,462008],[252637,325936],[253751,396993],[255288,336168],[257374,330527],[258436,466663],[258605,401404],[261478,403879],[276742,418810],[276788,482092],[279495,484404],[279664,421682],[287353,429621],[287753,361591],[291974,494840],[292829,366382],[293943,434823],[303456,443658],[303502,503554],[311298,384451],[312360,509825],[312529,451502],[315402,453977],[323426,395379],[328041,465201],[328441,401069],[338254,410451],[339316,529205],[339485,474814],[346394,533744],[347249,418842],[348363,481773],[363872,433209],[367237,444545],[373108,550898],[373963,443690],[375077,503235],[381965,508363],[382365,451167],[398119,566207],[402300,475710],[407965,527743],[408365,474479],[416332,480159],[432128,545192],[435573,503985],[441180,501621],[464099,521107],[464904,527446],[492611,544895]
   ]
cell #1310 :
  |C| = 245
  W-rep = phi[[2, 1],[2, 2]]+phi[[1, 1],[3, 2]]
  special rep = phi[[2, 1],[2, 2]] , dim = 140
  orbit = [4, 4, 3, 3]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [165309],[193163],[219138],[225462],[252981],[258120],[259880],[287283],[288500],[293173],[312044],[323487],[327971],[329188],[339000],[347593],[363933],[371719],[374307],[381895],[383112],[406204],[407895],[409112],[416393],[432058],[436724],[439646],[441241],[463203],[464160],[468398],[493060],[497483],[520014],
     [99940,282252],[117389,307675],[124030,246903],[124361,182454],[136769,334631],[141897,341773],[143516,271914],[143847,212259],[151051,213147],[163359,368487],[164978,298628],[169851,243261],[170413,377350],[170658,305706],[172387,237310],[179931,388555],[191155,400669],[193725,403350],[193970,332662],[195699,263310],[200614,277922],[201638,341703],[201871,271598],[210309,420947],[211928,353048],[215511,427537],[223545,434294],[223790,365527],[226486,368417],[226719,298312],[233880,313804],[234708,306905],[234854,377411],[241253,450767],[243823,453448],[244068,386586],[245797,317234],[248139,458063],[249758,393240],[257887,400599],[260708,333861],[260854,403411],[267253,474079],[269513,342920],[273150,479078],[276005,481244],[276250,417987],[278946,420877],[279179,352732],[283301,488130],[283546,425568],[285275,357922],[293319,434355],[296227,369634],[299864,500540],[302719,502706],[302964,442835],[308724,507261],[308969,448217],[311811,450697],[314632,387785],[314778,453509],[319392,457993],[319625,392924],[321177,517241],[335680,526641],[335925,471529],[338767,474009],[342795,531515],[344772,479008],[345005,424179],[347739,481305],[350647,422094],[354284,539444],[355320,426767],[355466,488191],[357139,541610],[357384,489785],[369509,548669],[371486,500470],[374453,502767],[378483,506365],[380204,456302],[380350,507322],[389604,560999],[389849,514691],[390839,459210],[392691,517171],[404483,525745],[406350,526702],[411876,483674],[413107,531964],[414798,486596],[421969,578375],[423946,539374],[426913,541671],[437955,549118],[445086,511560],[445738,554372],[454581,560103],[456448,561060],[469050,569244],[476021,536387],[484905,578824],[512212,594363]
   ]
cell #1311 :
  |C| = 175
  W-rep = phi[[2, 2, 2],[1]]+phi[[2, 1],[2, 2]]
  special rep = phi[[2, 1],[2, 2]] , dim = 140
  orbit = [4, 4, 3, 3]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 140
     105 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [124840],[147371],[150989],[151142],[172325],[172478],[173954],[180749],[195637],[195790],[201809],[202648],[203668],[204977],[226657],[227496],[228516],[234920],[235097],[235511],[238403],[245735],[245888],[258058],[260920],[261097],[261511],[269744],[270300],[279117],[279956],[280976],[285213],[285366],[293385],[293562],[296458],[297014],[305478],[311982],[314844],[315021],[315435],[319563],[320402],[321422],[329419],[332434],[338938],[344943],[347805],[347982],[349627],[350878],[351434],[355532],[355709],[356123],[365299],[371657],[374519],[374696],[380416],[380593],[383343],[384743],[386358],[391070],[391626],[392862],[406416],[406593],[409343],[413173],[415029],[416053],[417759],[419145],[424117],[425340],[426979],[427156],[438021],[439877],[442607],[446283],[447989],[448951],[456514],[456691],[459441],[469595],[471301],[477262],[479454],[484971],[486827],[489557],[498724],[505471],[512757],[514463],[524851],[537628],[559209],
     [108467,168833],[130792,197266],[155698,219915],[158027,229825],[185413,253784],[188305,264403],[190380,258897],[217284,287386],[217840,289287],[222529,293976],[240478,312821],[251554,323574],[256266,328074],[256822,329975],[266478,339777],[274989,348396],[291746,364020],[295207,376341],[301703,375110],[310190,381998],[310746,383899],[330819,410743],[337146,407998],[337702,409899],[346166,416480],[362569,432161],[363593,440901],[366685,443993],[372880,441328],[396185,463820],[397891,464247],[398853,472263],[430312,493599],[432504,500916],[462309,520402]
   ]
cell #1312 :
  |C| = 175
  W-rep = phi[[2, 2],[2, 1]]+phi[[1],[3, 3]]
  special rep = phi[[2, 2],[2, 1]] , dim = 140
  orbit = [4, 4, 4, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 140
     105 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [67077],[85612],[96783],[105889],[107440],[113937],[119970],[128092],[130605],[132347],[137386],[139350],[144793],[146344],[155511],[158007],[158277],[165367],[166255],[167806],[171254],[173767],[175509],[185393],[185663],[187270],[188321],[193221],[194566],[196117],[197079],[198821],[202461],[204957],[205227],[217856],[219196],[219728],[224386],[225923],[227309],[229805],[230075],[235491],[235761],[238419],[244664],[253442],[253764],[254034],[258178],[258710],[259912],[261491],[261761],[264419],[270316],[276846],[279769],[287366],[288532],[289303],[293634],[293956],[294226],[297030],[303560],[312102],[312634],[315415],[315685],[323519],[323590],[328054],[329220],[329991],[339058],[339590],[348054],[348376],[348646],[351450],[363965],[364036],[371777],[374768],[375090],[375360],[381978],[383144],[383915],[406665],[407978],[409144],[409915],[416425],[416496],[432141],[439678],[441273],[441344],[464192],[464263],[468430],[493092],
     [100557,152841],[118006,180548],[124419,182512],[143905,212317],[151109,213205],[151469,214756],[169909,243319],[172445,237368],[172805,246215],[180821,247177],[195757,263368],[201075,278383],[201929,271656],[203740,272188],[226777,298370],[228588,298902],[233912,313836],[235169,307366],[245855,317292],[261169,334322],[269545,342952],[279237,352790],[281048,353322],[285333,357980],[296259,369666],[315093,388246],[319683,392982],[321494,393514],[345063,424237],[350679,422126],[355781,427228],[380665,456763],[390871,459242],[414830,486628],[445118,511592]
   ]
cell #1313 :
  |C| = 245
  W-rep = phi[[2, 1],[2, 2]]+phi[[1, 1],[3, 2]]
  special rep = phi[[2, 1],[2, 2]] , dim = 140
  orbit = [4, 4, 3, 3]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [229051],[260361],[288981],[295477],[324702],[329669],[331512],[359738],[360817],[365148],[383593],[395264],[399216],[400295],[409593],[417608],[433094],[440127],[442456],[449314],[450393],[471150],[472626],[473705],[480044],[493962],[497733],[500166],[501506],[520264],[520992],[524276],[544455],[547717],[565421],
     [151079,282265],[172415,307688],[180838,318343],[181284,248919],[195727,334644],[201899,341786],[203757,343723],[204203,281511],[212943,282535],[226747,368500],[228605,370437],[234361,314285],[234828,377443],[235186,377514],[237106,307958],[245825,388568],[258148,400682],[260828,403443],[261186,403514],[263106,334914],[268763,349897],[269649,412198],[269994,343401],[279207,420960],[281065,422897],[285303,427550],[293293,434387],[293651,434458],[296363,437046],[296708,370115],[304556,385436],[305327,378626],[305367,445362],[312072,450780],[314752,453541],[315110,453612],[317030,388838],[319653,458076],[321511,460013],[329324,466255],[332283,404626],[332323,468674],[339028,474092],[341399,413277],[345033,479091],[347713,481337],[348071,481408],[350783,483996],[351128,422575],[355440,488223],[355798,488294],[357718,427820],[365188,495731],[368113,438125],[371747,500553],[374427,502799],[374785,502870],[380324,507354],[380682,507425],[383248,509417],[386207,454724],[386247,511836],[390975,515788],[391320,459691],[392952,517254],[406324,526734],[406682,526805],[409248,528797],[412510,531996],[414934,532866],[415279,487077],[417648,534635],[420573,485075],[424207,539457],[425189,489406],[425229,540410],[426887,541703],[427245,541774],[437358,549150],[439782,550020],[442496,551789],[445674,554622],[447838,514312],[447878,555350],[456422,561092],[456780,561163],[457689,516867],[459346,563155],[468986,569494],[471190,570222],[476271,536637],[476699,574161],[478704,539070],[484308,578856],[486732,579726],[489446,581495],[498161,586778],[504896,558634],[504974,590540],[512148,594613],[514352,595341],[524354,601002],[530563,577423],[537065,607525],[558712,617714]
   ]
cell #1314 :
  |C| = 245
  W-rep = phi[[2, 2, 1],[2]]+phi[[2, 2],[2, 1]]
  special rep = phi[[2, 2],[2, 1]] , dim = 140
  orbit = [4, 4, 4, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [100882],[121061],[124887],[147418],[151189],[152019],[172525],[174001],[176681],[180919],[195837],[202695],[203838],[205433],[227543],[228686],[235967],[238446],[245935],[261967],[270343],[280003],[281146],[285413],[297057],[315891],[320449],[321592],[349674],[351477],[356579],[385199],[391669],[419188],[448994],
     [37812,108424],[50538,133036],[58559,147328],[65425,158452],[66255,160818],[71176,168790],[75657,176198],[81996,185838],[84019,188704],[85002,191258],[86703,140441],[90529,199510],[95131,205402],[95961,207768],[103408,218239],[105559,220919],[105731,221273],[108514,168880],[112285,230250],[113115,232616],[116354,235936],[118377,238802],[119360,241356],[127762,252174],[127934,252528],[129363,254209],[130318,255274],[130839,197313],[133519,199993],[135734,261936],[137757,264802],[138740,267356],[142312,270699],[144463,273379],[144635,273733],[155224,287739],[155745,219962],[156888,289686],[158483,230281],[161155,294401],[163774,297413],[165925,300093],[166097,300447],[170924,306098],[171096,306452],[173480,309198],[178896,315860],[185869,254240],[186940,325473],[187112,325827],[188348,264446],[190427,258944],[191570,330374],[194236,333054],[194408,333408],[196792,336154],[202174,342159],[208105,348821],[210724,351833],[217466,359823],[217883,289330],[219441,361577],[222985,294432],[224056,365919],[224228,366273],[227022,368873],[232953,375535],[240525,312868],[241668,384298],[244334,386978],[244506,387332],[251597,323617],[251769,395365],[256448,399301],[256865,330018],[258423,401055],[266525,339824],[267668,410298],[275445,348852],[276516,418379],[276688,418733],[279482,421333],[291789,364063],[291961,433195],[295254,376388],[302159,375566],[303230,443227],[303402,443581],[310372,449399],[310789,383942],[312347,451153],[331275,411199],[337328,472711],[337745,409942],[339303,474465],[346209,416523],[346381,480145],[362751,494047],[366728,444036],[372923,441371],[373095,501607],[397934,464290],[398106,521093],[398896,472306],[430355,493642]
   ]
cell #1315 :
  |C| = 175
  W-rep = phi[[2, 2, 2],[1]]+phi[[2, 1],[2, 2]]
  special rep = phi[[2, 1],[2, 2]] , dim = 140
  orbit = [4, 4, 3, 3]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 140
     105 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [181902],[208381],[212875],[213047],[237038],[237210],[238901],[246890],[263038],[263210],[269926],[270798],[271901],[273386],[296640],[297512],[298615],[305521],[305693],[306105],[309176],[316962],[317134],[329601],[332477],[332649],[333061],[341603],[342137],[351060],[351932],[353035],[357650],[357822],[365342],[365514],[368317],[368851],[377314],[383525],[386401],[386573],[386985],[391252],[392124],[393227],[400499],[403314],[409525],[415211],[417802],[417974],[419643],[420777],[421311],[425383],[425555],[425967],[434258],[440059],[442650],[442822],[448032],[448204],[450597],[451942],[453412],[457893],[458427],[459623],[471344],[471516],[473909],[477305],[478908],[479796],[481208],[482487],[487009],[488094],[489600],[489772],[498767],[500370],[502670],[505813],[507225],[508030],[514506],[514678],[517071],[525193],[526605],[531479],[533251],[537671],[539274],[541574],[548633],[553966],[559551],[560963],[568838],[578339],[593957],
     [161431,233229],[188803,264901],[218338,289785],[220926,300100],[252181,325480],[255252,336132],[257320,330473],[287183,359830],[287717,361555],[292373,365926],[311244,384397],[323390,395343],[327871,399308],[328405,401033],[338200,410397],[346793,418386],[363836,433173],[367183,444491],[373507,443234],[381795,449406],[382329,451131],[401844,475254],[407795,472718],[408329,474443],[416296,480123],[431958,494054],[432846,501258],[435537,503949],[441144,501585],[462651,520744],[464063,521071],[464868,527410],[492575,544859],[494347,550405],[519608,565714]
   ]
cell #1316 :
  |C| = 175
  W-rep = phi[[2, 2],[2, 1]]+phi[[1],[3, 3]]
  special rep = phi[[2, 2],[2, 1]] , dim = 140
  orbit = [4, 4, 4, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 140
     105 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [107891],[132413],[146795],[158343],[160140],[168257],[175575],[185729],[188597],[190534],[196568],[198887],[205293],[207090],[218132],[220907],[221169],[229117],[230141],[231938],[235827],[238695],[240632],[252162],[252424],[254100],[255266],[260427],[261827],[263624],[264695],[266632],[270592],[273367],[273629],[287731],[289047],[289579],[294292],[295920],[297306],[300081],[300343],[306086],[306348],[309190],[315751],[325145],[325461],[325723],[329735],[330267],[331545],[333042],[333304],[336146],[342151],[348712],[351726],[359811],[360850],[361569],[365591],[365907],[366169],[368865],[375426],[383659],[384191],[386966],[387228],[395297],[395357],[399289],[400328],[401047],[409659],[410191],[418051],[418367],[418629],[421325],[433127],[433187],[440193],[442899],[443215],[443477],[449387],[450426],[451145],[471593],[472699],[473738],[474457],[480077],[480137],[494035],[500199],[501539],[501599],[521025],[521085],[524309],[544488],
     [151920,215207],[173256,246666],[181350,248985],[204269,281577],[213009,282601],[213461,284398],[234427,314351],[237172,308024],[237624,317548],[246967,318619],[263172,334980],[269206,350340],[270060,343467],[271978,343999],[296774,370181],[298692,370713],[304589,385469],[305770,379069],[317096,388904],[332726,405069],[341432,413310],[351194,422641],[353112,423173],[357784,427886],[368146,438158],[386650,455167],[391386,459757],[393304,460289],[415345,487143],[420606,485108],[425632,489849],[448281,514755],[457722,516900],[478737,539103],[504929,558667]
   ]
cell #1317 :
  |C| = 245
  W-rep = phi[[2, 1],[2, 2]]+phi[[1, 1],[3, 2]]
  special rep = phi[[2, 1],[2, 2]] , dim = 140
  orbit = [4, 4, 3, 3]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [299243],[331959],[361264],[367451],[396307],[400742],[402547],[429555],[430446],[434137],[450840],[461942],[465135],[466026],[474152],[481087],[494774],[500613],[502549],[508297],[509188],[526484],[527677],[528568],[533678],[545126],[547922],[549791],[550832],[565626],[566141],[568465],[583667],[585895],[598657],
     [212996,354501],[237159,379385],[247007,390070],[247518,320556],[263159,405385],[270047,412271],[272018,414029],[272529,353663],[282325,354763],[296761,437119],[298732,438877],[305003,385883],[305639,445395],[305810,445455],[307748,379647],[317083,455483],[329722,466328],[332595,468707],[332766,468767],[334704,405647],[340737,419911],[341711,476505],[341846,413724],[351181,484069],[353152,485827],[357771,490165],[365460,495764],[365631,495824],[368425,497967],[368560,438572],[376547,452645],[377193,446405],[377387,505104],[383646,509490],[386519,511869],[386690,511929],[388628,455745],[391373,515861],[393344,517619],[400607,522552],[403193,469717],[403387,524484],[409646,528870],[411969,477396],[415332,532939],[417920,534668],[418091,534728],[420885,536871],[421020,485522],[425501,540443],[425672,540503],[427610,490427],[434331,546383],[436817,498858],[440180,550093],[442768,551822],[442939,551882],[448150,555383],[448321,555443],[450705,556910],[453291,512879],[453485,558842],[458001,562035],[458136,517314],[459744,563228],[471462,570255],[471633,570315],[474017,571782],[477937,574194],[479016,574832],[479151,539517],[481281,576089],[483767,537762],[487130,579799],[487973,541453],[488167,580538],[489718,581528],[489889,581588],[499399,586811],[500478,587449],[502743,588706],[506373,590745],[507104,560842],[507298,591260],[514624,595374],[514795,595434],[515559,562926],[517179,596901],[525753,601207],[526678,601722],[530768,577628],[531940,604414],[532637,579497],[538303,607558],[539382,608196],[541647,609453],[549094,612881],[553593,593584],[554263,615369],[560111,617919],[561036,618434],[569135,622045],[573278,606642],[578800,625984],[594254,632020]
   ]
cell #1318 :
  |C| = 175
  W-rep = phi[[2, 2],[2, 1]]+phi[[1],[3, 3]]
  special rep = phi[[2, 2],[2, 1]] , dim = 140
  orbit = [4, 4, 4, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 140
     105 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [160683],[190600],[207633],[221235],[223163],[232481],[240698],[252490],[255528],[257510],[264167],[266698],[273695],[275623],[287993],[290920],[291075],[299309],[300409],[302337],[306414],[309452],[311434],[324027],[324182],[325789],[327059],[332025],[333370],[335298],[336408],[338390],[342413],[345340],[345495],[360209],[361330],[361831],[366235],[367848],[369127],[372054],[372209],[377951],[378106],[380983],[387294],[396704],[397065],[397220],[400808],[401309],[402571],[403951],[404106],[406983],[412669],[418695],[421587],[429693],[430470],[431146],[434534],[434895],[435050],[437517],[443543],[450906],[451407],[454049],[454204],[461966],[462071],[465273],[466050],[466726],[474218],[474719],[481484],[481845],[482000],[484467],[494798],[494903],[500679],[502946],[503307],[503462],[508435],[509212],[509888],[526881],[527815],[528592],[529268],[533702],[533807],[545264],[549815],[550856],[550961],[566165],[566270],[568489],[583691],
     [214004,284941],[238167,318091],[247584,320622],[272595,353729],[282391,354829],[282919,356757],[305069,385949],[307814,379713],[308342,389222],[318419,390332],[334770,405713],[341134,420308],[341912,413790],[343799,414291],[368626,438638],[370513,439139],[376571,452669],[377590,446802],[388694,455811],[403590,470114],[411993,477420],[421086,485588],[422973,486089],[427676,490493],[436841,498882],[453688,513276],[458202,517380],[460089,517881],[479217,539583],[483791,537786],[488370,541850],[507501,561239],[515583,562950],[532661,579521],[553617,593608]
   ]
cell #1319 :
  |C| = 245
  W-rep = phi[[2, 1],[2, 2]]+phi[[1, 1],[3, 2]]
  special rep = phi[[2, 1],[2, 2]] , dim = 140
  orbit = [4, 4, 3, 3]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [371109],[402915],[430814],[436270],[462749],[466394],[468014],[492021],[492676],[495581],[509556],[519354],[521731],[522386],[528936],[534485],[545702],[550159],[551639],[556089],[556744],[570072],[570961],[571616],[575408],[584109],[585992],[587283],[588025],[598754],[599067],[600551],[611011],[612352],[620708],
     [282373,424514],[307796,447163],[318445,457081],[319015,392314],[334752,470475],[341894,476643],[343825,478096],[344395,423569],[354567,424669],[368608,498105],[370539,499558],[376915,453013],[377456,505128],[377616,505233],[379451,447318],[388676,513637],[400790,522690],[403456,524508],[403616,524613],[405451,470630],[411422,483220],[412208,530925],[412337,477764],[421068,537009],[422999,538462],[427658,542211],[434400,546407],[434560,546512],[437056,548079],[437185,499226],[444702,511176],[445212,505911],[445352,553712],[450888,557048],[453554,558866],[453714,558971],[455549,513792],[458184,562173],[460115,563626],[466265,567187],[468524,525291],[468664,568584],[474200,571920],[476339,531580],[479199,574970],[481350,576113],[481510,576218],[484006,577785],[484135,538130],[488236,580562],[488396,580667],[490231,542366],[495721,584901],[497801,548734],[500661,587587],[502812,588730],[502972,588835],[507367,591284],[507527,591389],[509427,592306],[511686,559649],[511826,593703],[515798,596080],[515927,563294],[517362,597039],[526747,601746],[526907,601851],[528807,602768],[532009,604438],[532876,604856],[533005,579865],[534625,605648],[536705,578440],[539565,608334],[540260,581345],[540400,608772],[541716,609477],[541876,609582],[549163,612905],[550030,613323],[551779,614115],[554632,615466],[555200,595191],[555340,615779],[561105,618458],[561265,618563],[561869,596735],[563165,619480],[569504,622142],[570212,622455],[573375,606739],[574151,624114],[574666,608030],[578869,626008],[579736,626426],[581485,627218],[586768,629231],[590089,617263],[590505,630683],[594623,632117],[595331,632430],[600967,634485],[603885,625455],[607515,636581],[617679,639706]
   ]
cell #1320 :
  |C| = 126
  W-rep = phi[[3, 1, 1],[1, 1]]
  special rep = phi[[3, 1, 1],[1, 1]] , dim = 126
  orbit = [6, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [127118],[132133],[154547],[158910],[159843],[175295],[183770],[184649],[189229],[190032],[190198],[198607],[205860],[206793],[217041],[221765],[222609],[225101],[230708],[231641],[239327],[240130],[240296],[248705],[254667],[256023],[256902],[258273],[259482],[265327],[266130],[266296],[274225],[275069],[277561],[284101],[287583],[290211],[293747],[294859],[295025],[300939],[301783],[304275],[309947],[310826],[312197],[313406],[320054],[320220],[323545],[323798],[326319],[328271],[329246],[329782],[330899],[336903],[337782],[339153],[340362],[348167],[349279],[349445],[356203],[359759],[359969],[362326],[363991],[364244],[365169],[366765],[374881],[375993],[376159],[382195],[383170],[383706],[384823],[391706],[394976],[395078],[395251],[399237],[399447],[400282],[408195],[409170],[409706],[410823],[416451],[416704],[417629],[419225],[429023],[429358],[432358],[432908],[433081],[441299],[441552],[442477],[444073],[449335],[449545],[450380],[461495],[464218],[464471],[464938],[472647],[472857],[473692],[479858],[480031],[493983],[494193],[501320],[501493],[508100],[520806],[520979],[527480],[543633],[544929],[564939]
   ]
cell #1321 :
  |C| = 315
  W-rep = phi[[2, 2, 1],[1, 1]]+phi[[2, 1, 1],[2, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [93319],[110473],[116337],[124116],[133272],[135717],[142310],[143602],[144461],[149377],[151172],[152017],[160033],[161138],[163772],[165064],[170922],[171403],[172508],[176434],[176679],[178879],[180917],[190165],[190410],[191568],[194234],[194715],[195820],[199746],[202433],[202678],[203836],[205431],[206983],[208088],[210722],[212014],[224535],[227281],[227526],[228684],[231831],[232936],[235732],[235965],[238444],[240263],[240508],[241666],[244332],[244813],[245918],[249844],[258682],[258927],[259672],[261732],[261965],[266263],[266508],[267666],[270341],[270487],[273358],[276995],[279741],[279986],[281144],[284291],[285396],[294197],[294992],[295237],[297055],[297201],[303709],[306077],[312606],[312851],[313596],[315656],[315889],[320187],[320432],[321590],[329063],[330162],[333033],[339562],[339807],[340552],[348617],[349412],[349657],[351475],[351621],[375331],[376126],[376371],[382987],[384086],[386957],[408987],[410086],
     [19260,222750],[27345,257009],[32363,275210],[37583,292345],[37731,222983],[40830,301924],[44057,310933],[49767,327843],[50521,256863],[51660,331040],[54519,337889],[58330,346765],[58478,275443],[61577,356344],[63613,287155],[65408,291787],[66253,224054],[66713,365005],[67636,366872],[70947,373479],[71095,302157],[74886,381767],[75640,310787],[76779,384964],[79638,391813],[81979,251595],[84017,256446],[85507,400125],[86474,401816],[86622,331273],[89758,407767],[90512,337743],[91651,410964],[95114,346207],[95959,276514],[96419,417465],[97342,419332],[100653,425939],[100801,356577],[103406,217464],[104698,431930],[105557,165923],[106038,432818],[106898,433470],[107377,294430],[108497,366726],[112268,372921],[113113,303228],[113573,442313],[114496,444180],[118375,310370],[119865,450223],[120832,451914],[120980,385197],[124870,391667],[127760,186938],[128241,462623],[129346,397932],[130577,464651],[130822,398894],[131747,330016],[133517,199991],[137755,337326],[139245,473535],[140212,475226],[140360,411197],[144942,479768],[145802,480420],[146281,348850],[147401,419186],[155483,492358],[155728,430353],[156886,362749],[158248,364061],[158481,230279],[159415,365898],[166404,501230],[167264,501882],[167743,375564],[168863,444034],[173739,507813],[173984,448992],[174909,383940],[185634,323615],[185867,254238],[187419,520716],[188346,264444],[188492,399280],[197051,527193],[197296,472304],[198221,409940],[205198,416521],[206365,418358],[217881,289328],[218027,359802],[219700,544642],[219945,493640],[220898,300072],[230046,441369],[231213,443206],[238590,449378],[252153,325452],[254005,464288],[264590,472690],[289474,494026]
   ]
cell #1322 :
  |C| = 126
  W-rep = phi[[3, 1, 1],[1, 1]]
  special rep = phi[[3, 1, 1],[1, 1]] , dim = 126
  orbit = [6, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [19261],[27353],[32364],[35221],[37654],[37739],[40831],[44065],[47707],[50290],[50601],[51661],[54527],[58401],[58486],[61578],[62972],[66002],[66333],[66714],[67644],[71018],[71103],[75409],[75720],[76780],[79646],[81013],[84668],[85515],[86545],[86630],[90281],[90592],[91652],[95708],[96039],[96420],[97350],[100724],[100809],[101853],[105221],[106109],[106177],[106906],[107385],[108577],[112862],[113193],[113574],[114504],[119026],[119873],[120903],[120988],[124950],[128312],[129940],[130585],[130902],[131755],[133597],[138406],[139253],[140283],[140368],[145013],[145081],[145810],[146289],[147481],[152097],[155491],[155808],[157537],[158256],[158561],[159407],[166475],[166543],[167272],[167751],[168943],[173747],[174064],[174917],[176759],[185642],[185947],[187490],[187558],[188259],[188484],[197059],[197376],[198229],[200071],[205206],[205511],[206357],[216778],[217794],[218019],[219708],[220025],[220810],[230054],[230359],[231205],[238357],[238582],[250849],[252065],[254013],[254318],[264357],[264582],[273270],[286447],[289241],[289466],[299984],[322957],[325364],[359200]
   ]
cell #1323 :
  |C| = 126
  W-rep = phi[[3, 1, 1],[1, 1]]
  special rep = phi[[3, 1, 1],[1, 1]] , dim = 126
  orbit = [6, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [19262],[27346],[32365],[37584],[37730],[40832],[44058],[49768],[50520],[51662],[54520],[58331],[58477],[61579],[63614],[65407],[66241],[66715],[67637],[70948],[71094],[74887],[75639],[76781],[79639],[81978],[84005],[85508],[86475],[86621],[89759],[90511],[91653],[95113],[95947],[96421],[97343],[100654],[100800],[103394],[104699],[105449],[106039],[106899],[107376],[108496],[112267],[113101],[113575],[114497],[118363],[119866],[120833],[120979],[124869],[127652],[128242],[129345],[130578],[130821],[131746],[133505],[137743],[139246],[140213],[140359],[144353],[144943],[145803],[146280],[147400],[152005],[153839],[155484],[155727],[156874],[158247],[158469],[159406],[165815],[166405],[167265],[167742],[168862],[173740],[173983],[174908],[176667],[185633],[185855],[186830],[187420],[188247],[188483],[197052],[197295],[198220],[199979],[205197],[205419],[206356],[216670],[217782],[218018],[219701],[219944],[220809],[230045],[230267],[231204],[238345],[238581],[250837],[252064],[254004],[254226],[264345],[264581],[273269],[286446],[289229],[289465],[299983],[322945],[325363],[359199]
   ]
cell #1324 :
  |C| = 245
  W-rep = phi[[2, 2, 1],[2]]+phi[[2, 2],[2, 1]]
  special rep = phi[[2, 2],[2, 1]] , dim = 140
  orbit = [4, 4, 4, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [61582],[76784],[79514],[97218],[100014],[100634],[117463],[118656],[120813],[124097],[136843],[142591],[143583],[144923],[164053],[165045],[171384],[173529],[180005],[194696],[202223],[211003],[211995],[215585],[227071],[244794],[248833],[249825],[277689],[279531],[284272],[313577],[319977],[349202],[381498],
     [19265,67106],[27221,85620],[32368,96812],[36944,105897],[37564,107442],[40835,113966],[43933,119978],[48239,128100],[49748,130607],[50502,132345],[51665,91656],[54395,139358],[57691,144801],[58311,146346],[63594,155513],[65323,158009],[65389,158275],[67512,114372],[70308,166263],[70928,167808],[73358,171262],[74867,173769],[75621,175507],[81894,185395],[81960,185661],[83105,187278],[83952,188319],[84298,138036],[86455,140193],[88230,194574],[89739,197081],[90493,198819],[93300,202463],[95029,204959],[95095,205225],[103341,217854],[103687,157167],[104679,219730],[106019,166385],[108269,224394],[110454,227311],[112183,229807],[112249,230073],[116252,235493],[116318,235759],[118310,238417],[122588,244672],[128222,187400],[129261,253766],[129327,254032],[130367,196841],[132261,191849],[133253,258712],[135632,261493],[135698,261759],[137690,264417],[142245,270314],[147173,276854],[149358,279771],[154957,287368],[155273,219490],[156821,289301],[160014,224516],[161053,293958],[161119,294224],[163707,297028],[168635,303568],[175423,241947],[176415,312636],[178794,315417],[178860,315683],[184833,251818],[185102,323588],[189639,328056],[189955,258472],[191503,329989],[198735,267947],[199727,339592],[206964,276976],[208003,348378],[208069,348644],[210657,351448],[221949,292010],[222218,364034],[225229,304403],[231812,303690],[232851,375092],[232917,375358],[239737,381980],[240053,312396],[241601,383913],[259653,340533],[265737,407980],[266053,339352],[267601,409913],[274409,346430],[274678,416494],[290621,432143],[294782,375916],[301123,373144],[301392,441342],[326503,398155],[326772,464261],[327574,407498],[360724,431661]
   ]
cell #1325 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[3]]+phi[[2, 1],[3, 1]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [78987],[94296],[99974],[111450],[116560],[117423],[123848],[124071],[135940],[136803],[142551],[143334],[143557],[150354],[150882],[164013],[164796],[165019],[169790],[170852],[171358],[172218],[179102],[179965],[183186],[193102],[194164],[194670],[195530],[200827],[201002],[202102],[210963],[211746],[211969],[214682],[215545],[219077],[225675],[225850],[226950],[234110],[235358],[242581],[243200],[244262],[244768],[245628],[248793],[249576],[249799],[253194],[253369],[260110],[261358],[268905],[271537],[277649],[278135],[278310],[279410],[282678],[283740],[285106],[288730],[295619],[298251],[307118],[307293],[308101],[313045],[314034],[315282],[318581],[318756],[324844],[334074],[334249],[335057],[343150],[343961],[344136],[345761],[350039],[352671],[369864],[370675],[370850],[378372],[378768],[387998],[388173],[388981],[404372],[404768],[422324],[423135],[423310],[427963],[454470],[454866],[460251],[460426],[489152],[511013],
     [56422,142537],[69039,163999],[73318,171280],[86286,191795],[88190,194592],[93051,202096],[93274,202542],[98745,210949],[107366,161361],[108229,224412],[110205,226944],[110428,227390],[114964,234104],[116047,235393],[120644,241893],[122548,244690],[132221,191809],[133004,258345],[133227,258791],[134344,260104],[135427,261393],[140024,267893],[140862,268940],[142024,270194],[146270,208311],[147133,276872],[149109,279404],[149332,279850],[156205,288724],[158420,291224],[159482,223984],[160848,293858],[162324,295654],[163486,296908],[167732,233159],[168595,303586],[169565,304713],[175383,241907],[176166,312269],[176389,312715],[177506,314028],[178589,315317],[185806,324331],[186384,324879],[188559,255690],[188734,327336],[192483,268581],[192877,331669],[198695,267907],[199478,339225],[199701,339671],[203155,343144],[205370,345644],[206432,276444],[207798,348278],[209274,350074],[210436,351328],[218094,288155],[218269,360486],[218852,360974],[225189,304363],[228003,369858],[230218,372358],[231280,303158],[232646,374992],[235904,378255],[236482,378803],[238657,309614],[238832,381260],[242975,385593],[254177,397369],[259121,340001],[261904,404255],[262482,404803],[264657,336570],[264832,407260],[270554,342575],[270729,412946],[271312,413434],[280463,422318],[289541,361993],[289716,431423],[291341,372475],[294369,435199],[297268,369289],[297443,437794],[298026,438282],[315828,454353],[316406,454901],[324448,397486],[330229,401471],[330404,467003],[348789,482149],[351688,421749],[351863,484744],[352446,485232],[364894,435316],[375503,503611],[384153,451569],[384328,510165],[410153,474881],[410328,529545],[417354,482266],[442202,503728],[467851,530393]
   ]
cell #1326 :
  |C| = 245
  W-rep = phi[[2, 2, 1],[2]]+phi[[2, 2],[2, 1]]
  special rep = phi[[2, 2],[2, 1]] , dim = 140
  orbit = [4, 4, 4, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [61602],[76804],[79519],[97223],[100019],[100624],[117468],[118661],[120803],[124087],[136848],[142596],[143573],[144913],[164058],[165035],[171374],[173519],[180010],[194686],[202213],[211008],[211985],[215590],[227061],[244784],[248838],[249815],[277694],[279521],[284262],[313567],[319967],[349192],[381488],
     [19285,67451],[27226,86093],[32388,97157],[36949,105982],[37554,107992],[40855,114311],[43938,120451],[48244,128185],[49738,130705],[50490,132963],[51685,91676],[54400,139831],[57696,144886],[58301,146896],[63584,155611],[65226,158020],[65377,158379],[67517,114377],[70313,166348],[70918,168358],[73363,171347],[74857,173867],[75609,176125],[81797,185406],[81948,185765],[83110,187363],[83848,188331],[84303,138041],[86445,140183],[88235,194659],[89729,197179],[90481,199437],[93290,202561],[94932,204970],[95083,205329],[103237,217866],[103692,157172],[104669,219828],[106009,166375],[108274,224479],[110444,227409],[112086,229818],[112237,230177],[116155,235504],[116306,235863],[118206,238429],[122593,244757],[128212,187390],[129164,253777],[129315,254136],[130357,196831],[132266,191854],[133243,258810],[135535,261504],[135686,261863],[137586,264429],[142141,270326],[147178,276939],[149348,279869],[154860,287379],[155263,219480],[156717,289313],[160004,224506],[160956,293969],[161107,294328],[163603,297040],[168640,303653],[175428,241952],[176405,312734],[178697,315428],[178848,315787],[184823,251808],[184998,323600],[189542,328067],[189945,258462],[191399,330001],[198740,267952],[199717,339690],[206954,276966],[207906,348389],[208057,348748],[210553,351460],[221939,292000],[222114,364046],[225234,304408],[231802,303680],[232754,375103],[232905,375462],[239640,381991],[240043,312386],[241497,383925],[259643,340523],[265640,407991],[266043,339342],[267497,409925],[274399,346420],[274574,416506],[290524,432154],[294772,375906],[301113,373134],[301288,441354],[326493,398145],[326668,464273],[327564,407488],[360714,431651]
   ]
cell #1327 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[3]]+phi[[2, 1],[3, 1]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [78991],[94300],[99975],[111454],[116564],[117424],[123849],[124070],[135944],[136804],[142552],[143335],[143556],[150358],[150881],[164014],[164797],[165018],[169791],[170853],[171357],[172217],[179106],[179966],[183190],[193103],[194165],[194669],[195529],[200828],[201001],[202101],[210964],[211747],[211968],[214686],[215546],[219078],[225676],[225849],[226949],[234109],[235357],[242585],[243201],[244263],[244767],[245627],[248794],[249577],[249798],[253195],[253368],[260109],[261357],[268904],[271538],[277650],[278136],[278309],[279409],[282679],[283741],[285105],[288729],[295618],[298252],[307119],[307292],[308102],[313046],[314033],[315281],[318582],[318755],[324843],[334075],[334248],[335058],[343149],[343962],[344135],[345762],[350038],[352672],[369863],[370676],[370849],[378373],[378767],[387999],[388172],[388982],[404373],[404767],[422323],[423136],[423309],[427964],[454471],[454865],[460252],[460425],[489153],[511014],
     [56426,93460],[69043,110614],[73319,116458],[86290,133413],[88191,135838],[93052,142063],[93273,142471],[98749,149518],[107370,161365],[108230,161259],[110206,163525],[110427,163933],[114965,169604],[116046,170835],[120648,176575],[122549,179000],[132222,191810],[133005,191321],[133226,191729],[134345,192916],[135426,194147],[140028,199887],[140861,200810],[142012,202049],[146274,208315],[147134,208209],[149110,210475],[149331,210883],[156206,218891],[158421,221336],[159483,223985],[160847,223967],[162323,225658],[163474,226897],[167736,233163],[168596,233057],[169553,234057],[175384,241908],[176167,241419],[176388,241827],[177507,243014],[178588,244245],[185807,252591],[186383,253177],[188560,255691],[188733,255673],[192487,268585],[192865,260057],[198696,267908],[199479,267419],[199700,267827],[203156,271351],[205371,273796],[206433,276445],[207797,276427],[209273,278118],[210424,279357],[218095,288156],[218268,288138],[218840,288677],[225190,304364],[228004,298065],[230219,300510],[231281,303159],[232645,303141],[235905,306515],[236481,307101],[238658,309615],[238831,309597],[242963,313981],[254178,325890],[259122,340002],[261905,333471],[262481,334057],[264658,336571],[264831,336553],[270555,342576],[270728,342558],[271300,343097],[280464,352485],[289542,361994],[289715,361976],[291342,372476],[294370,366336],[297269,369290],[297442,369272],[298014,369811],[315829,387395],[316405,387981],[324449,397487],[330230,401472],[330403,401454],[348790,418796],[351689,421750],[351862,421732],[352434,422271],[364895,435317],[375504,443644],[384154,451570],[384327,451552],[410154,474882],[410327,474864],[417355,482267],[442203,503729],[467852,530394]
   ]
cell #1328 :
  |C| = 315
  W-rep = phi[[2, 1],[3, 1]]+phi[[2],[3, 2]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [141740],[142678],[163202],[164140],[169376],[169648],[170440],[190998],[192688],[192960],[193752],[200590],[201396],[201668],[210152],[211090],[218663],[218935],[223572],[223719],[225438],[226244],[226516],[234684],[241096],[242786],[243058],[243850],[251677],[252957],[257645],[257917],[258023],[260684],[267096],[271123],[271395],[276032],[276179],[277898],[278704],[278976],[287259],[287273],[291869],[293149],[293163],[297837],[298109],[302746],[302893],[305601],[306881],[311569],[311841],[311947],[314608],[327947],[327961],[332557],[333837],[335854],[338525],[338797],[338903],[341679],[341693],[346289],[347569],[347583],[352257],[352529],[365422],[368393],[368407],[371622],[373003],[374283],[374297],[381871],[381885],[386481],[387761],[398014],[400575],[400589],[406194],[407871],[407885],[417882],[420853],[420867],[432034],[432048],[434473],[436714],[442730],[450673],[450687],[463193],[473985],[473999],[481423],[502885],[526820],
     [73865,379172],[79043,319422],[88737,405172],[93614,413255],[94352,344802],[99783,355296],[110768,438103],[111506,371516],[115075,444888],[116633,446326],[117232,380180],[123095,455270],[123812,319150],[123959,247982],[134455,468200],[136013,469638],[136612,406180],[140934,476038],[141081,411852],[143298,344530],[143445,272993],[149672,485053],[150410,423976],[150954,283328],[156316,492862],[162396,497500],[162543,436700],[164760,371244],[164907,299707],[169754,377050],[170587,307512],[172290,308751],[177617,511362],[179175,512800],[179774,456278],[183242,392721],[186456,520031],[186603,463179],[193066,403050],[193899,334468],[195602,335707],[200604,411627],[201774,343508],[203266,531766],[209346,536404],[209493,483650],[211710,423704],[211857,354127],[215354,426743],[219041,430949],[225452,436475],[226622,370222],[228114,548920],[234698,378569],[236554,554389],[236701,506341],[243164,453148],[243997,388392],[245700,389631],[247323,457969],[249540,392449],[249687,321020],[252971,462954],[260698,404569],[262554,569261],[262701,525721],[271501,477899],[272334,478984],[277912,483425],[279082,422682],[280574,578626],[282642,425463],[283475,357313],[285178,357166],[298215,499361],[299048,500446],[306895,506116],[308065,448112],[308898,389778],[314622,454667],[316478,594380],[316625,560079],[318358,457983],[319528,392827],[333851,525496],[335021,471424],[343738,478998],[344908,424082],[352635,538265],[353468,539350],[355310,426757],[370452,500460],[377529,506355],[380194,456292],[387775,559854],[388945,514586],[393660,517147],[403529,525735],[411866,483664],[422912,539364],[427927,489680],[453627,560093],[460028,517161],[488309,541789],[507440,561178]
   ]
cell #1329 :
  |C| = 245
  W-rep = phi[[2, 2, 1],[2]]+phi[[2, 2],[2, 1]]
  special rep = phi[[2, 2],[2, 1]] , dim = 140
  orbit = [4, 4, 4, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [61617],[76819],[79524],[97228],[100024],[100625],[117473],[118666],[120804],[124088],[136853],[142601],[143574],[144914],[164063],[165036],[171375],[173520],[180015],[194687],[202214],[211013],[211986],[215595],[227062],[244785],[248843],[249816],[277699],[279522],[284263],[313568],[319968],[349193],[381489],
     [19300,38351],[27231,51281],[32403,59098],[36954,65578],[37555,67145],[40870,71715],[43943,76400],[48249,82149],[49739,84196],[50489,86031],[51700,91691],[54405,91272],[57701,95284],[58302,96851],[63585,103585],[65227,105584],[65376,105920],[67522,114382],[70318,112438],[70919,114005],[73368,116507],[74858,118554],[75608,120389],[81798,127787],[81947,128123],[83115,129516],[83847,130340],[84308,138046],[86446,140184],[88240,135887],[89730,137934],[90480,139769],[93291,142489],[94933,144488],[95082,144824],[103236,155246],[103697,157177],[104670,157065],[106010,166376],[108279,161308],[110445,163951],[112087,165950],[112236,166286],[116156,170949],[116305,171285],[118205,173502],[122598,179049],[128213,187391],[129165,186965],[129314,187301],[130358,196832],[132271,191859],[133244,191747],[135536,194261],[135685,194597],[137585,196814],[142140,202196],[147183,208258],[149349,210901],[154861,217491],[155264,219481],[156716,219463],[160005,224507],[160957,224081],[161106,224417],[163602,227044],[168645,233106],[175433,241957],[176406,241845],[178698,244359],[178847,244695],[184824,251809],[184997,251791],[189543,256473],[189946,258463],[191398,258445],[198745,267957],[199718,267845],[206955,276967],[207907,276541],[208056,276877],[210552,279504],[221940,292001],[222113,291983],[225239,304413],[231803,303681],[232755,303255],[232904,303591],[239641,310397],[240044,312387],[241496,312369],[259644,340524],[265641,337353],[266044,339343],[267496,339325],[274400,346421],[274573,346403],[290525,362776],[294773,375907],[301114,373135],[301287,373117],[326494,398146],[326667,398128],[327565,407489],[360715,431652]
   ]
cell #1330 :
  |C| = 245
  W-rep = phi[[2, 2, 1],[2]]+phi[[2, 2],[2, 1]]
  special rep = phi[[2, 2],[2, 1]] , dim = 140
  orbit = [4, 4, 4, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [125114],[147645],[152148],[176810],[181619],[182015],[204538],[205562],[208494],[213780],[229386],[236096],[237943],[239014],[249254],[262096],[263943],[270911],[273412],[281846],[284215],[284717],[297625],[306131],[313520],[316020],[317867],[320324],[333087],[349549],[352045],[356220],[384840],[387011],[416721],
     [19326,223149],[26715,255514],[32429,275609],[35696,287979],[36794,290834],[40896,302323],[43427,309438],[48089,323941],[49573,255271],[50765,132916],[53889,336394],[56443,342399],[57541,345254],[63023,218215],[63419,287736],[64611,361817],[66384,160223],[69060,369113],[70158,371968],[73208,377865],[74692,309195],[75884,176078],[81300,252429],[82955,396979],[84719,188680],[85115,190539],[86307,401295],[88080,403865],[89564,336151],[90756,199390],[92729,270675],[93125,342156],[96090,207173],[98766,421573],[102917,429607],[104504,361574],[106464,221174],[108119,434809],[108741,169107],[109883,297389],[110279,368870],[113244,232021],[115658,306353],[119077,238778],[119473,240637],[120665,451393],[122438,453963],[127388,395362],[131491,465187],[132682,330350],[133078,401052],[133648,200122],[135038,333309],[138457,264778],[138853,266637],[140045,474705],[145368,273634],[147023,481759],[148787,351809],[149183,421330],[154564,359856],[157588,289662],[158612,230410],[159180,433192],[159957,294561],[160459,366174],[161544,233342],[166830,300348],[168485,503221],[174653,508349],[175844,384274],[176240,451150],[178200,387233],[185998,254369],[187845,325728],[188916,265014],[189246,399334],[190302,330586],[197965,527729],[199156,410274],[199552,474462],[206130,480142],[206907,348981],[207409,418634],[218451,289898],[220614,545178],[220952,300126],[222626,365952],[230978,501604],[231755,375695],[232257,443482],[239344,449432],[240400,384510],[252207,325506],[254937,521090],[259596,340476],[265344,472744],[266400,410510],[275086,418412],[290228,494080],[295129,376263],[301800,443260],[323815,464488],[330916,410840],[364261,441569]
   ]
cell #1331 :
  |C| = 315
  W-rep = phi[[2, 1],[3, 1]]+phi[[2],[3, 2]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [56035],[56576],[68652],[69193],[72061],[72284],[72877],[85899],[86933],[87156],[87749],[91869],[92548],[92771],[98358],[98899],[103927],[104150],[107788],[107881],[109023],[109702],[109925],[115487],[120257],[121291],[121514],[122107],[127325],[128496],[132501],[132724],[132803],[134867],[139637],[142831],[143054],[146692],[146785],[147927],[148606],[148829],[154763],[154779],[159117],[160288],[160304],[164293],[164516],[168154],[168247],[170487],[171658],[175663],[175886],[175965],[178029],[189445],[189461],[193799],[194970],[196558],[198975],[199198],[199277],[201713],[201729],[206067],[207238],[207254],[211243],[211466],[223619],[226561],[226577],[229507],[230915],[232086],[232102],[239543],[239559],[243897],[245068],[254874],[257962],[257978],[263788],[265543],[265559],[276079],[279021],[279037],[290427],[290443],[293588],[296084],[302793],[311886],[311902],[325309],[338842],[338858],[348008],[374722],[406619],
     [22250,236824],[24208,181661],[28926,262824],[31133,271062],[31449,204580],[33747,213609],[39600,297776],[39916,229428],[41615,304881],[42500,306755],[42803,237772],[45638,316748],[45878,181438],[45971,124706],[52077,331837],[52962,333711],[53265,263772],[55490,340933],[55583,269354],[56920,204357],[57013,144192],[60347,352196],[60663,281888],[60894,151817],[64203,361142],[68107,367647],[68200,296068],[69537,229205],[69630,165654],[72363,234515],[72970,172161],[74042,173153],[77196,385761],[78081,387635],[78384,317696],[80104,249296],[82624,396503],[82717,325293],[87235,260515],[87842,195473],[88914,196465],[91885,269084],[92850,203468],[93909,413602],[97813,420107],[97906,350488],[99243,281665],[99336,212604],[101266,284546],[104229,289135],[109039,295798],[110004,228316],[111063,438450],[115503,236223],[116982,446601],[117075,379217],[121593,314439],[122200,245571],[123272,246563],[124254,319467],[125591,249073],[125684,182799],[128512,325023],[134883,262223],[136362,469913],[136455,405217],[143133,343555],[143740,344847],[147943,350218],[148908,280776],[149967,485400],[151303,283375],[151910,215197],[152982,215104],[164595,370269],[165202,371561],[171674,378947],[172639,308798],[173246,246656],[178045,316147],[179524,513075],[179617,455315],[180775,319483],[181740,249375],[194986,404947],[195951,335754],[203694,344863],[204659,281967],[211545,422729],[212152,424021],[213625,284562],[228542,371577],[235123,379233],[237788,317712],[245084,455045],[246049,389678],[249982,392766],[261123,405233],[269370,350504],[281002,424037],[285527,357213],[315047,455331],[321448,392782],[355735,427182],[380619,456717]
   ]
cell #1332 :
  |C| = 315
  W-rep = phi[[2, 1],[3, 1]]+phi[[2],[3, 2]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [142679],[164141],[169649],[192961],[200591],[201669],[201723],[211091],[218936],[225439],[226517],[226571],[233888],[234685],[234958],[243059],[252958],[257918],[257972],[259888],[260685],[260958],[269521],[271396],[277899],[278977],[279031],[287260],[288508],[293150],[293423],[293582],[296235],[298110],[306882],[311842],[311896],[313812],[314609],[314882],[323495],[327948],[329196],[329566],[333838],[338798],[338852],[341680],[342928],[347570],[347843],[348002],[350655],[352530],[359730],[363941],[365140],[368394],[369642],[374284],[374557],[374716],[377419],[381872],[383120],[383490],[387762],[399208],[400576],[403419],[406613],[407872],[409120],[409490],[412190],[416401],[417600],[420854],[422102],[432035],[434363],[437038],[440024],[441249],[442448],[449306],[450674],[453517],[464168],[466247],[471142],[472618],[473986],[481313],[483988],[493954],[495835],[497725],[502775],[509409],[520256],[528789],[534739],[551893],[570326],
     [117030,379173],[124209,319423],[136410,405173],[142733,413256],[143695,344803],[150903,355297],[164195,438104],[165157,371517],[169703,444889],[171509,446332],[172239,380181],[179572,455271],[180610,390847],[180769,319477],[193015,468201],[194821,469644],[195551,406181],[200864,476044],[201023,411853],[203529,414806],[203688,344857],[211145,485054],[212107,423977],[212840,355570],[218990,492863],[225712,497506],[225871,436701],[228377,439654],[228536,371571],[234258,445094],[235117,379227],[237003,380454],[243113,511363],[244919,512806],[245649,456279],[249937,392722],[253231,520037],[253390,463180],[260258,468406],[261117,405227],[263003,406454],[268755,476074],[269891,413831],[271450,531767],[278172,536410],[278331,483651],[280837,486604],[280996,424031],[285127,426744],[288878,493068],[295469,497536],[296605,438679],[298164,548921],[305319,446362],[307155,554395],[307314,506342],[314182,511568],[315041,455325],[316927,456552],[318777,457970],[321283,459218],[321442,392776],[324694,520067],[332275,469674],[334111,569267],[334270,525722],[343298,531972],[344157,478985],[349889,536440],[351025,485629],[352584,578627],[354870,488199],[355729,427176],[357615,427017],[370012,549126],[370871,500447],[378618,554425],[379754,507330],[380613,456711],[386199,512836],[388035,594386],[388194,560080],[390081,515780],[391217,459588],[404618,569297],[405754,526710],[414040,532858],[415176,486974],[422472,578832],[423331,539351],[425181,489398],[438888,550012],[445466,554614],[447830,514304],[454716,594416],[455852,561068],[460447,517148],[468778,569486],[476263,536629],[485838,579718],[490534,541679],[511940,594605],[517630,563147],[540514,581599],[555454,595445]
   ]
cell #1333 :
  |C| = 315
  W-rep = phi[[2, 1],[3, 1]]+phi[[2],[3, 2]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [56471],[69088],[73383],[86335],[88255],[93062],[93348],[98794],[107929],[108294],[110216],[110502],[114975],[116058],[120693],[122613],[132857],[133015],[133301],[134355],[135438],[140073],[140873],[142013],[146833],[147198],[149120],[149406],[156216],[158431],[160209],[160859],[162335],[163475],[168295],[168660],[169554],[176019],[176177],[176463],[177517],[178600],[185817],[186395],[188666],[188745],[192866],[196606],[199331],[199489],[199775],[203166],[205381],[207159],[207809],[209285],[210425],[218201],[218280],[218841],[228014],[229561],[230229],[232007],[232657],[235915],[236493],[238764],[238843],[242964],[254188],[261915],[262493],[263693],[264764],[264843],[270661],[270740],[271301],[280474],[289648],[289727],[294380],[295989],[297375],[297454],[298015],[315839],[316417],[325214],[330336],[330415],[348800],[351795],[351874],[352435],[365660],[375514],[384260],[384339],[410260],[410339],[418120],[442968],[471662],
     [46019,79036],[57061,94345],[60948,100039],[69678,111499],[73018,117123],[74096,117488],[78760,123859],[78879,124145],[87890,136503],[88968,136868],[92904,143187],[94069,143345],[94188,143631],[99384,150403],[99754,150893],[110058,164649],[111223,164807],[111342,165093],[115142,169801],[115408,171579],[115881,172052],[117203,172229],[122248,179665],[123326,180030],[125732,183235],[134522,193113],[134788,194891],[135261,195364],[136583,195541],[140794,200934],[141052,201013],[141341,202867],[148962,211599],[150127,211757],[150246,212043],[151958,215245],[153036,215610],[156383,219088],[162256,225782],[162514,225861],[162803,227715],[169502,234216],[170030,236144],[173294,246704],[177684,243211],[177950,244989],[178423,245462],[179745,245639],[181794,249429],[182959,249587],[183078,249873],[186316,253301],[186574,253380],[192814,260216],[193342,262144],[200664,269005],[203333,271548],[204713,282021],[209206,278242],[209464,278321],[209753,280175],[213264,282689],[213530,284467],[215325,285117],[218789,288836],[225512,295719],[228181,298262],[236414,307225],[236672,307304],[237427,308112],[237693,317617],[242912,314140],[243440,316068],[247036,318688],[247294,318767],[253031,324944],[262414,334181],[262672,334260],[263427,335068],[269275,350409],[271249,343256],[272047,344068],[272305,344147],[277972,350139],[280641,352682],[297963,369970],[298761,370782],[299019,370861],[305839,379138],[306955,378868],[316338,388105],[316596,388184],[317351,388992],[332795,405138],[333911,404868],[352383,422430],[353181,423242],[353439,423321],[358039,427974],[386719,455236],[387835,454966],[393373,460358],[393631,460437],[425701,489918],[448350,514824]
   ]
cell #1334 :
  |C| = 175
  W-rep = phi[[2, 2],[2, 1]]+phi[[1],[3, 3]]
  special rep = phi[[2, 2],[2, 1]] , dim = 140
  orbit = [4, 4, 4, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 140
     105 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [19461],[27495],[32564],[37008],[37893],[41031],[44207],[48303],[49812],[50898],[53581],[54669],[57755],[58640],[63658],[65237],[65460],[69840],[70372],[71257],[73422],[74931],[76017],[81808],[82031],[83169],[83859],[87328],[88294],[89179],[89803],[90889],[93364],[94943],[95166],[103248],[104322],[104743],[108333],[109433],[110518],[112097],[112320],[116166],[116389],[118217],[122652],[128906],[129175],[129398],[132896],[133317],[134168],[135546],[135769],[137597],[142152],[147237],[149422],[154871],[156029],[156728],[160698],[160967],[161190],[163614],[168699],[176058],[176479],[178708],[178931],[184930],[185009],[189553],[190711],[191410],[199370],[199791],[207648],[207917],[208140],[210564],[222046],[222125],[229600],[232496],[232765],[232988],[239651],[240809],[241508],[264182],[265651],[266809],[267508],[274506],[274585],[290535],[299420],[301220],[301299],[326600],[326679],[332136],[361441],
     [34063,61778],[43119,78700],[46181,79788],[57223,99546],[60987,100078],[61159,100963],[72456,121686],[74135,117527],[74307,123537],[78895,124161],[89007,136907],[92279,148337],[92943,143226],[94204,143647],[110097,164688],[111358,165109],[114788,177330],[115897,172068],[123365,180069],[135277,195380],[141453,202979],[149001,211638],[150262,212059],[153075,215649],[162915,227827],[178439,245478],[181833,249468],[183094,249889],[204752,282060],[209865,280287],[214019,284956],[238182,318106],[247695,320733],[272706,353840],[305180,386060]
   ]
cell #1335 :
  |C| = 315
  W-rep = phi[[2, 1],[3, 1]]+phi[[2],[3, 2]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [55980],[67066],[68597],[72792],[85844],[85913],[87664],[92434],[92676],[93023],[96772],[98303],[107494],[107703],[109588],[109830],[110177],[113926],[114861],[114936],[115369],[120202],[120271],[122022],[130659],[132387],[132629],[134241],[134316],[134749],[137375],[139582],[139651],[140755],[146398],[146607],[148492],[148734],[149081],[155565],[156102],[156177],[158317],[160170],[162217],[165668],[167860],[168069],[173821],[175549],[175791],[177403],[177478],[177911],[185703],[186277],[188627],[196171],[197133],[198861],[199103],[202515],[203052],[203127],[205267],[207120],[209167],[218162],[219782],[225977],[227363],[227900],[227975],[230115],[231968],[235801],[236375],[238725],[253496],[254074],[258764],[261801],[262375],[264725],[270622],[279823],[280360],[280435],[289609],[293688],[294266],[297336],[312688],[315725],[316299],[330297],[339644],[348108],[348686],[351756],[374822],[375400],[384221],[406719],[410221],
     [24133,124651],[24173,181566],[31374,144137],[31414,204485],[33737,213491],[33761,151732],[39841,165599],[39881,229333],[42083,171486],[42448,236043],[42793,237654],[42817,173068],[45886,181324],[52545,194798],[52910,262043],[53255,263654],[53279,196380],[55573,269236],[56049,202724],[56224,270252],[56928,204243],[60588,212549],[60628,281793],[68190,295950],[68666,227572],[68841,296966],[69545,229091],[72257,304771],[72371,234401],[72583,235423],[73092,305974],[77664,244896],[78029,315967],[78374,317578],[78398,246478],[80029,182744],[80069,249201],[82707,325175],[87129,331727],[87243,260401],[87455,261423],[87964,332930],[91985,268970],[92042,340852],[97896,350370],[98372,280032],[98547,351386],[99251,281551],[100546,152830],[101256,284428],[101280,215019],[104123,361032],[104237,289021],[109139,295684],[109196,367566],[117065,379099],[117995,180537],[121487,385651],[121601,314325],[121813,315347],[122322,386854],[124244,318649],[124720,182813],[125599,248959],[128612,324909],[128669,396422],[136445,405099],[143027,413492],[143141,343441],[143730,344029],[144206,212618],[148043,350104],[148100,420026],[151311,282575],[151523,214810],[164489,438340],[164603,370155],[165192,370743],[171774,378833],[171831,446520],[172647,307998],[172859,246269],[179607,455197],[180875,247231],[195086,404833],[195143,469832],[195959,334954],[201129,278437],[203794,272242],[211439,485290],[211553,422615],[212142,423203],[228642,298956],[235223,307420],[245184,454931],[245241,512994],[246057,388878],[249972,460319],[261223,334376],[281102,353376],[285535,427860],[315147,388300],[321548,393568],[355835,427282],[380719,456817]
   ]
cell #1336 :
  |C| = 245
  W-rep = phi[[2, 2, 1],[2]]+phi[[2, 2],[2, 1]]
  special rep = phi[[2, 2],[2, 1]] , dim = 140
  orbit = [4, 4, 4, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [152382],[177044],[182053],[208532],[213818],[214253],[237981],[239052],[242152],[247847],[263981],[270949],[272858],[273958],[284755],[297663],[299572],[306677],[309236],[317905],[320362],[320885],[333633],[342197],[349587],[352083],[353992],[356492],[368911],[385112],[387557],[391761],[419280],[421371],[449600],
     [27676,258286],[37028,291165],[44388,312210],[48323,324272],[49611,326994],[54850,339166],[57775,345585],[63457,360144],[65202,290850],[66618,161382],[70392,372299],[73442,378196],[74730,380918],[81338,252615],[81773,323957],[83189,397310],[85153,191345],[88314,404196],[89602,406918],[93163,412604],[94908,345270],[96324,208332],[102701,288090],[104542,431081],[106502,221360],[106937,223919],[108353,435140],[110317,437452],[112062,371984],[113478,233180],[115696,306539],[116131,377881],[119511,241443],[122672,454294],[127426,462006],[129140,396995],[131275,255625],[133116,466661],[133882,200356],[135076,333495],[135511,403881],[138891,267443],[141605,342510],[145406,273820],[145841,276379],[147257,482090],[149221,484402],[154836,429623],[159218,494838],[160497,366360],[160932,434825],[161582,233380],[163067,369224],[166868,300534],[167303,303093],[168719,503552],[174437,309549],[176278,509823],[178238,387419],[178673,453979],[184704,395403],[187883,325914],[188954,265052],[189518,465203],[190340,330624],[190863,401406],[192054,268152],[197749,336505],[199590,529203],[206168,533742],[207447,418820],[207882,481775],[210017,421684],[218489,289936],[220398,361928],[221498,300672],[221820,433233],[222898,366498],[231016,550896],[232295,443668],[232730,503237],[239616,508365],[240438,384548],[240961,451504],[252753,326052],[254975,566205],[255312,336192],[256957,401093],[265616,527745],[266438,410548],[266961,474816],[274280,480183],[275358,418958],[287777,361615],[290500,545194],[295167,376301],[300994,501645],[302072,443806],[310881,451191],[326374,521131],[331188,411112],[337837,474503],[360024,494248],[366820,444128],[399502,472912]
   ]
cell #1337 :
  |C| = 245
  W-rep = phi[[2, 2, 1],[2]]+phi[[2, 2],[2, 1]]
  special rep = phi[[2, 2],[2, 1]] , dim = 140
  orbit = [4, 4, 4, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [214586],[242485],[248406],[277262],[283279],[283800],[308702],[309812],[313105],[319341],[335658],[342773],[344721],[345821],[357117],[369487],[371435],[378432],[381026],[389582],[392078],[392640],[404432],[412712],[419597],[421947],[423895],[426340],[437560],[452315],[454530],[458555],[482615],[484510],[508546],
     [51238,329867],[65535,363341],[76357,383791],[82106,395933],[83871,398476],[91229,409791],[95241,415801],[103260,429935],[105547,363140],[107270,224576],[112395,440649],[116464,446031],[118229,448574],[127229,324360],[127750,395732],[129473,463568],[131834,258374],[135844,469343],[137609,471886],[142164,476885],[144451,415600],[146174,277036],[154637,360453],[156740,493222],[159021,291253],[159542,293825],[161265,496400],[163626,498347],[165913,440448],[167636,303750],[170391,378284],[170912,445830],[174996,312298],[179006,512505],[185021,519448],[186928,463367],[189319,327303],[191422,522932],[192387,268485],[193703,404284],[194224,469142],[198308,339254],[201587,412913],[205971,345673],[206492,348245],[208215,535304],[210576,537251],[217454,492125],[222137,545796],[223523,435228],[224044,496199],[224802,303976],[226435,437761],[230819,372387],[231340,374959],[233063,552458],[239417,381227],[241520,557290],[243801,454382],[244322,512304],[251498,462114],[254778,397398],[255888,336768],[256436,521835],[257274,401669],[257836,466970],[259181,340061],[265417,407227],[267520,572162],[274597,575502],[275983,482178],[276504,535103],[278895,484711],[288353,362191],[290301,431390],[291401,372535],[291690,494946],[292746,435376],[301311,588119],[302697,503640],[303218,552257],[310360,556193],[311198,451767],[311760,510132],[324508,397546],[326691,599161],[327102,407026],[328533,466769],[337316,571065],[338154,475079],[338716,529512],[346110,533850],[347166,482326],[360252,431189],[362739,584213],[367137,444445],[372824,551004],[373880,503788],[382457,509931],[397835,566313],[402217,475627],[408457,529311],[429804,545375],[435665,504077],[465384,527926]
   ]
cell #1338 :
  |C| = 245
  W-rep = phi[[2, 2, 1],[2]]+phi[[2, 2],[2, 1]]
  special rep = phi[[2, 2],[2, 1]] , dim = 140
  orbit = [4, 4, 4, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [100911],[121090],[124895],[147426],[151197],[152032],[172533],[174009],[176694],[180932],[195845],[202703],[203851],[205446],[227551],[228699],[235980],[238459],[245943],[261980],[270356],[280011],[281159],[285421],[297070],[315904],[320457],[321605],[349682],[351490],[356592],[385212],[391682],[419201],[449007],
     [37841,67431],[50546,86088],[58588,97137],[65433,105977],[66268,108003],[71205,114291],[75665,120446],[82004,128180],[84032,130716],[85013,132976],[86732,140470],[90537,139826],[95139,144881],[95974,146907],[103421,155622],[105667,158126],[105742,158392],[108522,168888],[112293,166343],[113128,168369],[116362,171342],[118390,173878],[119371,176138],[127870,185512],[127945,185778],[129371,187358],[130425,188436],[130847,197321],[133532,200006],[135742,194654],[137770,197190],[138751,199450],[142325,202572],[144571,205076],[144646,205342],[155331,217971],[155753,219970],[156901,219839],[158496,230294],[161163,224474],[163787,227420],[166033,229924],[166108,230190],[171032,235610],[171107,235876],[173587,238534],[178904,244752],[185882,254253],[187048,253883],[187123,254149],[188361,264459],[190435,258952],[191583,258821],[194344,261610],[194419,261876],[196899,264534],[202281,270431],[208113,276934],[210737,279880],[217574,287485],[217896,289343],[219548,289418],[222998,294445],[224164,294075],[224239,294341],[227129,297145],[232961,303648],[240533,312876],[241681,312745],[244442,315534],[244517,315800],[251610,323630],[251876,323705],[256556,328173],[256878,330031],[258530,330106],[266533,339832],[267681,339701],[275458,348865],[276624,348495],[276699,348761],[279589,351565],[291802,364076],[292068,364151],[295262,376396],[302172,375579],[303338,375209],[303413,375475],[310480,382097],[310802,383955],[312454,384030],[331288,411212],[337436,408097],[337758,409955],[339410,410030],[346222,416536],[346488,416611],[362859,432260],[366741,444049],[372936,441384],[373202,441459],[397947,464303],[398213,464378],[398909,472319],[430368,493655]
   ]
cell #1339 :
  |C| = 175
  W-rep = phi[[2, 2, 2],[1]]+phi[[2, 1],[2, 2]]
  special rep = phi[[2, 1],[2, 2]] , dim = 140
  orbit = [4, 4, 3, 3]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 140
     105 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [24355],[32711],[33846],[42902],[43506],[45961],[53364],[56522],[57003],[57556],[60902],[69139],[69620],[72960],[73223],[74050],[74694],[78483],[87832],[88095],[88922],[92744],[92858],[93127],[98845],[99326],[101365],[107871],[109898],[110012],[110281],[115603],[115660],[122190],[122453],[123280],[125193],[125674],[132697],[132811],[134983],[135040],[146775],[147724],[148802],[148916],[149185],[151900],[152163],[152990],[160404],[160461],[168237],[173236],[175859],[175973],[176825],[178145],[178202],[181634],[181748],[182017],[196548],[199171],[199285],[204553],[204667],[205577],[207354],[207411],[208496],[213725],[213782],[215187],[229401],[229515],[232202],[232259],[236111],[237888],[237945],[239016],[246646],[249269],[249383],[262111],[263888],[263945],[270156],[270913],[273414],[281861],[281975],[284662],[284719],[296870],[297627],[306133],[316035],[317812],[317869],[333089],[351290],[352047],[387013],
     [19608,41178],[26794,53968],[35775,64690],[36809,70173],[48104,82970],[49575,89566],[50844,86386],[63038,102932],[63421,104506],[66399,108134],[75963,120744],[81302,127390],[84734,131506],[85117,133080],[90835,140124],[96105,147038],[106466,159182],[108820,169186],[113259,168500],[119092,174668],[119475,176242],[133663,200137],[138472,197980],[138855,199554],[145370,206132],[157603,220629],[158627,230425],[161546,233344],[166832,230980],[186013,254384],[187847,254939],[188918,265016],[218453,289900],[220954,300128],[252209,325508]
   ]
cell #1340 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[3]]+phi[[2, 1],[3, 1]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [124571],[124673],[144057],[144159],[151608],[151658],[165519],[165621],[170747],[172128],[172944],[172994],[181414],[182664],[182766],[194059],[195440],[196256],[196306],[201214],[201964],[202889],[204333],[212469],[212571],[214548],[214895],[214945],[226062],[226812],[227737],[229181],[234238],[234491],[234634],[236147],[242447],[244157],[245538],[246354],[246404],[247975],[248645],[249049],[253581],[260238],[260491],[260634],[262147],[268881],[269008],[272986],[277501],[278522],[279272],[280197],[281641],[283351],[283823],[288858],[289111],[295595],[295722],[299700],[307505],[308774],[313128],[314162],[314415],[314558],[316071],[319364],[321013],[324820],[324947],[334461],[335730],[343278],[343531],[344744],[345844],[350015],[350142],[354120],[357189],[369992],[370245],[371458],[378455],[378744],[378871],[388385],[389654],[392663],[404455],[404744],[404871],[422452],[422705],[423918],[426363],[452338],[454553],[454842],[454969],
     [31100,270986],[39567,297700],[41582,304805],[52044,331761],[55281,340789],[55900,201750],[56002,269773],[60314,352120],[64170,361066],[67898,367503],[68517,226598],[68619,296487],[72037,304654],[72668,305225],[72718,234952],[77163,385685],[82415,396359],[85764,257999],[85866,329448],[86909,331610],[87540,332181],[87590,260952],[92524,269435],[93876,413526],[97604,419963],[98223,279058],[98325,350907],[102829,430059],[103903,360915],[107232,223879],[107579,365046],[107629,293417],[109678,296149],[111030,438374],[116773,446457],[120122,311923],[120224,383372],[121267,385534],[121898,386105],[121948,314876],[127301,395876],[131403,398600],[132073,258213],[132477,329110],[136153,469769],[139502,338879],[139604,409372],[141733,477009],[142807,413375],[146136,276339],[146483,417506],[146533,347837],[148582,350569],[149934,485324],[154660,360427],[159093,363284],[159565,293099],[163195,498471],[164269,438223],[167598,303053],[167945,442354],[167995,374551],[170463,445974],[174565,448698],[175235,312137],[175639,383034],[179315,512931],[189342,327277],[190991,523056],[192349,268447],[193775,469286],[197877,472010],[198547,339093],[198951,409034],[201610,412887],[206043,415744],[206515,347519],[210145,537375],[211219,485173],[220526,493346],[223595,496343],[225041,304215],[226458,437735],[230891,440592],[231363,374233],[239440,381201],[241089,557414],[243873,512448],[254850,463511],[257859,466944],[259204,340084],[265440,407201],[267089,572286],[276055,535247],[278918,484685],[290324,431364],[291424,372558],[292769,435399],[302769,552401],[311783,510106],[324531,397569],[338739,529486],[347189,482349],[373903,503811],[402240,475650]
   ]
cell #1341 :
  |C| = 245
  W-rep = phi[[2, 2, 1],[2]]+phi[[2, 2],[2, 1]]
  special rep = phi[[2, 2],[2, 1]] , dim = 140
  orbit = [4, 4, 4, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [152329],[176991],[182045],[208524],[213810],[214264],[237973],[239044],[242163],[247858],[263973],[270941],[272869],[273969],[284747],[297655],[299583],[306688],[309327],[317897],[320354],[320896],[333644],[342288],[349579],[352075],[354003],[356503],[369002],[385123],[387568],[391772],[419291],[421462],[449611],
     [27462,257508],[36975,291073],[44174,311432],[48270,324180],[49603,327057],[54636,338388],[57722,345493],[63449,360207],[65213,290922],[66565,160758],[70339,372207],[73389,378104],[74722,380981],[81330,252511],[81784,324029],[83136,397218],[85145,190621],[88261,404104],[89594,406981],[93155,412667],[94919,345342],[96271,207708],[102712,287995],[104534,431144],[106494,221256],[106948,223165],[108300,435048],[110309,437515],[112073,372056],[113425,232556],[115688,306435],[116142,377953],[119503,240719],[122619,454202],[127418,462069],[129151,397067],[131286,255530],[133108,466724],[133829,200303],[135068,333391],[135522,403953],[138883,266719],[141616,342415],[145398,273716],[145852,275625],[147204,481998],[149213,484465],[154847,429695],[159210,494901],[160489,366256],[160943,434897],[161574,233372],[163078,369129],[166860,300430],[167314,302339],[168666,503460],[174448,309454],[176270,509886],[178230,387315],[178684,454051],[184715,395494],[187875,325810],[188946,265044],[189529,465275],[190332,330616],[190874,401311],[192065,268163],[197760,336410],[199582,529266],[206160,533805],[207439,418716],[207893,481847],[210028,421589],[218481,289928],[220409,361833],[221509,300683],[221831,433324],[222909,366509],[231008,550959],[232287,443564],[232741,503309],[239627,508437],[240430,384540],[240972,451409],[252764,326063],[254967,566268],[255403,336283],[256968,401184],[265627,527817],[266430,410540],[266972,474721],[274291,480274],[275369,418969],[287868,361706],[290511,545266],[295159,376293],[301005,501736],[302083,443817],[310892,451282],[326385,521222],[331199,411123],[337848,474594],[360035,494259],[366831,444139],[399513,472923]
   ]
cell #1342 :
  |C| = 245
  W-rep = phi[[2, 1],[2, 2]]+phi[[1, 1],[3, 2]]
  special rep = phi[[2, 1],[2, 2]] , dim = 140
  orbit = [4, 4, 3, 3]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [89185],[109439],[128912],[134174],[156035],[160704],[162093],[184936],[186153],[190717],[207654],[217338],[222052],[223269],[232502],[240815],[256320],[264188],[266815],[274512],[275729],[299426],[301226],[302443],[310244],[326606],[332142],[335404],[337200],[361447],[362623],[367954],[396810],[402582],[430481],
     [61165,100969],[74313,123543],[78901,124167],[78911,180843],[92285,148343],[94210,143653],[94220,203762],[99928,151094],[111364,165115],[111374,228610],[114794,177336],[115903,172074],[115913,235191],[117377,172430],[135283,195386],[135293,261191],[136757,195742],[140631,209043],[141459,202985],[141564,269654],[141885,201914],[150268,212065],[150278,281070],[160714,293656],[162921,227833],[163026,296368],[163347,226762],[170137,236251],[170306,235034],[178445,245484],[178455,315115],[179919,245840],[183100,249895],[183110,321516],[190822,329329],[191143,258163],[193449,262251],[193618,261034],[201471,269798],[207664,348076],[209871,280293],[209976,350788],[210297,279222],[214025,284962],[214035,355803],[215499,285318],[223438,293499],[226319,296512],[232512,374790],[238188,318112],[238198,380687],[240920,383253],[241241,312087],[243547,316175],[243716,314958],[247701,320739],[247806,390980],[248127,319668],[257720,329473],[264198,406687],[266920,409253],[267241,339043],[272712,353846],[272817,414939],[273138,345048],[275898,347919],[278779,350932],[283025,356863],[283194,355646],[284972,427250],[299531,439787],[299852,371762],[302612,374633],[305186,386066],[305950,445679],[308448,389328],[308617,380530],[311644,383397],[318122,456785],[319225,391124],[320844,459351],[321165,392967],[332906,468991],[335573,406530],[338600,409397],[341240,420414],[342029,413907],[344605,415083],[353951,486737],[354272,424222],[357032,427093],[368743,438755],[371319,439931],[376582,452680],[377696,446908],[386830,512153],[389497,456628],[392524,459495],[403696,470220],[412004,477431],[421203,485705],[423779,486881],[436852,498893],[453794,513382],[483802,537797]
   ]
cell #1343 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[2, 1]]+phi[[1, 1, 1],[3, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [28048],[35914],[47764],[50983],[62935],[66059],[76102],[81213],[84631],[85360],[90974],[95765],[106377],[107065],[111689],[112919],[118989],[119718],[129997],[131906],[132023],[134663],[138369],[139098],[145281],[145969],[156524],[157500],[159752],[161789],[162166],[166743],[167431],[175068],[175185],[182260],[185210],[186226],[187758],[191206],[192182],[192659],[198380],[198497],[206702],[208739],[214381],[217411],[217664],[218634],[222326],[223342],[224874],[224991],[231550],[233587],[241304],[242280],[248478],[248595],[251521],[251648],[256393],[256646],[257463],[257616],[259391],[267304],[268280],[274786],[275802],[277334],[277451],[284010],[291713],[291840],[292956],[301500],[302516],[304048],[304165],[310317],[310570],[311387],[311540],[313315],[326880],[328556],[337273],[337526],[338343],[338496],[340271],[346133],[346260],[347376],[362696],[362949],[372847],[372974],[374090],[382480],[397858],[397985],[408480],
     [21372,44760],[30571,56661],[39038,69278],[41916,72883],[41926,115571],[52378,87755],[52388,134951],[55885,92641],[59785,98984],[66899,107794],[66909,160372],[68502,109795],[77497,122113],[77507,178113],[79226,125332],[85370,190215],[85749,132594],[94535,150593],[96605,146698],[96615,207322],[98208,148699],[100379,151823],[100389,213693],[107155,222722],[107217,159869],[113759,168160],[113769,232170],[115283,177825],[117828,173159],[117838,237856],[119728,240313],[120107,175756],[124556,181531],[137208,196471],[137218,263856],[139108,266313],[139487,199068],[140704,209116],[141948,203474],[141958,270124],[144042,204450],[146059,275182],[146121,206819],[152663,215110],[152673,284630],[161799,295042],[163410,228322],[163420,296838],[165504,229298],[167521,301896],[167583,231667],[169347,242757],[170210,236324],[170316,305445],[170732,235308],[180370,246569],[180380,317780],[182270,320237],[182649,249166],[191216,329799],[192272,331012],[192334,259508],[193522,262324],[193628,332401],[194044,261308],[201367,271094],[201544,269871],[208749,349462],[210360,280782],[210370,351258],[212454,281758],[214471,356316],[214533,284127],[223116,364977],[223448,365266],[223864,293773],[226215,297808],[226392,296585],[233597,376176],[234761,305572],[241314,383723],[242370,384936],[242432,313432],[243620,316248],[243726,386325],[244142,315232],[257793,329546],[260761,332528],[267314,409723],[268370,410936],[268432,340388],[275576,417437],[275908,417726],[276324,348193],[278675,352228],[278852,351005],[293226,365393],[302290,442285],[302622,442574],[303038,374907],[311717,383470],[314685,386452],[338673,409470],[347646,417853],[374360,442701]
   ]
cell #1344 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[3]]+phi[[2, 1],[3, 1]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [61292],[74440],[79282],[89312],[92983],[94591],[100318],[100369],[101096],[110137],[111745],[115959],[117767],[117818],[123670],[124474],[125134],[125388],[135339],[137147],[137198],[141228],[141365],[141938],[143960],[147665],[149041],[150649],[152331],[152602],[152653],[162690],[162827],[163400],[165422],[169526],[169964],[170105],[176993],[178501],[180309],[180360],[181685],[182047],[182567],[186750],[192838],[193276],[193417],[200739],[201266],[204604],[208526],[209640],[209777],[210350],[212372],[213812],[213880],[218813],[219251],[225587],[226114],[229452],[233960],[236848],[237975],[238043],[239046],[242936],[243374],[243515],[249320],[253106],[259960],[262848],[263975],[264043],[270943],[271273],[271711],[278047],[278574],[281912],[284749],[284817],[288580],[297657],[297987],[298425],[307030],[313884],[316772],[317899],[317967],[320356],[333986],[343000],[349581],[352077],[352407],[352845],[369714],[387910],[422174],
     [21627,234559],[21764,115716],[28303,260559],[28440,135096],[30185,200688],[30236,268806],[30627,141585],[38026,160517],[38652,225536],[38703,295520],[39094,163047],[41383,233970],[41855,170054],[41906,170320],[45015,314483],[45152,178258],[48543,253055],[48594,324745],[50785,132936],[51039,190843],[51845,259970],[52317,193366],[52368,193632],[55803,201276],[58773,207467],[59399,277996],[59450,349940],[59841,209997],[63089,288016],[63971,288590],[66567,160760],[66838,223186],[66889,223452],[68420,226124],[71390,232315],[73662,306979],[73713,378669],[75904,176098],[76158,240941],[76964,313894],[77436,243464],[77487,243730],[81332,252513],[81400,324197],[84785,255551],[85147,190623],[85667,257525],[88534,333935],[88585,404669],[90776,199410],[91030,266941],[92795,342436],[93677,343010],[96273,207710],[96544,275646],[96595,275912],[98126,278584],[106496,221258],[106564,291090],[108761,169127],[109949,369150],[110831,369724],[113427,232558],[113698,302360],[113749,302626],[115690,306437],[115758,378121],[119143,309475],[119505,240721],[120025,311449],[122892,387859],[122943,454767],[132748,401332],[133831,200305],[135070,333393],[135138,404121],[138523,336431],[138885,266721],[139405,338405],[145400,273718],[145468,345510],[148853,421610],[149735,422184],[157654,361854],[160491,366258],[160559,435065],[161576,233374],[166862,300432],[166930,372224],[175910,451430],[178232,387317],[178300,454219],[187877,325812],[187945,397235],[188948,265046],[190334,330618],[199222,474742],[207441,418718],[207509,482015],[218483,289930],[232289,443566],[232357,503477],[240432,384542],[266432,410542],[295161,376295]
   ]
cell #1345 :
  |C| = 126
  W-rep = phi[[3, 1, 1],[1, 1]]
  special rep = phi[[3, 1, 1],[1, 1]] , dim = 126
  orbit = [6, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [25216],[35136],[37321],[46916],[47597],[50205],[50670],[50742],[58068],[62816],[65892],[66446],[66523],[70685],[75324],[75789],[75861],[83482],[84512],[85193],[85295],[90196],[90661],[90733],[95598],[96152],[96229],[103056],[105136],[108646],[108718],[112752],[113306],[113383],[118870],[119551],[119653],[125019],[125091],[127156],[127568],[129830],[131630],[132322],[133710],[133787],[138250],[138931],[139033],[147550],[147622],[152210],[152287],[154592],[155012],[157381],[158948],[159360],[160096],[161622],[161724],[169012],[169084],[174792],[175484],[176872],[176949],[182093],[182195],[184391],[184534],[184646],[189274],[189694],[190070],[190482],[198104],[198796],[200184],[200261],[205898],[206310],[207046],[208572],[208674],[216419],[216958],[220753],[221650],[221762],[222654],[230746],[231158],[231894],[233420],[233522],[239372],[239792],[240168],[240580],[250713],[254705],[255117],[255940],[256899],[265372],[265792],[266168],[266580],[274110],[274222],[275114],[290256],[290676],[300824],[300936],[301828],[309864],[310823],[326204],[326316],[336820],[337779],[359340],[362243],[394893]
   ]
cell #1346 :
  |C| = 245
  W-rep = phi[[2, 1],[2, 2]]+phi[[1, 1],[3, 2]]
  special rep = phi[[2, 1],[2, 2]] , dim = 140
  orbit = [4, 4, 3, 3]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [89176],[109430],[128903],[134165],[156026],[160695],[162103],[184927],[186163],[190708],[207645],[217348],[222043],[223279],[232493],[240806],[256330],[264179],[266806],[274503],[275739],[299417],[301217],[302453],[310254],[326597],[332133],[335414],[337210],[361438],[362633],[367964],[396820],[402646],[430545],
     [46008,180751],[57050,203670],[60969,150998],[61156,100960],[69667,228518],[73007,235099],[74117,172334],[74304,123534],[78892,124158],[87879,261099],[88989,195646],[92276,148334],[92666,269746],[92925,201818],[94201,143644],[99373,280978],[107918,293564],[109820,296460],[110079,226666],[111355,165106],[114785,177327],[115616,235025],[115894,172065],[122237,315023],[123347,245744],[125721,321424],[132619,329421],[132878,258067],[134996,261025],[135274,195377],[140641,209053],[141450,202976],[141491,269808],[146822,347984],[148724,350880],[148983,279126],[150259,212056],[151947,355711],[153057,285222],[160417,293490],[162912,227824],[162953,296522],[168284,374698],[170147,236261],[173283,380595],[175781,383345],[176040,311991],[178158,314949],[178436,245475],[181556,391072],[181815,319572],[183091,249886],[190749,329483],[193459,262261],[196595,406595],[199093,409345],[199352,338947],[204475,415031],[204734,344952],[207367,347910],[209862,280284],[209903,350942],[213738,355637],[214016,284953],[215234,427158],[229323,439879],[229582,371666],[232215,374624],[235333,446285],[237901,380521],[238179,318103],[240847,383407],[243557,316185],[246693,456693],[247692,320730],[247733,391134],[249191,459443],[249450,392871],[261333,469597],[263901,406521],[266847,409407],[270169,413898],[272703,353837],[272744,415093],[281783,486829],[282042,424126],[283035,356873],[284675,427084],[296883,438746],[299458,439941],[305177,386057],[305877,446918],[308458,389338],[315257,512759],[317825,456619],[320771,459505],[332833,470230],[341250,420424],[341381,477495],[351303,485696],[353878,486891],[368095,498957],[376646,452744],[386757,513392],[420555,537861]
   ]
cell #1347 :
  |C| = 245
  W-rep = phi[[2, 2, 1],[2]]+phi[[2, 2],[2, 1]]
  special rep = phi[[2, 2],[2, 1]] , dim = 140
  orbit = [4, 4, 4, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [214587],[242486],[248407],[277263],[283280],[283801],[308703],[309813],[313106],[319342],[335659],[342774],[344722],[345822],[357118],[369488],[371436],[378433],[381027],[389583],[392079],[392641],[404433],[412713],[419598],[421948],[423896],[426341],[437561],[452316],[454531],[458556],[482616],[484511],[508547],
     [51239,329874],[65536,363348],[76358,383798],[82107,395940],[83872,398483],[91230,409798],[95242,415808],[103261,429942],[105548,363149],[107271,224577],[112396,440656],[116465,446038],[118230,448581],[127230,324361],[127751,395741],[129474,463575],[131835,258375],[135845,469350],[137610,471893],[142165,476892],[144452,415609],[146175,277037],[154638,360462],[156741,493229],[159022,291254],[159543,293834],[161266,496407],[163627,498354],[165914,440457],[167637,303751],[170392,378285],[170913,445839],[174997,312299],[179007,512512],[185022,519455],[186929,463376],[189320,327312],[191423,522939],[192388,268486],[193704,404285],[194225,469151],[198309,339255],[201588,412922],[205972,345674],[206493,348254],[208216,535311],[210577,537258],[217455,492134],[222138,545803],[223524,435229],[224045,496208],[224803,303977],[226436,437770],[230820,372388],[231341,374968],[233064,552465],[239418,381236],[241521,557297],[243802,454383],[244323,512313],[251499,462115],[254779,397399],[255889,336769],[256437,521844],[257275,401670],[257837,466979],[259182,340062],[265418,407236],[267521,572169],[274598,575509],[275984,482179],[276505,535112],[278896,484720],[288354,362192],[290302,431399],[291402,372536],[291691,494947],[292747,435377],[301312,588126],[302698,503641],[303219,552266],[310361,556202],[311199,451768],[311761,510141],[324509,397547],[326692,599168],[327103,407027],[328534,466770],[337317,571074],[338155,475080],[338717,529521],[346111,533851],[347167,482327],[360253,431190],[362740,584222],[367138,444446],[372825,551005],[373881,503789],[382458,509932],[397836,566314],[402218,475628],[408458,529312],[429805,545376],[435666,504078],[465385,527927]
   ]
cell #1348 :
  |C| = 126
  W-rep = phi[[3, 1, 1],[1, 1]]
  special rep = phi[[3, 1, 1],[1, 1]] , dim = 126
  orbit = [6, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [47624],[62912],[65919],[80380],[81187],[84608],[85220],[85322],[95625],[102499],[106351],[107042],[107140],[112779],[118966],[119578],[119680],[129857],[131073],[131880],[132000],[138346],[138958],[139060],[145255],[145946],[146044],[155039],[157477],[161649],[161751],[166717],[167408],[167506],[174235],[175042],[175162],[182120],[182222],[184740],[185187],[187732],[189721],[190509],[192159],[192257],[197547],[198354],[198474],[208599],[208701],[214358],[214456],[217201],[217638],[220196],[221856],[222303],[223101],[224848],[224968],[233447],[233549],[239819],[240607],[242257],[242355],[248452],[248572],[251206],[251343],[251439],[256183],[256620],[256993],[257440],[265819],[266607],[268257],[268355],[274316],[274763],[275561],[277308],[277428],[286411],[286912],[290703],[291535],[291631],[292493],[301030],[301477],[302275],[304022],[304142],[310107],[310544],[310917],[311364],[322673],[326410],[326857],[327600],[328474],[337063],[337500],[337873],[338320],[345955],[346051],[346913],[362486],[362923],[372669],[372765],[373627],[381524],[382398],[397680],[397776],[407524],[408398],[429261],[431687],[461667]
   ]
cell #1349 :
  |C| = 126
  W-rep = phi[[3, 1, 1],[1, 1]]
  special rep = phi[[3, 1, 1],[1, 1]] , dim = 126
  orbit = [6, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [80367],[102486],[127075],[127093],[131060],[154525],[158867],[158885],[174222],[189207],[189989],[190007],[190154],[197534],[205817],[205835],[220183],[222587],[222701],[230665],[230683],[239305],[240087],[240105],[240252],[251193],[254624],[254642],[257024],[265305],[266087],[266105],[266252],[275047],[275161],[286335],[287540],[287558],[290189],[294816],[294834],[294981],[301761],[301875],[310948],[320011],[320029],[320176],[322610],[323287],[323368],[323776],[328228],[328246],[329052],[330877],[330991],[337904],[349236],[349254],[349401],[356181],[356295],[359496],[359602],[363733],[363814],[364222],[364956],[366887],[375950],[375968],[376115],[382152],[382170],[382976],[384801],[384915],[391828],[395134],[398974],[399080],[399732],[400140],[408152],[408170],[408976],[410801],[410915],[416193],[416274],[416682],[417416],[419347],[432315],[432333],[432964],[433584],[441041],[441122],[441530],[442264],[444195],[449072],[449178],[449830],[450238],[463960],[464041],[464449],[465499],[472384],[472490],[473142],[473550],[479914],[480534],[491882],[493720],[493826],[501376],[501996],[508661],[519222],[520862],[528041]
   ]
cell #1350 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[2, 1]]+phi[[1, 1, 1],[3, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [51846],[63972],[81401],[85312],[85351],[85668],[102733],[106565],[106969],[107115],[119670],[119709],[120026],[127209],[131307],[131814],[139050],[139089],[139406],[145469],[145873],[146019],[159001],[161741],[161780],[165423],[166931],[167335],[167481],[174469],[174976],[182212],[182251],[187946],[190499],[191197],[192086],[192232],[193277],[197781],[198288],[205951],[208691],[208730],[214285],[214431],[219252],[220430],[221530],[223076],[223238],[224782],[225588],[230799],[233539],[233578],[240597],[241295],[242184],[242330],[248386],[252785],[253107],[254758],[255603],[255868],[256789],[257524],[259969],[266597],[267295],[268184],[268330],[273990],[275536],[275698],[277242],[288068],[288333],[288589],[291054],[291089],[300704],[302250],[302412],[303956],[309527],[309792],[310713],[311448],[324161],[324196],[326084],[336483],[336748],[337669],[338404],[345474],[345509],[361906],[362171],[372188],[372223],[397199],[397234],
     [21761,170371],[28437,193683],[30640,141637],[38023,223503],[39107,163099],[41384,76965],[41907,115759],[45149,243781],[50782,257254],[51052,190895],[52369,135139],[55804,93678],[58770,275963],[59854,210049],[61289,283259],[66536,292578],[66580,222930],[66890,160560],[68421,110832],[71387,302677],[74437,308682],[75901,311178],[76171,240993],[77488,178301],[79295,247879],[89309,335638],[90773,338134],[91043,266993],[92980,342753],[94604,272890],[96242,346998],[96286,275390],[96596,207510],[98127,149736],[100370,213881],[101093,357097],[108758,367117],[110134,369467],[111758,299604],[113396,373712],[113440,302104],[113750,232358],[115626,378085],[115972,306709],[117819,238044],[123667,389562],[124475,182568],[125131,392058],[125401,320917],[132933,401649],[133800,402049],[133844,331220],[135006,404085],[135352,333665],[137199,264044],[141569,342488],[141939,271712],[143961,212373],[147662,419577],[149038,421927],[150662,354024],[152300,426172],[152344,356524],[152654,284818],[160109,434017],[160427,435029],[160773,366530],[163031,369202],[163401,298426],[169124,444425],[169965,243375],[170106,307031],[170224,378120],[176095,451747],[176962,452147],[177006,385144],[178168,454183],[178514,387589],[180361,317968],[190827,401384],[193418,333987],[193536,404120],[199407,475059],[200274,475459],[200318,411144],[200740,278048],[201275,343009],[207059,480967],[207377,481979],[207723,418990],[209981,421662],[210351,352846],[223356,435064],[226123,369723],[231907,502429],[232225,503441],[232571,443838],[233969,313893],[240925,451482],[243516,387911],[243634,454218],[266925,474794],[275816,482014],[278583,422183],[302530,503476]
   ]
cell #1351 :
  |C| = 126
  W-rep = phi[[3, 1, 1],[1, 1]]
  special rep = phi[[3, 1, 1],[1, 1]] , dim = 126
  orbit = [6, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [25217],[35135],[37322],[47585],[50204],[50671],[50747],[58069],[62712],[65880],[66445],[66524],[70686],[75323],[75790],[75866],[80487],[83483],[84408],[85181],[85294],[90195],[90662],[90738],[95586],[96151],[96230],[103057],[105135],[108647],[108723],[112740],[113305],[113384],[118766],[119539],[119652],[125020],[125096],[127157],[127567],[129818],[131631],[132327],[133709],[133788],[138146],[138919],[139032],[147551],[147627],[152209],[152288],[154591],[155000],[157277],[158949],[159359],[160097],[161610],[161723],[169013],[169089],[174793],[175489],[176871],[176950],[182081],[182194],[184287],[184522],[184645],[189273],[189682],[190071],[190481],[198105],[198801],[200183],[200262],[205899],[206309],[207047],[208560],[208673],[216407],[216957],[220754],[221638],[221761],[222653],[230747],[231157],[231895],[233408],[233521],[239371],[239780],[240169],[240579],[250712],[254706],[255116],[255939],[256898],[265371],[265780],[266169],[266579],[274098],[274221],[275113],[290255],[290664],[300812],[300935],[301827],[309863],[310822],[326192],[326315],[336819],[337778],[359328],[362242],[394892]
   ]
cell #1352 :
  |C| = 245
  W-rep = phi[[2, 1],[2, 2]]+phi[[1, 1],[3, 2]]
  special rep = phi[[2, 1],[2, 2]] , dim = 140
  orbit = [4, 4, 3, 3]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [136585],[160684],[162516],[186576],[190601],[192816],[207634],[218791],[221236],[223173],[225523],[232482],[240699],[252491],[253042],[255538],[264168],[266699],[273696],[275633],[288003],[299310],[300410],[302347],[309462],[325790],[332026],[335308],[336418],[361331],[361841],[367858],[396714],[402635],[430534],
     [46009,318429],[57051,343809],[60968,282392],[69668,370523],[73008,377600],[74116,307815],[78881,247296],[87880,403600],[88988,334771],[92667,412057],[92924,341913],[94190,272307],[99374,422983],[99756,215327],[107919,434544],[109821,436905],[110078,368627],[111344,299021],[115615,306415],[115883,236674],[117205,179747],[122238,453698],[123346,388695],[125722,460099],[132620,466114],[132877,400809],[134995,333371],[135263,262674],[141054,209466],[141343,271251],[141480,342423],[146823,481494],[148725,483855],[148982,421087],[150248,353441],[151948,488380],[153056,427677],[160416,366236],[162805,297965],[162942,369137],[168285,502956],[169504,242914],[170041,306966],[173284,507511],[175782,509276],[176039,450907],[178157,387295],[178425,316598],[181557,515647],[181814,458203],[183080,393633],[190738,401319],[193353,333922],[196596,526891],[199094,528656],[199351,474219],[200675,277983],[204476,532725],[204733,479218],[207366,418696],[209755,352385],[209892,421597],[213737,354830],[214005,284942],[215235,541860],[229324,549879],[229581,500680],[232214,443544],[235334,553891],[237900,379714],[238168,318092],[240836,451417],[243451,387846],[246694,561249],[247585,320623],[247722,390342],[249192,563014],[249449,517381],[261334,568763],[263900,405714],[266836,474729],[270168,413791],[272596,353730],[272733,414301],[281784,579585],[282041,539584],[282929,356767],[284674,490494],[296882,438639],[299447,439149],[305070,385950],[305866,446812],[308352,389232],[315258,593882],[317824,455812],[320760,517891],[332822,470124],[341144,420318],[341370,477484],[351302,485589],[353867,486099],[368084,498946],[376635,452733],[386746,513286],[420544,537850]
   ]
cell #1353 :
  |C| = 245
  W-rep = phi[[2, 1],[2, 2]]+phi[[1, 1],[3, 2]]
  special rep = phi[[2, 1],[2, 2]] , dim = 140
  orbit = [4, 4, 3, 3]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [137053],[162596],[186656],[192721],[218696],[223772],[225422],[251710],[252941],[257678],[276232],[287243],[291902],[293133],[302946],[311602],[327931],[335907],[338558],[346322],[347553],[371277],[373036],[374267],[381855],[398047],[403083],[406164],[407855],[430982],[432018],[436684],[463163],[468085],[492747],
     [78912,247000],[94221,272011],[99927,212991],[100224,152508],[111375,298725],[115914,305803],[117376,237154],[117673,180215],[124012,181020],[135294,332759],[136756,263154],[141134,209546],[141565,341617],[141884,270042],[143498,203939],[150279,353145],[160715,365624],[163027,368331],[163346,296756],[164960,228787],[169409,242819],[170305,305634],[170640,236754],[178456,386683],[179918,317078],[183111,393337],[190823,400513],[191142,329717],[193617,332590],[193952,262754],[200574,277882],[201429,271156],[201461,341663],[207665,418084],[209977,420791],[210296,351176],[211910,281247],[214036,425665],[215498,357766],[223437,365455],[226277,297870],[226309,368377],[232513,442932],[234668,306865],[238199,448314],[240921,450611],[241240,383641],[243715,386514],[244050,316678],[247807,457907],[248126,391368],[249740,321693],[257710,400559],[260668,333821],[264199,471626],[266921,473923],[267240,409641],[272818,478922],[273137,415327],[275897,417915],[278737,352290],[278769,420837],[283193,425496],[283528,357366],[284973,489882],[299532,500384],[299851,440175],[302611,442763],[305951,505827],[308616,448145],[308951,389831],[311634,450657],[314592,387745],[318123,514788],[319183,392482],[319215,457953],[320845,517085],[321164,459739],[332907,525207],[335572,471457],[338590,473969],[342028,477932],[344563,423737],[344595,478968],[353952,539288],[354271,487125],[355280,426727],[357031,489713],[368742,499394],[371309,500430],[377083,453181],[377686,506325],[380164,456262],[386831,559565],[389496,514619],[392514,517131],[403686,525705],[411836,483634],[411949,531651],[421202,538298],[423769,539334],[436797,548805],[444773,511247],[453784,560063],[483747,578511]
   ]
cell #1354 :
  |C| = 245
  W-rep = phi[[2, 2, 1],[2]]+phi[[2, 2],[2, 1]]
  special rep = phi[[2, 2],[2, 1]] , dim = 140
  orbit = [4, 4, 4, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [152319],[176981],[181948],[208427],[213093],[214160],[237256],[238947],[242059],[247095],[263256],[270844],[272106],[273865],[297558],[298820],[306584],[309315],[317180],[333540],[342276],[351978],[353240],[357868],[368990],[387464],[392170],[393432],[419689],[421450],[426446],[452421],[458566],[482626],[508557],
     [50910,257509],[65472,291074],[66555,160748],[76029,311433],[82043,324181],[83963,327058],[85048,190611],[90901,338389],[95178,345494],[96261,207698],[103352,360208],[105653,290921],[105777,221246],[106844,223164],[112332,372208],[113415,232546],[116401,378105],[118321,380982],[119406,240709],[127856,324028],[127980,252501],[129410,397219],[130523,255529],[133819,200293],[135781,404105],[137701,406982],[138786,266709],[142256,412668],[144557,345341],[144681,273706],[145748,275624],[155429,287994],[156832,431145],[161202,435049],[161477,233275],[163718,437516],[166019,372055],[166143,300420],[167210,302338],[171018,377952],[171142,306425],[173685,309453],[178943,454203],[185113,462070],[187034,397066],[187158,325800],[188849,264947],[191514,466725],[191961,268059],[194330,403952],[194454,333381],[196997,336409],[202379,342414],[208152,481999],[210668,484466],[217560,429694],[218384,289831],[219646,361832],[221405,300579],[222229,494902],[224150,434896],[224274,366246],[227227,369128],[233000,503461],[241612,509887],[244428,454050],[244552,387305],[251509,395482],[252660,325959],[255391,336271],[256542,465274],[257366,330519],[258628,401310],[267612,529267],[274689,533806],[276610,481846],[276734,418706],[279687,421588],[287856,361694],[291701,433312],[292852,366405],[301403,550960],[303324,503308],[303448,443554],[310466,508436],[311290,384443],[312552,451408],[326783,566269],[328544,401172],[337422,527816],[338246,410443],[339508,474720],[346121,480262],[347272,418865],[362845,545265],[367229,444537],[372835,501724],[373986,443713],[382468,451270],[397846,521210],[402323,475733],[408468,474582],[429815,545386],[435676,504088],[465395,527937]
   ]
cell #1355 :
  |C| = 245
  W-rep = phi[[2, 2, 1],[2]]+phi[[2, 2],[2, 1]]
  special rep = phi[[2, 2],[2, 1]] , dim = 140
  orbit = [4, 4, 4, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [284163],[313468],[319845],[349070],[354711],[355978],[379595],[381366],[384598],[390239],[405595],[413052],[414198],[415908],[437900],[439046],[446138],[448594],[455693],[469450],[476905],[484850],[485996],[490375],[498367],[512612],[516642],[517788],[536115],[537271],[541186],[558180],[562435],[576952],[591887],
     [132977,400952],[158393,432640],[159905,294509],[176139,451050],[185779,462445],[188437,464589],[189823,329928],[199451,474362],[205343,479590],[206855,348929],[217972,492296],[220984,432488],[221117,363402],[222384,365802],[230191,501052],[231703,375643],[235877,505607],[238535,507751],[239921,383852],[252239,462293],[252372,395994],[254150,520538],[255435,398670],[259544,340424],[261877,524987],[264535,527131],[265921,409852],[270432,531200],[273444,479438],[273577,415862],[274844,418262],[287900,430129],[289419,544580],[294342,546886],[294650,375784],[297146,548354],[300158,500900],[300291,440710],[301558,443110],[306163,505455],[306296,446092],[309359,448768],[315801,559345],[323706,565097],[325538,520386],[325671,463629],[327442,407366],[330107,567462],[330674,410598],[333119,524835],[333252,469404],[336315,472080],[342320,477079],[348762,576592],[351566,578060],[359888,543826],[360592,431529],[361738,493416],[363448,440756],[364152,584538],[365984,546734],[366117,496461],[369034,498541],[375476,589209],[384031,592581],[387043,559193],[387176,512566],[395170,519468],[396040,463675],[398496,471906],[399366,566708],[400070,467109],[401216,523126],[410031,603043],[416612,605285],[418444,576440],[418577,535365],[421494,537445],[429955,493242],[433000,545816],[433870,496507],[441460,613752],[443292,589057],[443425,552519],[449464,591827],[450168,510271],[451314,557484],[464379,620993],[465535,522952],[472776,602289],[473480,529651],[474626,572356],[479950,575522],[480820,535411],[494112,611345],[497211,553269],[501412,588139],[502282,552565],[508697,557310],[520898,599181],[523822,573052],[528077,572182],[543886,611405],[547246,589569],[566768,602349]
   ]
cell #1356 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[2, 1]]+phi[[1, 1, 1],[3, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [85311],[85340],[85577],[87006],[104000],[105854],[106866],[107103],[119669],[119698],[119935],[128057],[130545],[131707],[139049],[139078],[139315],[144758],[145770],[146007],[155451],[158208],[161740],[161769],[165332],[166220],[167232],[167469],[173707],[174869],[182211],[182240],[185594],[187235],[190498],[191186],[191983],[192220],[193186],[197019],[198181],[205158],[208690],[208719],[214182],[214419],[219161],[219668],[221427],[223064],[223227],[224675],[225577],[230006],[233538],[233567],[240596],[241284],[242081],[242318],[248279],[252682],[253096],[253965],[255592],[255761],[256777],[257523],[259968],[266596],[267284],[268081],[268318],[273887],[275524],[275687],[277135],[288057],[288226],[288588],[291042],[291088],[300601],[302238],[302401],[303849],[309516],[309685],[310701],[311447],[324149],[324195],[325981],[336472],[336641],[337657],[338403],[345462],[345508],[361895],[362064],[372176],[372222],[397187],[397233],
     [21762,235692],[28438,261692],[30639,202401],[38024,294157],[39106,227249],[41896,171219],[45150,315616],[50783,328914],[51051,258650],[52358,194531],[55713,142904],[58771,348577],[59853,279709],[61290,282466],[66537,364595],[66579,292874],[66879,224351],[68330,164366],[71388,375291],[72134,121364],[74438,307889],[75902,382838],[76170,312574],[77477,244629],[79294,247117],[89310,334845],[90774,408838],[91042,339530],[92981,342646],[94603,272128],[96243,417055],[96285,347294],[96585,276811],[98036,211316],[100359,213170],[101094,427751],[108759,436046],[110135,369360],[111757,298842],[113397,441903],[113439,374008],[113739,303525],[115627,378073],[115971,306606],[117808,237333],[123668,388769],[124384,182477],[125132,458936],[125400,393454],[132934,401542],[133801,467552],[133843,402345],[135007,404073],[135351,333562],[137188,263333],[141568,342477],[141928,271621],[143870,212282],[147663,482996],[149039,421820],[150661,353262],[152301,488853],[152343,426468],[152643,357945],[160110,495497],[160428,435017],[160772,366427],[163030,369191],[163390,298335],[169125,504458],[169874,243284],[170095,307020],[170223,378119],[176096,451640],[176963,510714],[177005,452443],[178169,454171],[178513,387486],[180350,317257],[190826,401373],[193407,333976],[193535,404119],[199408,474952],[200275,530094],[200317,475755],[200729,278037],[201274,343008],[207060,534401],[207378,481967],[207722,418887],[209980,421651],[210340,352755],[223355,435063],[226122,369722],[231908,551555],[232226,503429],[232570,443735],[233968,313892],[240924,451471],[243505,387900],[243633,454217],[266924,474783],[275815,482013],[278582,422182],[302529,503475]
   ]
cell #1357 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[3]]+phi[[2, 1],[3, 1]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [61336],[74484],[79328],[89356],[93541],[94637],[100247],[100422],[101140],[110695],[111791],[116576],[117696],[117871],[123714],[124393],[125178],[125434],[135956],[137076],[137251],[141157],[142082],[142611],[143879],[147709],[149599],[150695],[152377],[152531],[152706],[162619],[163544],[164073],[165341],[169623],[169883],[170858],[177039],[179118],[180238],[180413],[181043],[181961],[182486],[186679],[192935],[193195],[194170],[200833],[202043],[203962],[208440],[209569],[210494],[211023],[212291],[213106],[213179],[218910],[219170],[225681],[226891],[228810],[234051],[236777],[237269],[237342],[238960],[243033],[243293],[244268],[253200],[260051],[262777],[263269],[263342],[270857],[271370],[271630],[278141],[279351],[281270],[288671],[297571],[298084],[298344],[307124],[313975],[316701],[317193],[317266],[321716],[334080],[343091],[351991],[352504],[352764],[357881],[357954],[369805],[388004],[392183],[419702],[422265],
     [21808,116447],[28484,135827],[30673,142395],[38070,161248],[39140,163857],[41784,170831],[41959,171180],[45196,178989],[50829,133494],[51085,191653],[52246,194143],[52421,194492],[55364,200806],[55722,202076],[58817,208198],[59887,210807],[66613,161377],[66767,223963],[66942,224312],[67981,225654],[68339,226924],[71434,233046],[72143,234084],[72538,235347],[75948,176656],[76204,241751],[77365,244241],[77540,244590],[82498,253173],[84143,255669],[85061,191340],[85586,258325],[87015,260084],[87410,261347],[90820,199968],[91076,267751],[91940,268894],[96319,208327],[96473,276423],[96648,276772],[97687,278114],[98045,279384],[103532,288134],[104009,288704],[105790,221355],[105863,291204],[108805,169171],[109094,295608],[113473,233175],[113627,303137],[113802,303486],[116856,307097],[118501,309593],[119419,241438],[119944,312249],[121373,314008],[121768,315271],[127993,252610],[128066,324311],[128567,324833],[133877,200351],[136236,334053],[137881,336549],[138799,267438],[139324,339205],[142436,342554],[142913,343124],[144694,273815],[144767,345624],[147998,350028],[157012,361972],[161490,233288],[163898,369268],[164375,369838],[166156,300529],[166229,372338],[171155,306534],[171228,378235],[171729,378757],[179398,387977],[187171,325909],[187244,397349],[188862,264960],[191694,401450],[194467,333490],[194540,404235],[195041,404757],[210848,421728],[211325,422298],[218397,289844],[224287,366355],[224360,435179],[241792,451548],[244565,387414],[244638,454333],[245139,454855],[257379,330532],[267792,474860],[276747,418815],[276820,482129],[303461,443663],[303534,503591],[311303,384456],[338259,410456],[367242,444550]
   ]
cell #1358 :
  |C| = 245
  W-rep = phi[[2, 2, 1],[2]]+phi[[2, 2],[2, 1]]
  special rep = phi[[2, 2],[2, 1]] , dim = 140
  orbit = [4, 4, 4, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [214585],[242484],[248405],[277261],[283278],[283788],[308701],[309811],[313093],[319329],[335657],[342772],[344709],[345809],[357116],[369486],[371423],[378420],[380951],[389581],[392077],[392628],[404420],[412637],[419596],[421946],[423883],[426328],[437485],[452303],[454518],[458543],[482603],[484435],[508534],
     [51237,329861],[65534,363335],[76356,383785],[82105,395927],[83870,398425],[91228,409785],[95240,415795],[103259,429884],[105535,363078],[107269,224575],[112394,440643],[116463,446025],[118228,448523],[127228,324359],[127738,395670],[129472,463562],[131833,258373],[135843,469337],[137608,471835],[142163,476834],[144439,415538],[146173,277035],[154625,360445],[156739,493171],[159020,291252],[159530,293817],[161264,496394],[163625,498296],[165901,440386],[167635,303749],[170390,378283],[170900,445768],[174995,312297],[179005,512499],[185020,519397],[186916,463305],[189307,327295],[191421,522881],[192386,268484],[193702,404283],[194212,469080],[198307,339253],[201575,412905],[205970,345672],[206480,348237],[208214,535298],[210575,537200],[217442,492063],[222136,545745],[223522,435227],[224032,496137],[224801,303975],[226423,437753],[230818,372386],[231328,374951],[233062,552452],[239405,381219],[241519,557239],[243800,454381],[244310,512242],[251486,462039],[254777,397397],[255887,336767],[256424,521773],[257273,401668],[257824,466962],[259169,340049],[265405,407219],[267519,572111],[274596,575451],[275982,482177],[276492,535041],[278883,484703],[288352,362190],[290289,431382],[291389,372523],[291678,494871],[292734,435364],[301310,588068],[302696,503639],[303206,552195],[310348,556131],[311197,451766],[311748,510124],[324496,397534],[326690,599110],[327027,406951],[328521,466694],[337304,571003],[338153,475078],[338704,529504],[346098,533775],[347154,482314],[360177,431114],[362727,584151],[367136,444444],[372812,550929],[373868,503776],[382445,509856],[397823,566238],[402205,475615],[408445,529236],[429792,545363],[435653,504065],[465372,527914]
   ]
cell #1359 :
  |C| = 315
  W-rep = phi[[2, 1],[3, 1]]+phi[[2],[3, 2]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [115783],[116630],[135163],[136010],[140663],[140931],[141692],[160584],[162125],[162393],[163154],[169373],[170169],[170437],[178325],[179172],[186185],[186453],[190950],[191086],[192685],[193481],[193749],[201393],[207534],[209075],[209343],[210104],[217370],[218660],[223301],[223569],[223671],[226241],[232382],[236283],[236551],[241048],[241184],[242783],[243579],[243847],[251674],[251689],[256352],[257642],[257657],[262283],[262551],[267048],[267184],[269830],[271120],[275761],[276029],[276131],[278701],[291866],[291881],[296544],[297834],[299795],[302475],[302743],[302845],[305598],[305613],[310276],[311566],[311581],[316207],[316475],[329505],[332554],[332569],[335806],[337232],[338522],[338537],[346286],[346301],[350964],[352254],[362655],[365419],[365434],[371256],[373000],[373015],[383429],[386478],[386493],[398011],[398026],[400693],[403062],[409429],[417879],[417894],[430961],[442727],[442742],[450791],[474103],[500564],
     [56839,343505],[61078,283325],[69456,370219],[73603,378566],[74226,308748],[78781,319147],[88475,404566],[89098,335704],[92165,411624],[93566,413210],[94090,344527],[99162,422679],[99735,283057],[99871,213905],[109319,436472],[110720,438058],[111244,371241],[115027,444843],[115163,377047],[117184,308480],[117320,238068],[122833,454664],[123456,389628],[123911,247934],[128792,462951],[134407,468155],[134543,403047],[136564,335436],[136700,264068],[141033,341272],[141828,271736],[143397,272945],[148223,483422],[149624,485008],[150148,423701],[153166,357163],[156268,492817],[156404,430946],[162495,367986],[163290,298450],[164859,299659],[169388,376803],[170539,307464],[171954,506113],[177569,511317],[177705,453145],[179726,389360],[179862,317992],[182980,392446],[186555,396842],[192700,402803],[193851,334420],[195266,525493],[201408,342883],[203218,531721],[203354,477896],[209445,420446],[210240,352870],[211809,354079],[213285,425460],[215306,356895],[215442,284842],[218675,430702],[226256,369597],[228066,548875],[228202,499358],[236653,446940],[237448,448109],[242798,452901],[243949,388344],[245364,559851],[247275,391156],[248070,321108],[249639,320972],[262653,470252],[263448,471421],[271135,477652],[272286,415115],[273081,354215],[278716,422057],[280526,578581],[280662,538262],[282276,425475],[283427,357265],[297849,499114],[299000,439963],[307699,448124],[308850,389730],[316577,513414],[317372,514583],[319162,392461],[334655,471436],[341797,477911],[344542,423716],[352269,538018],[353420,486913],[358060,489677],[368511,499373],[377062,453160],[388579,514598],[393612,459527],[420971,538277],[427561,489692],[458087,517265],[479102,539468]
   ]
cell #1360 :
  |C| = 245
  W-rep = phi[[2, 1],[2, 2]]+phi[[1, 1],[3, 2]]
  special rep = phi[[2, 1],[2, 2]] , dim = 140
  orbit = [4, 4, 3, 3]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [39781],[52097],[64223],[67906],[82423],[85919],[86898],[102837],[103892],[107587],[120277],[127290],[131411],[132466],[139657],[146491],[159082],[165674],[167953],[174573],[175628],[196264],[197885],[198940],[206032],[220534],[226070],[229170],[230880],[253589],[254839],[260480],[289100],[295504],[324729],
     [24073,79969],[31314,60528],[33767,100098],[33777,150966],[41635,77216],[42823,117547],[42833,172302],[45946,123960],[53285,136927],[53295,195614],[55289,97612],[56055,93929],[56065,201786],[56988,143446],[68672,111083],[68682,226634],[69605,164908],[72026,121256],[72676,116781],[72766,234802],[72945,170588],[78404,180089],[78414,245712],[85929,258035],[87548,136161],[87638,260802],[87817,193900],[92513,142796],[92649,141741],[98378,149987],[98388,279094],[99311,211858],[101286,215669],[101296,285190],[107677,293267],[107856,223720],[109667,164258],[109803,163203],[115560,170452],[120287,311959],[121906,179323],[121996,314726],[122175,243998],[124726,182819],[124736,319540],[125659,249688],[132602,190999],[134940,193764],[139667,338915],[144212,212624],[144222,344920],[146581,347687],[146760,276180],[148571,211208],[148707,210153],[151616,214903],[151706,355414],[151885,283476],[160361,223584],[165684,371634],[168043,374401],[168222,302894],[172952,246362],[173042,380298],[173221,308899],[175764,241097],[178102,243862],[181403,249038],[181539,247983],[182829,392839],[196354,406298],[196533,335855],[199076,267097],[201222,278530],[202012,412484],[204322,281630],[204458,272994],[207311,276044],[212634,424094],[213682,283340],[214993,426861],[215172,357314],[226860,437332],[229306,299708],[232159,302758],[234480,314404],[235316,307513],[237845,308763],[246452,456396],[246631,389779],[249174,321021],[261316,334469],[263845,335719],[268790,349924],[270113,343520],[279320,484282],[281766,354128],[284619,357178],[296827,370234],[305354,378653],[315240,388393],[317769,389643],[332310,404653],[351247,422694],[386234,454751]
   ]
cell #1361 :
  |C| = 175
  W-rep = phi[[2, 2],[2, 1]]+phi[[1],[3, 3]]
  special rep = phi[[2, 2],[2, 1]] , dim = 140
  orbit = [4, 4, 4, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 140
     105 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [51161],[66779],[76280],[84155],[85556],[91152],[96485],[103544],[105833],[107436],[111867],[113639],[118513],[119914],[128036],[130333],[130601],[137088],[137893],[139294],[142448],[144737],[146340],[155239],[155507],[157024],[158003],[162631],[163910],[165311],[166199],[167802],[171198],[173495],[173763],[185389],[186691],[187214],[191706],[193165],[194510],[196807],[197075],[202189],[202457],[204953],[210860],[219140],[219456],[219724],[223807],[224330],[225464],[227037],[227305],[229801],[235487],[241804],[244608],[251784],[252983],[253760],[258122],[258438],[258706],[261487],[267804],[276267],[276790],[279497],[279765],[287285],[287362],[291976],[293175],[293952],[302981],[303504],[312046],[312362],[312630],[315411],[327973],[328050],[335942],[339002],[339318],[339586],[346396],[347595],[348372],[371721],[373110],[374309],[375086],[381897],[381974],[398121],[406206],[407897],[407974],[432060],[432137],[436726],[463205],
     [79404,125510],[94713,150771],[100259,152543],[117708,180250],[124047,181055],[124363,182456],[141169,209581],[143533,203974],[143849,212261],[151053,213149],[164995,228822],[169853,243263],[170675,236789],[172389,237312],[193987,262789],[195701,263312],[200616,277924],[201873,271600],[211945,281282],[226721,298314],[234710,306907],[244085,316713],[245799,317236],[249775,321728],[260710,333863],[279181,352734],[283563,357401],[285277,357924],[308986,389866],[314634,387787],[319627,392926],[345007,424181],[355322,426769],[380206,456304],[411878,483676]
   ]
cell #1362 :
  |C| = 245
  W-rep = phi[[2, 1],[2, 2]]+phi[[1, 1],[3, 2]]
  special rep = phi[[2, 1],[2, 2]] , dim = 140
  orbit = [4, 4, 3, 3]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [53232],[68167],[82684],[86939],[103933],[107848],[109004],[127331],[128477],[132507],[146752],[154744],[159123],[160269],[168214],[175669],[189426],[196525],[198981],[206073],[207219],[229211],[230921],[232067],[239524],[254880],[260521],[263753],[265524],[289141],[290408],[296049],[325274],[331651],[360956],
     [24126,180740],[31367,203659],[33714,101233],[33774,151007],[39834,228507],[42076,235088],[42770,78351],[42830,172343],[45938,124221],[52538,261088],[53292,195655],[55550,97873],[55910,269643],[56062,201827],[56980,143707],[60581,280967],[67059,293553],[68527,296357],[68679,226675],[69597,165169],[72067,121297],[72763,170493],[72937,117042],[77657,315012],[78411,245753],[80022,321413],[85774,329318],[85926,258076],[87635,193805],[87809,136422],[91850,147908],[92554,142837],[92600,201694],[96765,347973],[98233,350777],[98385,279135],[99303,212119],[100539,355700],[101293,285231],[107674,223625],[109708,164299],[109754,226542],[113919,374687],[115468,171639],[117988,380584],[120132,383242],[120284,312000],[121993,243903],[122167,179584],[124581,390969],[124733,319581],[125651,249949],[132553,257943],[134848,194951],[137368,406584],[139512,409242],[139664,338956],[144067,414928],[144219,344961],[146578,276085],[148612,211249],[148658,279002],[151703,283381],[151877,215164],[152823,427147],[165529,439776],[165681,371675],[168040,302799],[170757,445668],[173039,308804],[173213,246623],[175715,311867],[178010,245049],[180530,456682],[181444,249079],[181490,319448],[182674,459340],[182826,392880],[194069,468980],[196351,335760],[199027,338823],[202009,343561],[204363,281671],[204409,344828],[212479,486726],[212631,424135],[213590,284527],[214990,357219],[226857,370275],[229257,371542],[234521,314445],[235267,379198],[237753,317677],[244167,512142],[246449,389684],[249125,392747],[261267,405198],[269335,350469],[269476,413416],[279317,422735],[281717,424002],[296190,438264],[304695,385575],[315191,455296],[350610,485214]
   ]
cell #1363 :
  |C| = 245
  W-rep = phi[[2, 2, 1],[2]]+phi[[2, 2],[2, 1]]
  special rep = phi[[2, 2],[2, 1]] , dim = 140
  orbit = [4, 4, 4, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [182304],[208783],[214192],[242091],[247127],[248268],[272138],[273897],[277124],[282455],[298852],[306616],[307878],[309674],[333572],[334834],[342635],[345371],[353272],[369349],[377982],[387496],[388758],[393464],[403982],[421809],[426478],[427740],[452453],[454080],[458925],[482985],[488762],[510623],[533922],
     [67151,293819],[84202,327297],[85404,191870],[96857,348239],[103591,360447],[105685,363134],[106876,223991],[114011,374953],[118560,381221],[119762,241968],[127888,395726],[130417,327072],[130555,255697],[131696,258301],[137940,407221],[139142,267968],[142495,412907],[144589,415594],[145780,276451],[155323,360222],[155461,288162],[157071,431384],[158197,291180],[161833,233631],[163957,437755],[166051,440442],[167242,303165],[171050,445824],[173579,380996],[173717,309621],[174858,312225],[185583,324287],[187066,463361],[191753,466964],[191993,268091],[194362,469136],[196891,406996],[197029,336577],[198170,339181],[202273,412682],[202411,342582],[205147,345600],[210907,484705],[217592,492119],[219540,431159],[219678,362000],[221437,300611],[224182,496193],[224664,303838],[227121,437530],[227259,369296],[229995,372314],[235681,378211],[241851,510126],[244460,512298],[251868,462084],[252692,325991],[253954,397325],[255750,336630],[256574,521829],[258522,466739],[258660,401478],[261681,404211],[267851,529506],[276642,535097],[279581,484480],[279719,421756],[287106,429724],[288215,362053],[290951,372085],[292060,494916],[292884,366437],[294146,435155],[303356,552251],[310498,556187],[312446,509901],[312584,451576],[315605,454309],[324058,397096],[327794,465304],[328903,401531],[337454,571059],[339402,529281],[339540,474888],[346480,533820],[347304,418897],[348566,482105],[362877,584207],[364504,434926],[373194,550974],[374018,443745],[375280,503567],[381718,508466],[382827,451629],[398205,566283],[402355,475765],[407718,527846],[408827,474941],[416964,481876],[431881,545295],[436035,504447],[441812,503338],[462186,566385],[467461,530003],[495018,551076]
   ]
cell #1364 :
  |C| = 315
  W-rep = phi[[2, 1],[3, 1]]+phi[[2],[3, 2]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [115782],[135162],[141680],[160583],[163142],[170062],[170426],[171518],[178324],[190938],[191085],[193374],[193738],[194830],[200696],[200873],[201290],[207533],[210092],[223194],[223558],[223659],[225544],[225721],[226138],[232381],[233984],[241036],[241183],[243472],[243836],[244928],[253063],[253240],[255559],[257539],[257553],[259984],[267036],[267183],[275654],[276018],[276119],[278004],[278181],[278598],[288024],[288604],[291104],[291118],[299794],[302368],[302732],[302833],[306987],[307164],[309483],[311463],[311477],[313908],[324211],[324225],[333943],[334120],[335794],[336439],[338419],[338433],[342444],[343024],[345524],[345538],[361862],[369158],[369738],[371152],[372238],[372252],[378135],[378149],[387867],[388044],[397249],[397263],[401340],[402958],[404135],[404149],[421618],[422198],[430857],[435079],[435093],[451438],[454233],[454247],[466437],[474750],[482029],[482043],[503491],[503505],[509599],[528979],[550202],
     [93920,343494],[99870,213904],[100089,283314],[111074,370208],[116685,378555],[117319,238067],[117538,308737],[123864,319044],[123899,247922],[136065,404555],[136699,264067],[136918,335693],[140986,411613],[141827,271735],[142692,413215],[143350,344424],[143385,272933],[149978,422668],[150862,282950],[162448,436461],[163289,298449],[164154,438063],[164812,371138],[164847,299647],[169662,444848],[169806,376944],[170527,307452],[172198,308373],[179227,454653],[179861,317991],[180080,389617],[186508,462940],[192974,468160],[193118,402944],[193839,334408],[195510,335329],[200982,341165],[201304,342871],[209398,483411],[210239,352869],[211104,485013],[211762,423598],[211797,354067],[215441,284841],[215660,357152],[218949,492822],[219093,430843],[225830,367879],[226152,369585],[233998,376791],[236606,506102],[243072,511322],[243216,453042],[243937,388332],[245608,389253],[248069,321107],[249592,392343],[249627,320960],[253349,396735],[259998,402791],[262606,525482],[271409,531726],[271553,477793],[273080,354214],[278290,420339],[278612,422045],[282694,424698],[283415,357253],[285086,356788],[288618,430690],[298123,548880],[298267,499255],[307273,446833],[308117,447347],[308838,389718],[313922,452889],[316530,559840],[318736,390363],[319058,392357],[334229,470145],[335073,470659],[343038,477640],[344116,414322],[344438,423612],[352543,578586],[352687,538159],[354610,424712],[369752,499102],[370830,439170],[376958,453056],[379494,447361],[388153,513307],[388997,513821],[405494,470673],[412380,477807],[422212,538006],[423290,486120],[427979,542395],[437228,499269],[455592,513835],[460406,517912],[484178,538173],[490274,542409],[515970,563337],[533048,579908]
   ]
cell #1365 :
  |C| = 315
  W-rep = phi[[2, 1],[3, 1]]+phi[[2],[3, 2]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [142447],[163909],[171186],[191705],[194498],[202082],[202446],[202822],[210859],[223806],[224318],[226930],[227294],[227670],[234090],[234171],[235384],[241803],[244596],[258110],[258331],[258695],[260090],[260171],[261384],[267803],[268931],[276266],[276778],[279390],[279754],[280130],[288710],[288791],[291210],[293076],[293849],[295645],[302980],[303492],[312034],[312255],[312619],[314014],[314095],[315308],[324317],[324870],[327254],[327327],[335941],[338990],[339211],[339575],[343130],[343211],[345630],[347496],[348269],[350065],[360404],[360477],[369844],[369925],[371709],[372344],[374210],[374983],[378241],[378794],[381178],[381251],[397355],[404241],[404794],[406107],[407178],[407251],[412864],[412937],[422304],[422385],[431341],[431414],[435185],[436627],[437712],[437785],[454339],[454892],[463106],[466921],[466994],[482135],[484662],[484735],[495938],[503597],[510083],[510156],[529463],[529536],[534842],[551996],[570429],
     [117032,307351],[124046,181054],[124211,247162],[136412,334307],[142735,342857],[143532,203973],[143697,272173],[150905,282158],[151041,213137],[164197,369571],[164994,228821],[165159,298887],[169705,376777],[170674,236788],[171532,378521],[172241,307581],[172377,237300],[179574,388231],[180633,246798],[193017,402777],[193986,262788],[194844,404521],[195553,334537],[195689,263300],[200887,411579],[201025,341059],[201861,271588],[203552,271809],[211147,422031],[211944,281281],[212109,353307],[218992,430676],[225735,436427],[225873,367773],[226709,298302],[228400,298523],[234281,304942],[234611,306808],[243115,452875],[244084,316712],[244942,454619],[245651,388461],[245787,317224],[249774,321727],[249939,393499],[253254,462906],[253392,396629],[260281,331898],[260611,333764],[268858,340986],[271452,477626],[278195,483377],[278333,420233],[279169,352722],[280860,352943],[283562,357400],[285129,427443],[285265,357912],[288901,361203],[295572,367700],[298166,499088],[307178,506068],[307316,446727],[308985,389865],[314205,385822],[314535,387688],[318779,457349],[319615,392914],[321306,393135],[324797,396556],[334134,525448],[334272,470039],[343321,413663],[344159,478364],[344995,424169],[349992,420160],[352586,537992],[354893,424804],[355223,426670],[370035,438511],[370873,499826],[378721,446654],[379777,447453],[380107,456205],[388058,559806],[388196,513201],[390184,457276],[404721,469966],[405777,470765],[411779,483577],[414143,478291],[422495,485461],[423333,538730],[438991,499753],[445569,506268],[454819,513128],[455875,513927],[460449,563894],[468881,525648],[485941,538657],[490557,542501],[512043,560006],[517733,563821],[540617,581702],[555557,595548]
   ]
cell #1366 :
  |C| = 175
  W-rep = phi[[2, 2],[2, 1]]+phi[[1],[3, 3]]
  special rep = phi[[2, 2],[2, 1]] , dim = 140
  orbit = [4, 4, 4, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 140
     105 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [85910],[107491],[120268],[130656],[132362],[139648],[146395],[155562],[158292],[160148],[165665],[167857],[173818],[175524],[185678],[188428],[188605],[196168],[197130],[198836],[202512],[205242],[207098],[217963],[218140],[219779],[221002],[225974],[227360],[229066],[230090],[231946],[235776],[238526],[238703],[252257],[253493],[254049],[258761],[260376],[261776],[264526],[264703],[270423],[270600],[273462],[279820],[288996],[289410],[289587],[293685],[294241],[295492],[297137],[297314],[300176],[306181],[312685],[315700],[323697],[324717],[325556],[329684],[330098],[330275],[333137],[339641],[348105],[348661],[351557],[351734],[359753],[359906],[364143],[365163],[366002],[374819],[375375],[383608],[384022],[384199],[387061],[399231],[399384],[406716],[409608],[410022],[410199],[416603],[417623],[418462],[440142],[441451],[442471],[443310],[449329],[449482],[464370],[471165],[472641],[472794],[493977],[494130],[497748],[520279],
     [124717,182810],[144203,212615],[151520,214807],[172856,246266],[180872,247228],[181299,248934],[201126,278434],[203791,272239],[204218,281526],[212958,282550],[228639,298953],[234376,314300],[235220,307417],[237121,307973],[261220,334373],[263121,334929],[268778,349912],[270009,343416],[281099,353373],[296723,370130],[305342,378641],[315144,388297],[317045,388853],[321545,393565],[332298,404641],[351143,422590],[355832,427279],[357733,427835],[380716,456814],[386222,454739],[391335,459706],[415294,487092],[425204,489421],[447853,514327],[476286,536652]
   ]
cell #1367 :
  |C| = 245
  W-rep = phi[[2, 2, 1],[2]]+phi[[2, 2],[2, 1]]
  special rep = phi[[2, 2],[2, 1]] , dim = 140
  orbit = [4, 4, 4, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [320389],[349614],[356018],[384638],[390279],[391522],[414238],[415948],[419041],[424577],[439086],[446178],[447226],[448847],[469490],[470538],[477158],[479401],[486036],[498620],[505418],[512652],[513700],[517828],[524798],[537524],[541226],[542274],[558220],[559156],[562688],[577205],[580852],[592978],[605175],
     [190367,258884],[222424,293871],[223934,293830],[240465,312808],[255475,327349],[255640,327308],[256718,329871],[266465,339764],[274884,348291],[276394,348250],[287940,360499],[288105,360458],[290937,363145],[290983,363345],[295194,376328],[301598,375005],[303108,374964],[309399,381273],[309564,381232],[310642,383795],[324044,395737],[324090,395937],[327054,398480],[330714,410638],[336355,407273],[336520,407232],[337598,409795],[342360,412959],[342525,412918],[345357,415605],[345403,415805],[360204,429939],[361778,431436],[361943,431395],[363488,440796],[366581,443889],[369074,437807],[369239,437766],[372071,440453],[372117,440653],[377968,445835],[378014,446035],[380978,448578],[396080,463715],[397082,463372],[397128,463572],[398749,472159],[401256,467016],[401421,466975],[403968,469147],[404014,469347],[406978,471890],[412664,476889],[421534,484757],[421699,484716],[429710,492130],[430208,493495],[431141,493226],[432451,500863],[433910,496547],[434912,496204],[434958,496404],[437512,498351],[451354,510178],[451519,510137],[454066,512309],[454112,512509],[462066,519452],[462256,520349],[465290,521840],[465788,523205],[466721,522936],[474666,529558],[474831,529517],[480860,535451],[481862,535108],[481908,535308],[484462,537255],[491980,543789],[494898,545800],[495088,546697],[502322,552605],[503324,552262],[503370,552462],[508452,556198],[508950,557563],[509883,557294],[521690,566671],[523862,573092],[527832,571070],[528330,572435],[529263,572166],[533802,575506],[533992,576403],[545281,584218],[547499,589822],[550956,588123],[551146,589020],[556048,591790],[566265,599165],[567859,603440],[570920,602252],[584068,611308],[584428,613642],[598594,620883]
   ]
cell #1368 :
  |C| = 245
  W-rep = phi[[2, 1],[2, 2]]+phi[[1, 1],[3, 2]]
  special rep = phi[[2, 1],[2, 2]] , dim = 140
  orbit = [4, 4, 3, 3]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [88847],[107838],[109366],[128839],[132405],[134259],[146742],[156120],[158335],[160162],[162209],[168204],[175567],[185721],[186269],[188619],[196515],[198879],[205285],[207112],[218154],[229109],[230133],[231960],[238717],[254092],[260419],[263646],[264717],[289039],[289601],[295942],[325167],[331639],[360944],
     [24127,246989],[31368,272000],[33773,213001],[39835,298714],[42077,305792],[42829,237164],[45928,181102],[52539,332748],[53291,263164],[55911,341526],[56061,270052],[56970,204021],[60582,353134],[60827,152915],[67060,365613],[68528,368240],[68678,296766],[69587,228869],[72762,235819],[72927,172001],[73975,123205],[77658,386672],[78410,317088],[80023,393326],[85775,400422],[85925,329727],[87634,261819],[87799,195313],[92212,148270],[92452,203070],[92588,270614],[96766,418073],[98234,420700],[98384,351186],[99293,281329],[100540,425654],[101292,357776],[107673,294284],[109606,227918],[109742,297328],[113920,442921],[114879,177421],[115361,236367],[117989,448303],[120133,450520],[120283,383651],[121992,315743],[122157,245411],[124582,457816],[124732,391378],[125641,321775],[132541,330289],[134741,262367],[137369,471615],[139513,473832],[139663,409651],[140747,209159],[144068,478831],[144218,415337],[146577,348704],[148510,280378],[148646,351748],[151702,282593],[151867,215154],[152824,489871],[165530,500293],[165680,440185],[168039,375418],[170758,505348],[173038,308016],[173203,246613],[175703,384213],[177903,316291],[180531,514777],[181342,248977],[181478,318641],[182675,516994],[182825,459749],[194070,524728],[196350,334972],[199015,410213],[202008,343459],[204261,281569],[204397,344021],[212480,539197],[212630,487135],[213483,284420],[214989,427878],[226856,370173],[229245,370735],[234419,314343],[235255,379091],[237646,317570],[244168,559086],[246448,388896],[249113,460311],[261255,405091],[269228,350362],[269464,413404],[279316,422633],[281705,423195],[296178,438252],[304683,385563],[315179,455189],[350598,485202]
   ]
cell #1369 :
  |C| = 315
  W-rep = phi[[2, 1],[3, 1]]+phi[[2],[3, 2]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [115789],[132830],[135169],[141681],[160590],[160611],[163143],[170063],[170425],[171517],[175992],[178331],[190591],[190939],[193375],[193737],[194829],[199304],[200697],[200872],[201289],[207540],[207561],[210093],[221226],[223195],[223557],[225545],[225720],[226137],[229534],[232388],[232409],[233983],[240689],[241037],[243473],[243835],[244927],[252481],[253064],[253239],[255560],[257538],[259983],[264095],[266689],[267037],[273686],[275655],[276017],[278005],[278180],[278597],[288025],[288603],[291103],[299300],[300400],[302369],[302731],[306405],[306988],[307163],[309484],[311462],[313907],[324210],[325780],[332016],[333361],[333944],[334119],[336440],[338418],[342445],[343023],[345523],[361321],[361863],[366226],[369159],[369737],[372237],[378134],[387285],[387868],[388043],[397248],[400799],[401341],[404134],[418686],[421619],[422197],[435078],[443534],[450897],[451439],[454232],[474209],[474751],[482028],[500670],[503490],
     [60921,213911],[61043,283313],[74069,238074],[74191,308736],[78774,319043],[78808,247923],[88941,264074],[89063,335692],[92877,271742],[93965,343493],[94083,344423],[94117,272934],[99746,282951],[110031,298456],[111119,370207],[111237,371137],[111271,299648],[115156,376943],[115810,307453],[116694,378554],[117195,308374],[123299,317998],[123421,389616],[134536,402943],[135190,334409],[136074,404554],[136575,335330],[140995,411612],[141044,341166],[141333,342872],[142693,413209],[148935,352876],[150023,422667],[150141,423597],[150175,354068],[153009,284848],[153131,357151],[156397,430842],[162457,436460],[162506,367880],[162795,369586],[164155,438057],[169494,376792],[169663,444842],[177698,453041],[178352,388333],[179236,454652],[179737,389254],[181767,249402],[182973,392342],[183007,320961],[186517,462939],[186566,396736],[192806,402792],[192975,468154],[203347,477792],[204686,281994],[209407,483410],[209456,420340],[209745,422046],[211105,485007],[213278,424697],[213932,284869],[215317,356789],[218781,430691],[218950,492816],[228195,499254],[236615,506101],[236664,446834],[237441,447346],[238095,318019],[242904,452890],[243073,511316],[247286,390364],[247575,320613],[262615,525481],[262664,470146],[263441,470658],[271241,477641],[271410,531720],[272297,414323],[272586,353720],[280655,538158],[282382,354820],[297955,499103],[298124,548874],[299011,439171],[305060,385940],[307805,379704],[316539,559839],[316588,513308],[317365,513820],[334761,405704],[341903,413781],[352375,538007],[352544,578580],[353431,486121],[358053,542394],[368617,438629],[388685,455802],[393623,517913],[421077,485579],[427667,490484],[458193,517371],[479208,539574]
   ]
cell #1370 :
  |C| = 175
  W-rep = phi[[2, 2],[2, 1]]+phi[[1],[3, 3]]
  special rep = phi[[2, 2],[2, 1]] , dim = 140
  orbit = [4, 4, 4, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 140
     105 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [85955],[107500],[120313],[130665],[132363],[139693],[146404],[155571],[158293],[160147],[165710],[167866],[173827],[175525],[185679],[188429],[188604],[196177],[197139],[198837],[202521],[205243],[207097],[217964],[218139],[219788],[221001],[225983],[227369],[229067],[230091],[231945],[235777],[238527],[238702],[252256],[253502],[254050],[258770],[260377],[261777],[264527],[264702],[270424],[270599],[273461],[279829],[288997],[289411],[289586],[293694],[294242],[295493],[297138],[297313],[300175],[306180],[312694],[315701],[323698],[324718],[325555],[329685],[330099],[330274],[333136],[339650],[348114],[348662],[351558],[351733],[359754],[359905],[364144],[365164],[366001],[374828],[375376],[383609],[384023],[384198],[387060],[399232],[399383],[406725],[409609],[410023],[410198],[416604],[417624],[418461],[440143],[441452],[442472],[443309],[449330],[449481],[464371],[471166],[472642],[472793],[493978],[494129],[497749],[520280],
     [124762,182855],[144248,212660],[151529,214816],[172865,246275],[180881,247237],[181300,248935],[201135,278443],[203800,272248],[204219,281527],[212959,282551],[228648,298962],[234377,314301],[235229,307426],[237122,307974],[261229,334382],[263122,334930],[268779,349913],[270010,343417],[281108,353382],[296724,370131],[305343,378642],[315153,388306],[317046,388854],[321554,393574],[332299,404642],[351144,422591],[355841,427288],[357734,427836],[380725,456823],[386223,454740],[391336,459707],[415295,487093],[425205,489422],[447854,514328],[476287,536653]
   ]
cell #1371 :
  |C| = 245
  W-rep = phi[[2, 1],[2, 2]]+phi[[1, 1],[3, 2]]
  special rep = phi[[2, 1],[2, 2]] , dim = 140
  orbit = [4, 4, 3, 3]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [88848],[107839],[109367],[128840],[132406],[134260],[146743],[156121],[158336],[160163],[162210],[168205],[175568],[185722],[186270],[188620],[196516],[198880],[205286],[207113],[218155],[229110],[230134],[231961],[238718],[254093],[260420],[263647],[264718],[289040],[289602],[295943],[325168],[331640],[360945],
     [24132,246990],[31373,272001],[33780,213002],[39840,298715],[42082,305793],[42836,237165],[45929,181103],[52544,332749],[53298,263165],[55916,341527],[56068,270053],[56971,204022],[60587,353135],[60828,152916],[67065,365614],[68533,368241],[68685,296767],[69588,228870],[72769,235820],[72928,172002],[73976,123206],[77663,386673],[78417,317089],[80028,393327],[85780,400423],[85932,329728],[87641,261820],[87800,195314],[92213,148271],[92453,203071],[92589,270615],[96771,418074],[98239,420701],[98391,351187],[99294,281330],[100545,425655],[101299,357777],[107680,294285],[109607,227919],[109743,297329],[113925,442922],[114880,177422],[115362,236368],[117994,448304],[120138,450521],[120290,383652],[121999,315744],[122158,245412],[124587,457817],[124739,391379],[125642,321776],[132542,330290],[134742,262368],[137374,471616],[139518,473833],[139670,409652],[140748,209160],[144073,478832],[144225,415338],[146584,348705],[148511,280379],[148647,351749],[151709,282594],[151868,215155],[152829,489872],[165535,500294],[165687,440186],[168046,375419],[170763,505349],[173045,308017],[173204,246614],[175704,384214],[177904,316292],[180536,514778],[181343,248978],[181479,318642],[182680,516995],[182832,459750],[194075,524729],[196357,334973],[199016,410214],[202015,343460],[204262,281570],[204398,344022],[212485,539198],[212637,487136],[213484,284421],[214996,427879],[226863,370174],[229246,370736],[234420,314344],[235256,379092],[237647,317571],[244173,559087],[246455,388897],[249114,460312],[261256,405092],[269229,350363],[269465,413405],[279323,422634],[281706,423196],[296179,438253],[304684,385564],[315180,455190],[350599,485203]
   ]
cell #1372 :
  |C| = 315
  W-rep = phi[[2, 1],[3, 1]]+phi[[2],[3, 2]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [56038],[67070],[68655],[72867],[85902],[85914],[87739],[92446],[92759],[96776],[98361],[107495],[107778],[109600],[109913],[113930],[114873],[115380],[120260],[120272],[122097],[130660],[132399],[132712],[134253],[134760],[137379],[139640],[139652],[140766],[141286],[146399],[146682],[148504],[148817],[155566],[156114],[158329],[160181],[162228],[162748],[165669],[167861],[168144],[169447],[173822],[175561],[175874],[177415],[177922],[185715],[186288],[188638],[192759],[196172],[197134],[198873],[199186],[202516],[203064],[205279],[207131],[209178],[209698],[218173],[218734],[219783],[225978],[227364],[227912],[230127],[231979],[235813],[236386],[238736],[242857],[253497],[254086],[258765],[261813],[262386],[264736],[270633],[271194],[279824],[280372],[289620],[293689],[294278],[297347],[297908],[312689],[315737],[316310],[330308],[339645],[348109],[348698],[351767],[352328],[374823],[375412],[384232],[406720],[410232],
     [24137,124709],[31378,144195],[33762,151807],[39845,165657],[42087,172164],[42818,173143],[45887,181336],[45927,181649],[52549,195476],[53280,196455],[56050,203458],[56929,204255],[56969,204568],[60592,212607],[60826,213502],[68667,228306],[69546,229103],[69586,229416],[72372,234413],[72584,236213],[72926,236812],[73974,237665],[77668,245574],[78399,246553],[80033,182802],[87244,260413],[87456,262213],[87798,262812],[88846,263665],[91986,269074],[92211,269247],[92451,271050],[98373,280766],[99252,281563],[99292,281876],[100550,152834],[101281,215094],[104238,289033],[109140,295788],[109365,295961],[109605,297764],[114878,304869],[115349,306754],[117999,180541],[121602,314337],[121814,316137],[122156,316736],[123204,317589],[124721,182814],[125600,248971],[125640,249284],[128613,325013],[128838,325186],[134258,331825],[134729,333710],[140735,340932],[143142,343453],[144207,212619],[148044,350208],[148269,350381],[148509,352184],[151312,282587],[151524,214811],[152914,284439],[156119,361130],[162197,367646],[164604,370167],[171775,378937],[172000,379110],[172648,308010],[172860,246270],[177420,385749],[177891,387634],[180876,247232],[181101,318660],[186257,396502],[195087,404937],[195312,405110],[195960,334966],[201130,278438],[203069,413590],[203795,272243],[204020,344040],[209147,420106],[211554,422627],[227917,438438],[228643,298957],[228868,370754],[235224,307421],[236355,446600],[245185,455035],[245410,455208],[246058,388890],[261224,334377],[262355,469912],[280377,485388],[281103,353377],[281328,423214],[285536,427872],[315148,388301],[316279,513074],[321549,393569],[321774,460330],[355836,427283],[380720,456818]
   ]
cell #1373 :
  |C| = 315
  W-rep = phi[[2, 1],[3, 1]]+phi[[2],[3, 2]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [92743],[93011],[107870],[109897],[110165],[114754],[114924],[115648],[132696],[132801],[134134],[134304],[135028],[140647],[141419],[141589],[146774],[148801],[149069],[154777],[155995],[156165],[160302],[160449],[162109],[162881],[163051],[168236],[170153],[175858],[175963],[177296],[177466],[178190],[184896],[186169],[189459],[190677],[190847],[193465],[196547],[199170],[199275],[201727],[202945],[203115],[207252],[207399],[209059],[209831],[210001],[217354],[222012],[223285],[226575],[227793],[227963],[229505],[232100],[232247],[234994],[236267],[239557],[240775],[240945],[243563],[256336],[257976],[260994],[262267],[263786],[265557],[266775],[266945],[269814],[274472],[275745],[279035],[280253],[280423],[290441],[293459],[293586],[296082],[296528],[301186],[302459],[310260],[311900],[314918],[316191],[325307],[326566],[329489],[337216],[338856],[347879],[348006],[350948],[362639],[374593],[374720],[383413],[406617],[409413],
     [24172,247831],[31413,272842],[33736,283041],[39880,299556],[42447,306661],[42792,308464],[45876,247661],[45960,181633],[52909,333617],[53254,335420],[55572,341256],[56223,342109],[56918,272672],[57002,204552],[60627,353976],[60892,213770],[68189,367970],[68840,368823],[69535,299386],[69619,229400],[72256,376715],[72361,305146],[72959,236110],[73080,377783],[74040,237933],[78028,387541],[78373,389344],[80068,320869],[82706,396826],[87128,402715],[87233,332102],[87831,262110],[87952,403783],[88912,263933],[91883,340919],[92030,411500],[92848,270901],[97895,420430],[98546,421283],[99241,353806],[99325,281860],[101255,356879],[104122,430614],[104227,361407],[109037,367633],[109184,436348],[110002,297615],[115501,306041],[117064,446924],[121486,452813],[121591,386026],[122189,316034],[122310,453881],[123270,317857],[124243,391140],[125589,320699],[125673,249268],[128510,396489],[128657,462827],[134881,332997],[136444,470236],[143026,477564],[143131,413867],[143729,415099],[147941,420093],[148088,483298],[148906,352035],[151301,355606],[151899,215186],[152980,284707],[164488,499026],[164593,438715],[165191,439947],[171672,446587],[171819,505989],[172637,380490],[173235,246645],[178043,386921],[179606,513398],[180773,319481],[181738,249373],[194984,469899],[195131,525369],[195949,406490],[203692,344861],[204657,281965],[211438,537930],[211543,485665],[212141,486897],[213623,284560],[228540,371575],[235121,379231],[237786,317710],[245082,513061],[245229,559727],[246047,456588],[249971,459511],[261121,405231],[269368,350502],[281000,424035],[285525,427053],[315045,455329],[321446,392780],[355733,427180],[380617,456715]
   ]
cell #1374 :
  |C| = 315
  W-rep = phi[[2, 1],[3, 1]]+phi[[2],[3, 2]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [92820],[107875],[109974],[115728],[132773],[132791],[135108],[141323],[141676],[142688],[146779],[148878],[160197],[160529],[162785],[163138],[164150],[168241],[169484],[169658],[170058],[175935],[175953],[178270],[188654],[190581],[190934],[192796],[192970],[193370],[196552],[199247],[199265],[200692],[207147],[207479],[209735],[210088],[211100],[218189],[218771],[218945],[221216],[223190],[225540],[229495],[231995],[232327],[238752],[240679],[241032],[242894],[243068],[243468],[252471],[253059],[255555],[263681],[264752],[266679],[267032],[270649],[271231],[271405],[273676],[275650],[278000],[288020],[289636],[295977],[297363],[297945],[298119],[300390],[302364],[306395],[306983],[309479],[325202],[325770],[330324],[333351],[333939],[336435],[342440],[351783],[352365],[352539],[361858],[365648],[366216],[369154],[384248],[387275],[387863],[401336],[410248],[418108],[418676],[421614],[442956],[443524],[451434],[471650],[474746],
     [45965,181710],[46063,247918],[57007,204629],[57105,272929],[60853,282946],[60882,213850],[69624,229477],[69722,299643],[72964,236873],[73902,307448],[74001,308369],[74030,238013],[78748,247565],[87836,262873],[88774,334404],[88873,335325],[88902,264013],[92238,341161],[92838,271681],[93623,342867],[94057,272576],[99330,281937],[99428,354063],[109392,367875],[109992,298395],[110777,369581],[111211,299290],[115084,376787],[115130,305050],[115396,306821],[116646,378509],[122194,316797],[123132,388328],[123231,389249],[123260,317937],[125678,249345],[125776,320956],[128865,396731],[134464,402787],[134510,332006],[134776,333777],[136026,404509],[140782,340999],[140947,411567],[148296,420335],[148896,352815],[149681,422041],[150115,353710],[151904,215191],[152941,356784],[152970,284787],[156325,430686],[156371,361311],[162244,367713],[162409,436415],[172027,446829],[173240,246650],[177626,452885],[177672,385930],[177938,387701],[179188,454607],[181128,390359],[181728,249363],[182947,320603],[186304,396569],[186469,462894],[195339,470141],[203275,477636],[203321,413771],[204047,414318],[204647,281955],[209194,420173],[209359,483365],[213252,354810],[213518,284455],[228123,499098],[228169,438619],[228895,439166],[236402,446667],[236567,506056],[237415,379694],[237681,317605],[245437,513303],[247024,318676],[262402,469979],[262567,525436],[263415,405694],[269263,350397],[272035,344056],[280583,538002],[280629,485569],[281355,486116],[298749,370770],[305827,379126],[316326,513141],[316491,559794],[317339,455792],[321801,517908],[332783,405126],[353169,423230],[358027,490474],[386707,455224],[393361,460346],[425689,489906],[448338,514812]
   ]
cell #1375 :
  |C| = 315
  W-rep = phi[[2, 1],[3, 1]]+phi[[2],[3, 2]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [115790],[116629],[132831],[135170],[136009],[140664],[140930],[141693],[160591],[160623],[162126],[162392],[163155],[169372],[170170],[170436],[175993],[178332],[179171],[184918],[186186],[186452],[190699],[190951],[192684],[193482],[193748],[199305],[201392],[207541],[207573],[209076],[209342],[210105],[217371],[218659],[222034],[223302],[223568],[226240],[229535],[232389],[232421],[235016],[236284],[236550],[240797],[241049],[242782],[243580],[243846],[251673],[256353],[257641],[261016],[262284],[262550],[264107],[266797],[267049],[269831],[271119],[274494],[275762],[276028],[278700],[291865],[293481],[296545],[297833],[299408],[301208],[302476],[302742],[305597],[310277],[311565],[314940],[316208],[316474],[326588],[329506],[329624],[332124],[332553],[337233],[338521],[346285],[347901],[350965],[352253],[361429],[362656],[365418],[372999],[374615],[383430],[383548],[386477],[398010],[409430],[409548],[417878],[440082],[442726],
     [33866,283324],[42922,308747],[45906,319146],[53384,335703],[56867,343504],[56948,344526],[60819,283058],[60922,213912],[69484,370218],[69565,371240],[72391,377046],[73610,378565],[73967,308481],[74070,238075],[78503,389627],[78820,247935],[87263,403046],[88482,404565],[88839,335437],[88942,264075],[92172,411623],[92204,341273],[92878,271743],[93567,413205],[94129,272946],[99190,422678],[99271,423700],[101385,357162],[104257,430945],[109326,436471],[109358,367987],[110032,298457],[110721,438053],[111283,299660],[114776,376804],[115028,444838],[115822,307465],[121621,453144],[122840,454663],[123197,389361],[123300,317999],[125619,392445],[128799,462950],[128831,396843],[134156,402804],[134408,468150],[135202,334421],[141441,342884],[143161,477895],[148230,483421],[148262,420447],[148936,352877],[149625,485003],[150187,354080],[151331,425459],[152907,356896],[153010,284849],[156017,430703],[156269,492812],[162903,369598],[164623,499357],[171961,506112],[171993,446941],[172667,448108],[177318,452902],[177570,511312],[178364,388345],[181094,391157],[181768,249403],[183019,320973],[195273,525492],[195305,470253],[195979,471420],[202967,477653],[203219,531716],[204013,415116],[204687,281995],[209853,422058],[211573,538261],[212898,355628],[213944,284881],[227815,499115],[228067,548870],[228861,439964],[237061,380512],[238107,318031],[245371,559850],[245403,513415],[246077,514582],[247683,320721],[263061,406512],[269949,413889],[272694,353828],[280275,538019],[280527,578576],[281321,486914],[285555,489676],[296663,438737],[305168,386048],[316985,456610],[321767,459528],[351083,485687],[357673,427075],[391275,459646],[415234,487032]
   ]
cell #1376 :
  |C| = 175
  W-rep = phi[[2, 2],[2, 1]]+phi[[1],[3, 3]]
  special rep = phi[[2, 2],[2, 1]] , dim = 140
  orbit = [4, 4, 4, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 140
     105 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [67078],[85613],[96784],[105890],[107452],[113938],[119971],[128093],[130617],[132358],[137387],[139351],[144794],[146356],[155523],[158114],[158288],[165368],[166256],[167818],[171255],[173779],[175520],[185500],[185674],[187271],[188424],[193222],[194567],[196129],[197091],[198832],[202473],[205064],[205238],[217959],[219197],[219740],[224387],[225935],[227321],[229912],[230086],[235598],[235772],[238522],[244665],[253454],[253871],[254045],[258179],[258722],[259924],[261598],[261772],[264522],[270419],[276847],[279781],[287473],[288544],[289406],[293646],[294063],[294237],[297133],[303561],[312103],[312646],[315522],[315696],[323531],[323693],[328161],[329232],[330094],[339059],[339602],[348066],[348483],[348657],[351553],[363977],[364139],[371778],[374780],[375197],[375371],[382085],[383156],[384018],[406677],[408085],[409156],[410018],[416437],[416599],[432248],[439690],[441285],[441447],[464204],[464366],[468442],[493104],
     [100558,152842],[118007,180549],[124420,182513],[143906,212318],[151110,213206],[151481,214768],[169910,243320],[172446,237369],[172817,246227],[180833,247189],[195758,263369],[201087,278395],[201930,271657],[203752,272200],[226778,298371],[228600,298914],[233924,313848],[235181,307378],[245856,317293],[261181,334334],[269557,342964],[279238,352791],[281060,353334],[285334,357981],[296271,369678],[315105,388258],[319684,392983],[321506,393526],[345064,424238],[350691,422138],[355793,427240],[380677,456775],[390883,459254],[414842,486640],[445130,511604]
   ]
cell #1377 :
  |C| = 245
  W-rep = phi[[2, 1],[2, 2]]+phi[[1, 1],[3, 2]]
  special rep = phi[[2, 1],[2, 2]] , dim = 140
  orbit = [4, 4, 3, 3]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [39944],[52141],[64267],[67914],[82431],[85963],[86899],[102845],[103893],[107595],[120321],[127291],[131419],[132467],[139701],[146499],[159083],[165718],[167961],[174581],[175629],[196272],[197893],[198941],[206033],[220542],[226078],[229171],[230881],[253597],[254840],[260481],[289101],[295505],[324730],
     [24236,46525],[31477,60691],[33811,61051],[41679,77260],[42867,74199],[45954,78854],[53329,89071],[55297,97620],[56099,93973],[56996,94163],[60901,99838],[68716,111127],[69613,111317],[72027,121257],[72684,116789],[72953,115856],[74049,117287],[78448,123429],[87556,136169],[87825,135236],[88921,136667],[92514,142797],[92657,141749],[92857,141795],[98422,150031],[99319,150221],[101330,153139],[107864,160657],[109668,164259],[109811,163211],[110011,163257],[115561,170453],[115602,170288],[121914,179331],[122183,178398],[123279,179829],[124770,182863],[125667,183053],[132610,191007],[132810,191053],[134941,193765],[134982,193600],[144256,212668],[146768,207607],[148572,211209],[148715,210161],[148915,210207],[151624,214911],[151893,213978],[152989,215409],[160362,223585],[160403,223420],[168230,232455],[172960,246370],[173229,238141],[175772,241105],[175972,241151],[178103,243863],[178144,243698],[181404,249039],[181547,247991],[181747,248037],[196541,264141],[199084,267105],[199284,267151],[201230,278538],[204323,281631],[204466,273002],[204666,273048],[207312,276045],[207353,275880],[213683,283341],[213724,283176],[215180,284915],[229314,299716],[229514,299762],[232160,302759],[232201,302594],[234481,314405],[235324,307521],[237846,308764],[237887,308599],[246639,318065],[249182,321029],[249382,321075],[261324,334477],[263846,335720],[263887,335555],[268791,349925],[270114,343521],[270155,342011],[281774,354136],[281974,354182],[284620,357179],[284661,357014],[296828,370235],[296869,368725],[305355,378654],[315248,388401],[317770,389644],[317811,389479],[332311,404654],[351248,422695],[351289,421185],[386235,454752]
   ]
cell #1378 :
  |C| = 126
  W-rep = phi[[3, 1, 1],[1, 1]]
  special rep = phi[[3, 1, 1],[1, 1]] , dim = 126
  orbit = [6, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [101723],[102634],[107246],[126971],[127110],[131208],[132087],[146150],[154517],[158763],[158902],[159674],[159835],[167612],[174370],[175249],[189199],[190024],[192363],[197682],[198561],[205713],[205852],[206624],[206785],[214562],[220331],[222579],[223893],[225055],[230561],[230700],[231472],[231633],[239297],[240122],[242461],[248659],[252000],[254520],[254659],[258227],[259313],[259474],[265297],[266122],[268461],[275039],[276353],[277515],[283932],[284093],[286816],[287310],[287575],[290181],[292192],[293200],[293739],[294851],[301753],[303067],[304229],[312151],[313237],[313398],[320046],[322654],[323537],[323768],[327998],[328263],[329238],[330869],[339107],[340193],[340354],[346612],[347620],[348159],[349271],[356173],[358946],[359540],[359694],[363983],[364214],[365104],[373326],[374334],[374873],[375985],[381922],[382187],[383162],[384793],[395098],[398337],[399018],[399172],[407922],[408187],[409162],[410793],[416443],[416674],[417564],[432085],[432350],[432928],[441291],[441522],[442412],[449116],[449270],[464210],[464441],[472428],[472582],[479878],[493764],[493918],[501340],[519266],[520826],[543653]
   ]
cell #1379 :
  |C| = 126
  W-rep = phi[[3, 1, 1],[1, 1]]
  special rep = phi[[3, 1, 1],[1, 1]] , dim = 126
  orbit = [6, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [159978],[190294],[206928],[217278],[222523],[222880],[231776],[240392],[251579],[256260],[256847],[259617],[266392],[274983],[275340],[284236],[286294],[287129],[291771],[292319],[294582],[295121],[301697],[302054],[310184],[310771],[313541],[320316],[323246],[327817],[330578],[330813],[331170],[337140],[337727],[340497],[346191],[346739],[349002],[349541],[356117],[356474],[362563],[363587],[363692],[365864],[366480],[366710],[372905],[373453],[375716],[376255],[381741],[384502],[384737],[385094],[391651],[396179],[397916],[398732],[398878],[401003],[401790],[407741],[410502],[410737],[411094],[416047],[416152],[418324],[418940],[419170],[425913],[430191],[430337],[431904],[432691],[432792],[434720],[440895],[441000],[443172],[443788],[444018],[448830],[448976],[451101],[451888],[462496],[462597],[463814],[463919],[464540],[464710],[472142],[472288],[474413],[475200],[479641],[479742],[481670],[491841],[492247],[492417],[493478],[493624],[494288],[501103],[501204],[503132],[507702],[507872],[519103],[519549],[520589],[520690],[527082],[527252],[533192],[543541],[544531],[544701],[550346],[564929],[565655],[583142]
   ]
cell #1380 :
  |C| = 315
  W-rep = phi[[2, 1],[3, 1]]+phi[[2],[3, 2]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [42051],[52513],[55996],[67034],[68613],[72575],[72861],[77632],[85860],[85947],[87447],[87733],[91977],[92440],[96740],[98319],[107486],[107772],[107842],[109131],[109594],[113894],[114867],[115348],[120218],[120305],[121805],[122091],[128604],[130651],[132393],[132409],[134247],[134728],[139598],[139685],[140734],[146390],[146676],[146746],[148035],[148498],[155557],[156108],[158323],[158339],[162196],[165702],[167852],[168138],[168208],[171766],[173813],[175555],[175571],[177409],[177890],[185709],[185725],[186256],[195078],[196519],[197125],[198867],[198883],[202507],[203058],[205273],[205289],[209146],[219774],[227355],[227906],[229113],[230121],[230137],[235807],[235823],[236354],[245176],[254080],[254096],[258756],[260423],[261807],[261823],[262354],[279815],[280366],[289043],[294272],[294288],[312680],[315731],[315747],[316278],[329731],[339636],[348692],[348708],[375406],[375422],[383655],[409655],[440189],
     [33795,100514],[42851,117963],[45932,124667],[53313,137343],[56083,143274],[56974,144153],[60831,151515],[60878,151801],[68700,164736],[69591,165615],[72931,172122],[73979,172851],[74026,173137],[78432,180505],[78744,181330],[87803,195434],[88851,196163],[88898,196449],[92216,201121],[92456,202883],[92834,203452],[94053,204249],[98406,211686],[99297,212565],[101314,152798],[109370,225969],[109610,227731],[109988,228300],[111207,229097],[114883,234232],[115126,234407],[115392,236207],[122161,245532],[123209,246261],[123256,246547],[124754,182847],[125645,182760],[128843,253488],[134263,260232],[134506,260407],[134772,262207],[140778,269068],[141287,270984],[144240,212652],[148274,278429],[148514,280191],[148892,280760],[150111,281557],[151871,215158],[152919,214802],[152966,215088],[156124,288852],[156367,289027],[162240,295782],[162749,297698],[169448,304803],[172005,307412],[173207,246617],[177425,314156],[177668,314331],[177934,316131],[181106,247223],[181346,248981],[182943,248965],[186300,325007],[192760,331759],[195317,334368],[203074,343272],[203317,343447],[204025,272234],[204265,281573],[209190,350202],[209699,352118],[213005,282597],[213248,282581],[218735,361064],[227922,369986],[228165,370161],[228873,298948],[234423,314347],[236398,378931],[237168,308020],[237411,308004],[242858,385683],[245415,388292],[262398,404931],[263168,334976],[263411,334960],[270056,343463],[271195,413524],[280382,422446],[280625,422621],[281333,353368],[296770,370177],[297909,438372],[316322,455029],[317092,388900],[317335,388884],[321779,393560],[351190,422637],[352329,485322],[357780,427882],[358023,427866],[391382,459753],[415341,487139]
   ]
cell #1381 :
  |C| = 315
  W-rep = phi[[2, 1],[3, 1]]+phi[[2],[3, 2]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [73425],[88297],[93354],[108336],[110508],[116064],[116377],[122655],[132899],[133307],[135444],[135757],[140879],[142045],[147240],[149412],[160688],[160865],[161178],[162341],[163507],[168702],[169586],[170792],[176061],[176469],[178606],[178919],[186401],[188751],[190605],[191303],[192898],[194104],[199373],[199781],[200767],[207638],[207815],[208128],[209291],[210457],[218286],[218873],[221240],[221318],[225615],[229603],[232486],[232663],[232976],[236499],[238849],[240703],[241401],[242996],[244202],[252495],[252573],[253134],[262499],[264172],[264849],[266703],[267401],[270746],[271333],[273700],[273778],[278075],[289733],[297460],[298047],[299314],[300414],[300492],[306419],[306497],[307058],[316423],[325794],[325872],[330421],[332030],[333375],[333453],[334014],[351880],[352467],[361335],[366240],[366318],[384345],[387299],[387377],[387938],[400813],[410345],[418700],[418778],[443548],[443626],[450911],[474223],[500684],
     [60990,100081],[74138,117530],[78885,124151],[89010,136910],[92946,143229],[94194,143637],[99760,150899],[99894,151212],[110100,164691],[111348,165099],[115887,172058],[117209,172235],[117343,172548],[123368,180072],[123831,180652],[135267,195370],[136589,195547],[136723,195860],[141058,201019],[141347,202873],[141851,203377],[143317,203571],[149004,211641],[150252,212049],[153078,215652],[162520,225867],[162809,227721],[163313,228225],[164779,228419],[169508,234222],[169773,234300],[170081,236195],[178429,245468],[179751,245645],[179885,245958],[181836,249471],[183084,249879],[186580,253386],[192820,260222],[193085,260300],[193393,262195],[200715,269056],[201263,270990],[204755,282063],[209470,278327],[209759,280181],[210263,280685],[211729,280879],[214009,284946],[215331,285123],[215465,285436],[218795,288842],[219060,288920],[225563,295770],[226111,297704],[233957,304809],[236678,307310],[238172,318096],[242918,314146],[243183,314224],[243491,316119],[247300,318773],[247589,320627],[249559,321325],[253082,324995],[259957,331765],[262678,334266],[271255,343262],[271520,343340],[272311,344153],[272600,353734],[278023,350190],[278571,352124],[282396,354834],[282661,354912],[288577,361070],[297969,369976],[298234,370054],[299025,370867],[305074,385954],[307006,378919],[307819,379718],[308084,379796],[313881,385689],[316602,388190],[333962,404919],[334775,405718],[335040,405796],[341917,413795],[342997,413530],[352389,422436],[352654,422514],[353445,423327],[368631,438643],[369711,438378],[387886,455017],[388699,455816],[388964,455894],[393637,460443],[421091,485593],[422171,485328],[427681,490498],[427946,490576],[458207,517385],[479222,539588]
   ]
cell #1382 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[3]]+phi[[2, 1],[3, 1]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [79361],[94670],[100427],[111824],[116609],[117876],[124398],[124597],[125467],[135989],[137256],[142616],[143884],[144083],[150728],[151499],[152410],[152711],[164078],[165346],[165545],[169888],[170863],[171432],[172835],[177072],[179151],[180418],[182308],[182491],[182690],[193200],[194175],[194744],[196147],[200838],[201105],[202113],[208787],[211028],[212296],[212495],[213184],[214196],[214786],[219175],[225686],[225953],[226961],[234121],[235351],[237347],[242095],[243298],[244273],[244842],[246245],[247131],[247207],[253205],[253472],[260121],[261351],[263347],[268898],[271635],[272142],[272218],[273901],[278146],[278413],[279421],[288741],[295612],[298349],[298856],[298932],[306620],[307129],[307396],[314045],[315275],[317271],[324837],[333576],[334085],[334352],[343161],[350032],[352769],[353276],[353352],[357959],[369875],[378761],[387500],[388009],[388276],[393468],[393544],[404761],[422335],[426482],[452457],[454859],
     [30706,142541],[39173,164003],[41964,171281],[51118,191799],[52426,194593],[55727,202097],[55926,202541],[59920,210953],[66646,161410],[66947,224413],[68344,226945],[68543,227389],[72148,234105],[72559,235392],[76237,241897],[77545,244691],[85408,191874],[85591,258346],[85790,258790],[87020,260105],[87431,261392],[91109,267897],[91961,268939],[92407,270187],[96352,208360],[96653,276873],[98050,279405],[98249,279849],[104014,288725],[105868,291225],[106880,223995],[107470,293857],[109115,295653],[109561,296901],[113506,233208],[113807,303587],[114834,304706],[119766,241972],[119949,312270],[120148,312714],[121378,314029],[121789,315316],[128071,324332],[128588,324878],[130559,255701],[130635,327335],[133910,200384],[134214,331662],[139146,267972],[139329,339226],[139528,339670],[142918,343145],[144772,345645],[145784,276455],[146374,348277],[148019,350073],[148465,351321],[155465,288166],[155541,360485],[156075,360967],[161837,233635],[164380,369859],[166234,372359],[167246,303169],[167836,374991],[171233,378256],[171750,378802],[173721,309625],[173797,381259],[177376,385586],[187249,397370],[191997,268095],[194545,404256],[195062,404802],[197033,336581],[197109,407259],[202415,342586],[202491,412945],[203025,413427],[211330,422319],[219682,362004],[219758,431422],[221441,300615],[224365,435200],[227263,369300],[227339,437793],[227873,438275],[244643,454354],[245160,454900],[252696,325995],[258664,401482],[258740,467002],[276825,482150],[279723,421760],[279799,484743],[280333,485225],[292888,366441],[303539,503612],[312588,451580],[312664,510164],[339544,474892],[339620,529544],[347308,418901],[374022,443749],[402359,475769]
   ]
cell #1383 :
  |C| = 175
  W-rep = phi[[3],[2, 1, 1]]+phi[[1],[4, 1, 1]]
  special rep = phi[[3],[2, 1, 1]] , dim = 105
  orbit = [6, 4, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [69788],[88893],[89148],[109412],[111191],[111258],[128885],[134490],[134557],[136546],[136567],[156351],[156418],[162033],[162477],[162498],[164754],[186093],[186537],[186558],[192590],[192703],[193060],[216592],[218565],[218678],[219035],[225308],[225446],[250920],[252827],[252965],[259854],[286509],[288474],
     [34360,101585],[46129,125842],[46742,126035],[57171,99494],[60873,152961],[61128,153216],[61931,153282],[74021,123251],[74276,123506],[78728,182927],[78795,182994],[79093,181204],[92258,148316],[94037,150095],[94104,150162],[94402,204123],[99717,215288],[99738,215309],[99885,213299],[111556,228971],[115110,177652],[115177,177719],[117166,179708],[117187,179729],[117334,237462],[123806,249534],[123914,247278],[136714,263462],[140571,208983],[141015,209427],[141036,209448],[141842,203368],[143292,211704],[143400,272289],[150460,281431],[150948,282636],[163304,228216],[164862,299003],[169278,242688],[169391,242801],[169748,243158],[170542,236656],[172284,308059],[179876,317386],[183292,321877],[193854,262656],[195596,335015],[200460,277768],[200598,277906],[201411,271138],[201768,271495],[210254,280676],[211812,353423],[215456,358074],[216142,358829],[226259,297852],[226616,298209],[233854,313778],[234692,306889],[243952,316580],[245694,388939],[249642,393615],[260692,333845],[269487,342894],[278719,352272],[279076,352629],[285172,427921],[296201,369608],[314616,387769],[350621,422068]
   ]
cell #1384 :
  |C| = 126
  W-rep = phi[[2],[3, 1, 1]]
  special rep = phi[[2],[3, 1, 1]] , dim = 126
  orbit = [5, 5, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [24525],[33905],[34343],[42961],[45974],[46112],[53423],[57016],[57154],[60866],[60884],[69633],[69771],[72973],[74014],[74032],[78542],[78750],[78804],[87845],[88886],[88904],[92251],[92840],[94059],[94113],[99339],[99477],[99742],[101424],[109405],[109994],[111213],[111267],[115132],[115398],[115806],[117191],[122203],[123244],[123262],[125687],[125825],[126052],[128878],[134512],[134778],[135186],[136571],[140784],[141040],[141329],[148309],[148898],[150117],[150171],[152954],[152972],[153481],[156373],[162246],[162502],[162791],[169490],[170029],[172040],[177674],[177940],[178348],[179733],[181141],[182949],[183003],[183391],[186306],[186562],[192802],[193341],[195352],[200663],[203323],[204060],[209196],[209452],[209741],[213254],[213371],[215313],[218777],[225511],[228171],[228908],[236404],[236660],[237417],[237534],[242900],[243439],[245450],[247282],[253030],[262404],[262660],[263417],[263534],[271237],[272293],[277971],[280631],[281368],[297951],[299007],[306954],[316328],[316584],[317341],[317458],[321814],[333910],[352371],[353427],[358029],[358146],[387834],[393619],[394493]
   ]
cell #1385 :
  |C| = 315
  W-rep = phi[[2, 1],[3, 1]]+phi[[2],[3, 2]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [170491],[171508],[193803],[194820],[200592],[200863],[201670],[223623],[225440],[225711],[226518],[233887],[234686],[234957],[243901],[244918],[252959],[253230],[257919],[258074],[259887],[260686],[260957],[269520],[276083],[277900],[278171],[278978],[287261],[288507],[293151],[293422],[293529],[296234],[302797],[306883],[307154],[311843],[311998],[313811],[314610],[314881],[323494],[323506],[327949],[329195],[329207],[333839],[334110],[338799],[338954],[341681],[342927],[347571],[347842],[347949],[350654],[363940],[363952],[368395],[369641],[371673],[374285],[374556],[374663],[377418],[377430],[381873],[383119],[383131],[387763],[388034],[400577],[403418],[403430],[406560],[407873],[409119],[409131],[416400],[416412],[420855],[422101],[432036],[434362],[434374],[439665],[441248],[441260],[450675],[453516],[453528],[464167],[464179],[466338],[468417],[473987],[481312],[481324],[493079],[502774],[502786],[509500],[528880],[550103],
     [93919,413830],[100088,355569],[111073,438678],[116684,446361],[117537,380453],[123863,390846],[136064,469673],[136917,406453],[140985,476073],[142680,477347],[143349,414805],[149977,485628],[150850,355298],[151005,283379],[162447,497535],[164142,498809],[164811,439653],[169650,504730],[169805,445093],[172186,380182],[172341,308802],[179226,512835],[180079,456551],[180716,319424],[186507,520066],[192962,524110],[193117,468405],[195498,406182],[195653,335758],[200970,411854],[201825,343559],[203635,344804],[209397,536439],[211092,537713],[211761,486603],[215659,427016],[218937,544289],[219092,493067],[225818,436702],[226673,370273],[228483,371518],[233899,444890],[235064,379174],[236605,554424],[243060,558468],[243215,511567],[245596,456280],[245751,389682],[249591,459217],[253337,463181],[259899,468202],[261064,405174],[262605,569296],[269532,413257],[271397,573995],[271552,531971],[278278,483652],[279133,422733],[280943,423978],[282693,488198],[285074,426745],[285229,357217],[288519,492864],[296246,438105],[298111,586612],[298266,549125],[307261,506343],[308116,507329],[313823,511364],[314988,455272],[316529,594415],[318724,457971],[319579,392878],[321389,392723],[334217,525723],[335072,526709],[342939,531768],[344104,478986],[344959,424133],[350666,485055],[352531,607359],[352686,578831],[354511,488210],[355676,427123],[369653,548922],[370818,500448],[379395,507341],[380560,456658],[388141,560081],[388996,561067],[390858,459229],[405395,526721],[412281,531983],[414817,486615],[422113,578628],[423278,539352],[427978,541678],[437129,549137],[445105,511579],[455493,561079],[460394,517149],[484079,578843],[490175,541690],[515871,563238],[532949,579809]
   ]
cell #1386 :
  |C| = 175
  W-rep = phi[[2, 2],[2, 1]]+phi[[1],[3, 3]]
  special rep = phi[[2, 2],[2, 1]] , dim = 140
  orbit = [4, 4, 4, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 140
     105 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [27650],[37932],[44362],[49851],[50904],[54824],[58679],[63697],[65466],[66730],[69995],[71296],[74970],[76023],[82037],[83865],[84106],[89218],[89842],[90895],[93403],[95172],[96436],[103254],[103495],[104782],[105566],[109472],[110557],[111610],[112326],[113590],[116395],[118223],[118464],[127769],[128945],[129404],[133356],[134584],[135775],[137603],[137844],[142158],[142399],[144470],[149461],[156445],[156734],[156975],[160737],[161196],[162150],[163620],[163861],[165932],[170931],[176518],[178937],[185015],[186210],[186947],[191127],[191416],[191657],[194243],[199830],[207687],[208146],[210570],[210811],[217395],[217473],[222131],[223326],[224063],[232535],[232994],[241225],[241514],[241755],[244341],[256377],[256455],[264221],[267225],[267514],[267755],[274591],[275786],[276523],[299836],[301305],[302500],[303237],[310301],[310379],[326685],[335461],[337257],[337335],[362680],[362758],[368011],[396867],
     [46336,79943],[57378,99701],[61198,101002],[74346,123576],[78934,124200],[79147,125253],[92318,148376],[94243,143686],[94456,150514],[99912,151230],[111397,165148],[115204,177746],[115936,172107],[117361,172566],[135316,195419],[136741,195878],[140688,209100],[141869,203395],[150301,212098],[163331,228243],[170194,236308],[178478,245517],[179903,245976],[183133,249928],[193506,262308],[210281,280703],[214058,284995],[215483,285454],[238221,318145],[243604,316232],[248111,321149],[273122,354256],[283082,356920],[308505,389385],[341297,420471]
   ]
cell #1387 :
  |C| = 50
  W-rep = phi[[4],[1, 1, 1]]+phi[[],[5, 1, 1]]
  special rep = phi[[4],[1, 1, 1]] , dim = 35
  orbit = [8, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 1
  number of tau_infinity subcells = 35
     20 tau_infinity subcells with 1 member(s)
     15 tau_infinity subcells with 2 member(s)
  subcells = [
     [89431],[111663],[134637],[137036],[156498],[162579],[165292],[186639],[192612],[193146],[218587],[219121],[225358],[250942],[252877],[259764],[286559],[288384],[322800],[358902],
     [46760,80227],[61411,101215],[74559,123789],[79200,125306],[94509,150567],[100207,152491],[115257,177799],[117656,180198],[124344,182437],[141117,209529],[143830,212242],[169300,242710],[169834,243244],[200510,277818],[233764,313688]
   ]
cell #1388 :
  |C| = 175
  W-rep = phi[[3],[2, 1, 1]]+phi[[1],[4, 1, 1]]
  special rep = phi[[3],[2, 1, 1]] , dim = 105
  orbit = [6, 4, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [137008],[164838],[165265],[193144],[195526],[195578],[219119],[225846],[225898],[228371],[228393],[253365],[253417],[260014],[260252],[260274],[262885],[288634],[288872],[288894],[295391],[295565],[295801],[324616],[324790],[325026],[331459],[331572],[359138],[360764],[360877],[367364],[394759],[396220],[429080],
     [61960,215912],[79122,247493],[80169,183613],[94431,272504],[99965,282720],[100179,215750],[101490,216100],[111585,299218],[117414,308143],[117628,180170],[123890,249618],[123995,318752],[124317,250045],[136794,335099],[141922,271579],[143376,211788],[143481,344132],[143803,212215],[150489,353638],[150878,285102],[150930,285154],[151034,354886],[153474,358762],[163384,298293],[164943,370846],[169832,243242],[170623,307289],[172214,245624],[172266,245676],[172370,379770],[179956,389023],[180604,321277],[180626,321299],[183321,393830],[193935,334245],[195682,405770],[200998,278306],[201050,278358],[201320,343054],[201854,343314],[203523,280831],[203545,280853],[210334,352713],[211893,423306],[212722,357497],[215536,428005],[226168,369768],[226702,370028],[234014,313938],[234252,314176],[234274,314198],[234604,378714],[236885,316809],[244033,388169],[245780,455868],[249723,460422],[260604,404714],[268677,349811],[268851,349985],[269087,350221],[269397,413337],[278628,422228],[279162,422488],[285258,490550],[296111,438185],[304503,385383],[304616,385496],[314528,454812],[340650,419824],[350531,485135]
   ]
cell #1389 :
  |C| = 50
  W-rep = phi[[4],[1, 1, 1]]+phi[[],[5, 1, 1]]
  special rep = phi[[4],[1, 1, 1]] , dim = 35
  orbit = [8, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 1
  number of tau_infinity subcells = 35
     20 tau_infinity subcells with 1 member(s)
     15 tau_infinity subcells with 2 member(s)
  subcells = [
     [165759],[196285],[226091],[229162],[253610],[260472],[263723],[289092],[295424],[296019],[324649],[325244],[331486],[359171],[360791],[367358],[394786],[396214],[429074],[461454],
     [101532,153445],[124811,182904],[144297,212709],[151637,214924],[172973,246383],[181395,249030],[201243,278551],[204314,281622],[213560,284497],[234472,314396],[237723,317647],[268710,349844],[269305,350439],[304530,385410],[340644,419818]
   ]
cell #1390 :
  |C| = 175
  W-rep = phi[[3],[2, 1, 1]]+phi[[1],[4, 1, 1]]
  special rep = phi[[3],[2, 1, 1]] , dim = 105
  orbit = [6, 4, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [111921],[137106],[137421],[162649],[165303],[165381],[186709],[193157],[193235],[196098],[196120],[219132],[219210],[225369],[225904],[225926],[229048],[252888],[253423],[253445],[259813],[259915],[260358],[286570],[288433],[288535],[288978],[295353],[295474],[322849],[324578],[324699],[331500],[359100],[360805],
     [61971,101572],[79458,125564],[80194,126020],[94767,150825],[100277,152561],[100592,152876],[101504,153336],[117726,180268],[118041,180583],[124331,181258],[124355,182448],[124433,182526],[141187,209599],[143817,204177],[143841,212253],[143919,212331],[151123,213219],[151450,214737],[151472,214759],[165279,229025],[169845,243255],[169923,243333],[172459,237382],[172786,246196],[172808,246218],[180824,247180],[181281,248916],[195771,263382],[200521,277829],[201056,278364],[201078,278386],[201943,271670],[203743,272191],[204200,281508],[212229,281485],[212940,282532],[216114,286130],[226791,298384],[228591,298905],[233813,313737],[233915,313839],[234358,314282],[235172,307369],[237103,307955],[245869,317306],[250059,321931],[261172,334325],[263103,334911],[268639,349773],[268760,349894],[269548,342955],[269991,343398],[279251,352804],[281051,353325],[285347,357994],[296262,369669],[296705,370112],[304544,385424],[305324,378623],[315096,388249],[317027,388835],[321497,393517],[332280,404623],[341387,413265],[350682,422129],[351125,422572],[357715,427817],[368101,438113],[386204,454721],[420561,485063]
   ]
cell #1391 :
  |C| = 126
  W-rep = phi[[2],[3, 1, 1]]
  special rep = phi[[2],[3, 1, 1]] , dim = 126
  orbit = [5, 5, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [80177],[100187],[101493],[117636],[124065],[124320],[137016],[143551],[143806],[150933],[151045],[165013],[165268],[170693],[172269],[172381],[180178],[180637],[180802],[183621],[194005],[195581],[195693],[201053],[201865],[203556],[203721],[211963],[212218],[212749],[215758],[216103],[225901],[226713],[228404],[228569],[234285],[234615],[235150],[236912],[244103],[245679],[245791],[249793],[250048],[250230],[253420],[260285],[260615],[261150],[262912],[268862],[269114],[269446],[278361],[279173],[280864],[281029],[282880],[285157],[285269],[288905],[295576],[295828],[296160],[304665],[305203],[307344],[308303],[314209],[314539],[315074],[316836],[318807],[321310],[321475],[324801],[325053],[331621],[332159],[334300],[335259],[340767],[343325],[344187],[349996],[350248],[350580],[354897],[357524],[360926],[367481],[370039],[370901],[378725],[378977],[379781],[385545],[386083],[388224],[389183],[390440],[394410],[396337],[404725],[404977],[405781],[413386],[414399],[419941],[422499],[423361],[428165],[438234],[439247],[446435],[454823],[455075],[455879],[460477],[469747],[485184],[486197],[490561],[512909],[517989]
   ]
cell #1392 :
  |C| = 315
  W-rep = phi[[2, 1],[3, 1]]+phi[[2],[3, 2]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [141739],[163201],[170428],[190997],[193740],[201292],[201658],[202812],[210151],[223560],[223718],[226140],[226506],[227660],[233986],[234161],[234587],[241095],[243838],[257541],[257907],[258011],[259986],[260161],[260587],[267095],[268834],[276020],[276178],[278600],[278966],[280120],[288606],[288781],[291106],[293052],[293064],[295548],[302734],[302892],[311465],[311831],[311935],[313910],[314085],[314511],[324213],[324773],[327230],[327242],[335853],[338421],[338787],[338891],[343026],[343201],[345526],[347472],[347484],[349968],[360380],[360392],[369740],[369915],[371610],[372240],[374186],[374198],[378137],[378697],[381154],[381166],[397251],[404137],[404697],[406095],[407154],[407166],[412840],[412852],[422200],[422375],[431317],[431329],[435081],[436615],[437688],[437700],[454235],[454795],[463094],[466897],[466909],[482031],[484638],[484650],[495926],[503493],[510059],[510071],[529439],[529451],[534830],[551984],[570417],
     [117031,379162],[123958,247981],[124210,319412],[136411,405162],[142734,413245],[143444,272992],[143696,344792],[150904,355199],[150942,283316],[164196,438093],[164906,299706],[165158,371506],[169704,444878],[170586,307511],[171520,446331],[172240,380083],[172278,308739],[179573,455260],[180621,319046],[193016,468190],[193898,334467],[194832,469643],[195552,406083],[195590,335695],[200875,476043],[201024,411755],[201762,343496],[203540,344426],[211146,485043],[211856,354126],[212108,423966],[218991,492852],[225723,497505],[225872,436603],[226610,370210],[228388,371140],[234269,376946],[234599,378557],[243114,511352],[243996,388391],[244930,512805],[245650,456181],[245688,389619],[249686,321019],[249938,392711],[253242,520036],[253391,463082],[260269,402946],[260599,404557],[268846,411615],[271451,531756],[278183,536409],[278332,483553],[279070,422670],[280848,423600],[283474,357312],[285128,426646],[285166,357154],[288889,430845],[295560,436463],[298165,548910],[307166,554394],[307315,506244],[308897,389777],[314193,453044],[314523,454655],[318778,457252],[319516,392815],[321294,392345],[324785,462942],[334122,569266],[334271,525624],[343309,477795],[344158,478267],[344896,424070],[349980,483413],[352585,578616],[354881,424700],[355211,426658],[370023,499257],[370872,499729],[378709,506104],[379765,447349],[380095,456193],[388046,594385],[388195,559982],[390172,457264],[404709,525484],[405765,470661],[411767,483565],[414131,478279],[422483,538161],[423332,538633],[438979,499741],[445557,506256],[454807,559842],[455863,513823],[460448,563797],[468869,525636],[485929,538645],[490545,542397],[512031,559994],[517721,563809],[540605,581690],[555545,595536]
   ]
cell #1393 :
  |C| = 175
  W-rep = phi[[2, 2],[2, 1]]+phi[[1],[3, 3]]
  special rep = phi[[2, 2],[2, 1]] , dim = 140
  orbit = [4, 4, 4, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 140
     105 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [107837],[132404],[146741],[158334],[160150],[168203],[175566],[185720],[188607],[190544],[196514],[198878],[205284],[207100],[218142],[221004],[221179],[229108],[230132],[231948],[235818],[238705],[240642],[252259],[252434],[254091],[255356],[260418],[261818],[263634],[264705],[266642],[270602],[273464],[273639],[287821],[289038],[289589],[294283],[295930],[297316],[300178],[300353],[306183],[306358],[309280],[315742],[325155],[325558],[325733],[329726],[330277],[331555],[333139],[333314],[336236],[342241],[348703],[351736],[359908],[360860],[361659],[365601],[366004],[366179],[368955],[375417],[383650],[384201],[387063],[387238],[395307],[395447],[399386],[400338],[401137],[409650],[410201],[418061],[418464],[418639],[421415],[433137],[433277],[440184],[442909],[443312],[443487],[449484],[450436],[451235],[471603],[472796],[473748],[474547],[480087],[480227],[494132],[500209],[501549],[501689],[521035],[521175],[524319],[544498],
     [151866,215153],[173202,246612],[181341,248976],[204260,281568],[213000,282592],[213471,284408],[234418,314342],[237163,308015],[237634,317558],[246977,318629],[263163,334971],[269216,350350],[270051,343458],[271988,344009],[296765,370172],[298702,370723],[304599,385479],[305780,379079],[317087,388895],[332736,405079],[341442,413320],[351185,422632],[353122,423183],[357775,427877],[368156,438168],[386660,455177],[391377,459748],[393314,460299],[415336,487134],[420616,485118],[425642,489859],[448291,514765],[457732,516910],[478747,539113],[504939,558677]
   ]
cell #1394 :
  |C| = 245
  W-rep = phi[[2, 1],[2, 2]]+phi[[1, 1],[3, 2]]
  special rep = phi[[2, 1],[2, 2]] , dim = 140
  orbit = [4, 4, 3, 3]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [69532],[87230],[104224],[109034],[128507],[132798],[134109],[154774],[155970],[160299],[175960],[184871],[189456],[190652],[199272],[207249],[221987],[229502],[232097],[239554],[240750],[263783],[265554],[266750],[274447],[290438],[296079],[299361],[301161],[325304],[326541],[332077],[361382],[367473],[396329],
     [45873,125586],[56915,99238],[60889,151298],[60903,212851],[72358,121588],[74037,172634],[74051,237014],[78827,180770],[88909,195946],[88923,263014],[91880,147938],[92845,143128],[92859,269902],[94136,203689],[109999,164590],[110013,296616],[111290,228537],[114729,177271],[115498,171669],[115604,305410],[115829,235118],[123267,246044],[123281,316938],[132812,329577],[134878,194981],[134984,332366],[135209,261118],[141394,202920],[141543,201724],[148903,211540],[148917,351036],[150194,280997],[152977,285522],[152991,357626],[160405,365231],[160630,293583],[162856,227768],[163005,226572],[170241,234969],[175974,383501],[178040,245079],[178146,386290],[178371,315042],[181735,249370],[181749,391228],[183026,321443],[190801,257973],[193553,260969],[199286,409501],[204654,281962],[204668,415187],[207355,417691],[207580,348003],[209806,280228],[209955,279032],[213620,284557],[213726,425272],[213951,355730],[223373,293434],[229516,440035],[232203,442539],[232428,374717],[237783,317707],[237889,447921],[238114,380614],[240899,311897],[243651,314893],[247636,320674],[247785,319478],[249384,459599],[263889,471233],[264114,406614],[266899,338853],[269365,350499],[270157,476742],[272647,353781],[272796,344858],[275833,347854],[281976,486985],[283129,355581],[284663,489489],[284888,427177],[296871,498204],[299510,371572],[302547,374568],[305121,386001],[305929,379228],[308552,380465],[317813,514395],[318038,456712],[320823,392777],[332885,405228],[335508,406465],[340759,419933],[341964,413842],[351291,537108],[353930,424032],[356967,427028],[368678,438690],[377215,446427],[386809,455326],[389432,456563],[403215,469739],[421138,485640],[453313,512901]
   ]
cell #1395 :
  |C| = 315
  W-rep = phi[[2, 1],[3, 1]]+phi[[2],[3, 2]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [170427],[170490],[171519],[193739],[193802],[194831],[200874],[201291],[201659],[223559],[223622],[225722],[226139],[226507],[233985],[234588],[243837],[243900],[244929],[253241],[257540],[257908],[258073],[259985],[260588],[268835],[276019],[276082],[278182],[278599],[278967],[288605],[291105],[293053],[293518],[295549],[302733],[302796],[307165],[311464],[311832],[311997],[313909],[314512],[324212],[324774],[327231],[329116],[334121],[338420],[338788],[338953],[343025],[345525],[347473],[347938],[349969],[360381],[363290],[369739],[371672],[372239],[374187],[374652],[378136],[378698],[381155],[383040],[388045],[395882],[397250],[404136],[404698],[406549],[407155],[409040],[412841],[415750],[422199],[431318],[435080],[437689],[439574],[440598],[445980],[454234],[454796],[463517],[466898],[468326],[469292],[482030],[484639],[492988],[496349],[503492],[510060],[512454],[522698],[529440],[535253],[552407],[557056],[571928],[587595],
     [143117,343495],[151004,283378],[151287,283315],[164579,370209],[171563,378556],[172340,308801],[172623,308738],[180664,319045],[180705,319413],[194875,404556],[195652,335757],[195935,335694],[200918,411614],[201824,343558],[202813,413222],[203583,344425],[203624,344793],[211529,422669],[212744,355200],[225766,436462],[226672,370272],[227661,438070],[228431,371139],[228472,371507],[234162,444855],[234312,376945],[235053,379163],[236907,380084],[244973,454654],[245750,389681],[246033,389618],[253285,462941],[260162,468167],[260312,402945],[261053,405163],[262907,406084],[269109,411756],[269441,413246],[278226,483412],[279132,422732],[280121,485020],[280891,423599],[280932,423967],[285228,357216],[285511,357153],[288782,492829],[288932,430844],[295823,436604],[296155,438094],[304660,444879],[307209,506103],[314086,511329],[314236,453043],[314977,455261],[316831,456182],[319578,392877],[321337,392344],[321378,392712],[325048,463083],[331616,468191],[334165,525483],[343202,531733],[343352,477794],[344958,424132],[350243,483554],[350575,485044],[354924,424699],[355665,427112],[357519,426647],[360921,492853],[369916,548887],[370066,499256],[378972,506245],[379808,447348],[380549,456647],[385540,511353],[388089,559841],[390435,457253],[390767,459138],[404972,525625],[405808,470660],[413381,531757],[414394,478268],[414726,486524],[422376,578593],[422526,538160],[424522,487548],[438229,548911],[439242,499730],[445014,511488],[447171,506679],[455070,559983],[455906,513822],[470483,526059],[476651,531892],[485179,578617],[486192,538634],[490588,542396],[498113,549046],[513645,560417],[517984,563798],[537017,578752],[542219,582113],[562181,597047],[574978,608342]
   ]
cell #1396 :
  |C| = 126
  W-rep = phi[[2],[3, 1, 1]]
  special rep = phi[[2],[3, 1, 1]] , dim = 126
  orbit = [5, 5, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [117078],[124257],[125897],[136458],[143123],[143743],[151293],[151399],[153237],[164585],[165205],[171569],[171977],[172629],[172735],[179620],[180670],[181078],[181159],[194881],[195289],[195941],[196047],[200924],[202855],[203589],[203997],[204078],[211535],[212155],[212786],[212804],[225772],[227703],[228437],[228845],[228926],[234204],[234318],[236143],[236949],[236967],[244979],[245387],[246039],[246145],[249985],[253291],[260204],[260318],[262143],[262949],[262967],[269004],[269151],[269169],[278232],[280163],[280897],[281305],[281386],[285517],[285623],[288824],[288938],[295718],[295865],[295883],[307215],[314128],[314242],[316067],[316873],[316891],[321343],[321751],[321832],[322509],[324943],[325090],[325108],[334171],[343244],[343358],[350138],[350285],[350303],[354930],[357561],[357579],[358784],[369958],[370072],[378867],[379014],[379032],[379814],[388095],[390477],[390495],[393926],[404867],[405014],[405032],[405814],[414436],[414454],[422418],[422532],[424936],[439284],[439302],[447585],[454965],[455112],[455130],[455912],[470897],[486234],[486252],[490594],[514059],[518026],[518044],[542633],[564752]
   ]
cell #1397 :
  |C| = 175
  W-rep = phi[[2, 2],[2, 1]]+phi[[1],[3, 3]]
  special rep = phi[[2, 2],[2, 1]] , dim = 140
  orbit = [4, 4, 4, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 140
     105 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [132787],[160149],[160193],[175949],[188606],[188650],[190545],[199261],[207099],[207143],[218141],[218185],[221003],[221180],[229491],[231947],[231991],[238704],[238748],[240643],[252258],[252435],[255357],[263677],[264704],[264748],[266643],[270601],[270645],[273463],[273640],[287822],[289588],[289632],[295973],[297315],[297359],[299254],[300177],[300354],[306182],[306359],[309281],[325198],[325557],[325734],[330276],[330320],[331970],[333138],[333315],[336237],[342242],[351735],[351779],[359907],[361275],[361660],[365644],[366003],[366180],[367462],[368956],[384200],[384244],[387062],[387239],[395448],[396318],[399385],[400753],[401138],[410200],[410244],[418104],[418463],[418640],[421416],[429566],[433278],[434148],[442952],[443311],[443488],[449483],[450851],[451236],[465146],[471646],[472795],[474163],[474548],[480228],[481098],[494131],[500624],[501690],[502560],[508308],[521176],[526495],[527688],[545137],[547933],[565637],
     [181724,249359],[204643,281951],[213514,284451],[237677,317601],[247020,318672],[247529,320567],[269259,350393],[272031,344052],[272540,353674],[282336,354774],[298745,370766],[305014,385894],[305823,379122],[307759,379658],[332779,405122],[334715,405658],[340748,419922],[341857,413735],[353165,423226],[368571,438583],[377204,446416],[386703,455220],[388639,455756],[393357,460342],[403204,469728],[421031,485533],[425685,489902],[427621,490438],[448334,514808],[453302,512890],[458147,517325],[479162,539528],[487984,541464],[507115,560853],[530779,577639]
   ]
cell #1398 :
  |C| = 245
  W-rep = phi[[2, 2, 1],[2]]+phi[[2, 2],[2, 1]]
  special rep = phi[[2, 2],[2, 1]] , dim = 140
  orbit = [4, 4, 4, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [284245],[313550],[319855],[349080],[354721],[355969],[379605],[381376],[384589],[390230],[405605],[413062],[414189],[415899],[437910],[439037],[446129],[448540],[455703],[469441],[476851],[484860],[485987],[490385],[498313],[512603],[516652],[517779],[536125],[537217],[541177],[558171],[562381],[576898],[591672],
     [159987,224489],[189833,258350],[191270,258298],[206937,276949],[221127,291229],[221285,291177],[222375,293822],[231785,303663],[239931,312274],[241368,312222],[252382,324336],[252540,324284],[255366,327069],[255426,327300],[259626,340506],[265931,339230],[267368,339178],[273587,345649],[273745,345597],[274835,348242],[287831,360219],[287891,360450],[290910,363137],[294660,375794],[300301,372363],[300459,372311],[301549,374956],[306306,378260],[306464,378208],[309290,380993],[309350,381224],[324017,395729],[325681,397374],[325839,397322],[327452,407376],[330665,410589],[333262,404260],[333420,404208],[336246,406993],[336306,407224],[342251,412679],[342311,412910],[345330,415597],[360602,431539],[361669,431156],[361729,431387],[363439,440747],[366127,435204],[366285,435152],[368965,437527],[369025,437758],[372044,440445],[377941,445827],[387186,454358],[387344,454306],[395457,462081],[396031,463666],[397055,463364],[398442,471852],[400080,467119],[401147,466736],[401207,466967],[403941,469139],[418587,482154],[418745,482102],[421425,484477],[421485,484708],[429683,492122],[429901,493188],[433287,494913],[433861,496498],[434885,496196],[443435,503616],[443593,503564],[450178,510281],[451245,509898],[451305,510129],[454039,512301],[461911,519414],[465263,521832],[465481,522898],[473490,529661],[474557,529278],[474617,529509],[480237,533817],[480811,535402],[481835,535100],[494743,545762],[497221,553279],[501699,550971],[502273,552556],[503297,552254],[508425,556190],[508643,557256],[521185,566280],[523813,573043],[527805,571062],[528023,572128],[533647,575468],[545254,584210],[547192,589515],[550801,588085],[566110,599127],[566553,602134],[583475,611190]
   ]
cell #1399 :
  |C| = 175
  W-rep = phi[[2, 2, 2],[1]]+phi[[2, 1],[2, 2]]
  special rep = phi[[2, 1],[2, 2]] , dim = 140
  orbit = [4, 4, 3, 3]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 140
     105 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [124838],[147369],[150991],[151140],[172327],[172476],[173952],[180747],[195639],[195788],[201811],[202646],[203666],[204975],[226659],[227494],[228514],[234922],[235095],[235509],[238393],[245737],[245886],[258060],[260922],[261095],[261509],[269742],[270290],[279119],[279954],[280974],[285215],[285364],[293387],[293560],[296456],[297004],[305468],[311984],[314846],[315019],[315433],[319565],[320400],[321420],[329417],[332424],[338940],[344945],[347807],[347980],[349625],[350876],[351424],[355534],[355707],[356121],[365289],[371659],[374521],[374694],[380418],[380591],[383341],[384741],[386348],[391068],[391616],[392864],[406418],[406591],[409341],[413175],[415027],[416051],[417749],[419135],[424119],[425330],[426981],[427154],[438023],[439875],[442597],[446281],[447979],[448941],[456516],[456689],[459439],[469593],[471291],[477252],[479408],[484973],[486825],[489547],[498714],[505425],[512755],[514453],[524805],[537618],[559163],
     [108465,168831],[130790,197264],[155696,219913],[158025,229823],[185411,253782],[188295,264393],[190378,258895],[217282,287384],[217830,289277],[222527,293974],[240476,312819],[251544,323564],[256264,328072],[256812,329965],[266476,339775],[274987,348394],[291736,364010],[295205,376339],[301701,375108],[310188,381996],[310736,383889],[330817,410741],[337144,407996],[337692,409889],[346156,416470],[362567,432159],[363591,440899],[366675,443983],[372870,441318],[396183,463818],[397881,464237],[398843,472253],[430302,493589],[432458,500870],[462263,520356]
   ]
cell #1400 :
  |C| = 126
  W-rep = phi[[3, 1, 1],[1, 1]]
  special rep = phi[[3, 1, 1],[1, 1]] , dim = 126
  orbit = [6, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [85451],[107275],[119809],[127234],[131839],[132152],[139189],[146179],[154667],[159026],[159572],[161880],[167641],[175001],[175314],[182351],[183780],[184754],[189349],[189876],[191917],[192392],[198313],[198626],[205976],[206522],[208830],[214591],[217051],[221870],[224581],[224807],[225120],[230824],[231370],[233678],[239447],[239974],[242015],[242490],[248411],[248724],[254783],[255893],[256033],[258379],[258978],[259211],[265447],[265974],[268015],[268490],[274330],[277041],[277267],[277580],[283830],[288358],[290331],[291258],[291431],[293893],[294703],[301044],[303755],[303981],[304294],[309817],[309957],[312303],[312902],[313135],[319898],[324365],[324538],[326424],[327371],[327495],[329860],[336773],[336913],[339259],[339858],[340091],[345678],[345851],[348313],[349123],[360521],[360645],[362196],[362336],[363046],[363334],[372392],[372565],[375027],[375837],[381295],[381419],[383784],[394986],[395638],[395926],[397403],[397576],[398388],[407295],[407419],[409784],[415506],[415794],[429069],[429847],[431458],[431582],[440354],[440642],[448486],[461532],[463273],[463561],[471798],[491766],[493134],[519150]
   ]
cell #1401 :
  |C| = 175
  W-rep = phi[[3],[2, 1, 1]]+phi[[1],[4, 1, 1]]
  special rep = phi[[3],[2, 1, 1]] , dim = 105
  orbit = [6, 4, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [229000],[262987],[263556],[295767],[295903],[298539],[298564],[324992],[325128],[331799],[331914],[331939],[334498],[334544],[361104],[361219],[361244],[367637],[367734],[367780],[370302],[396493],[396590],[396636],[402494],[402504],[402808],[430393],[430403],[430707],[436214],[461564],[461574],[462693],[491700],
     [125943,322121],[151445,355137],[153311,286105],[172048,379052],[172781,380021],[181149,390515],[181233,321906],[183413,322407],[195360,405052],[196093,406021],[203302,413679],[204068,414474],[204152,281460],[212824,357599],[213233,424820],[213393,358168],[228150,438527],[228916,439322],[236192,378916],[236634,446734],[236987,316911],[237396,447469],[237556,317480],[245458,455150],[246191,456119],[246814,393151],[246839,393176],[247256,457356],[250483,461255],[262192,404916],[262634,470046],[263396,470781],[269053,350187],[269189,350323],[271024,413564],[271825,352959],[271850,352984],[272267,478371],[280610,485477],[281376,486272],[282119,427404],[282165,427450],[285669,490801],[297738,438412],[298981,499833],[304843,385723],[304958,385838],[304983,385863],[306745,446591],[307542,388422],[307588,388468],[316116,455014],[316558,513208],[317320,513943],[318208,459878],[321822,518064],[333701,469903],[340923,420097],[341020,420194],[341066,420240],[343588,422762],[352158,485362],[353401,538737],[358008,542517],[376494,452592],[376504,452602],[376808,452906],[387625,513065],[393593,563901],[411366,483164]
   ]
cell #1402 :
  |C| = 140
  W-rep = phi[[3, 1],[1, 1, 1]]+phi[[],[4, 2, 1]]
  special rep = phi[[3, 1],[1, 1, 1]] , dim = 105
  orbit = [6, 2, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     70 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [107885],[132804],[146789],[154780],[160305],[160618],[168251],[175966],[184913],[189462],[190694],[196562],[199278],[207255],[207568],[216285],[217325],[222029],[223256],[229033],[229508],[232103],[232416],[239560],[240792],[251385],[256307],[263563],[263789],[264102],[265560],[266792],[274489],[275716],[290444],[291577],[296085],[298571],[299170],[299403],[301203],[302430],[310231],[325310],[326583],[331946],[332119],[334581],[335391],[337187],[345997],[361251],[361424],[362610],[367817],[367941],[370306],[372711],[396673],[396797],[397722],[402524],[402812],[429303],[430423],[430711],[436218],[461594],[462697],[491704],
     [151914,215201],[153344,286138],[173250,246660],[181266,321939],[181741,249376],[183420,322414],[204185,281493],[204660,281968],[213400,358175],[213626,284563],[213939,284876],[215864,358714],[237563,317487],[237789,317713],[238102,318026],[246846,393183],[247445,393782],[247678,320716],[269371,350505],[271857,352991],[272456,353590],[272689,353823],[282202,427487],[283012,356850],[304990,385870],[305163,386043],[307625,388505],[308435,389315],[318212,459882],[341103,420277],[341227,420401],[343592,422766],[376524,452622],[376812,452910],[411370,483168]
   ]
cell #1403 :
  |C| = 175
  W-rep = phi[[3],[2, 1, 1]]+phi[[1],[4, 1, 1]]
  special rep = phi[[3],[2, 1, 1]] , dim = 105
  orbit = [6, 4, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [89152],[111262],[111577],[134561],[136556],[136634],[156422],[162487],[162565],[164742],[164764],[186547],[186625],[192600],[193048],[193070],[195492],[218575],[219023],[219045],[225347],[225456],[225812],[250930],[252866],[252975],[253331],[259768],[259893],[286548],[288388],[288513],[295429],[322804],[324654],
     [46746,126039],[61132,153220],[61952,153466],[74280,123510],[78799,182998],[79114,183313],[80173,183454],[94108,150166],[94423,150481],[99727,215298],[99805,215376],[100183,213434],[115181,177723],[117176,179718],[117254,179796],[117632,237597],[123794,249522],[123816,249544],[123981,247345],[137012,263597],[141025,209437],[141103,209515],[143280,211692],[143302,211714],[143467,272356],[150844,285068],[150958,282646],[164929,299070],[169288,242698],[169736,243146],[169758,243168],[170609,236723],[172180,245590],[172294,308069],[180174,317521],[180710,318718],[183617,322448],[193921,262723],[195606,335025],[200499,277807],[200608,277916],[200964,278272],[201778,271505],[203629,344098],[211879,353490],[215754,358209],[226626,298219],[228477,370812],[233768,313692],[233893,313817],[234702,306899],[235058,307255],[244019,316647],[245704,388949],[249709,393682],[260702,333855],[261058,334211],[268715,349849],[269526,342933],[279086,352639],[280937,423272],[285182,427931],[296240,369647],[305279,378578],[314626,387779],[314982,388135],[321383,460388],[332235,404578],[350660,422107],[386159,454676]
   ]
cell #1404 :
  |C| = 126
  W-rep = phi[[3, 1, 1],[1, 1]]
  special rep = phi[[3, 1, 1],[1, 1]] , dim = 126
  orbit = [6, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [126181],[127128],[132204],[154413],[154560],[158920],[159933],[175366],[184659],[189095],[189242],[190042],[190298],[198678],[205870],[206883],[221775],[222622],[225172],[230718],[231731],[239193],[239340],[240140],[240396],[248776],[254677],[256912],[259030],[259572],[265193],[265340],[266140],[266396],[274235],[275082],[277632],[284191],[287593],[290077],[290224],[294537],[294869],[295125],[300949],[301796],[304346],[310836],[312954],[313496],[320064],[320320],[323093],[323642],[323811],[326329],[328281],[330043],[330582],[330912],[337792],[339910],[340452],[348957],[349289],[349545],[356216],[358972],[359852],[359979],[364088],[364257],[365948],[366775],[375671],[376003],[376259],[382205],[383967],[384506],[384836],[391716],[394610],[395124],[395332],[399330],[399457],[401022],[408205],[409967],[410506],[410836],[416548],[416717],[418408],[419235],[429395],[432368],[432954],[433162],[441396],[441565],[443256],[444083],[449428],[449555],[451120],[464315],[464484],[464975],[472740],[472867],[474432],[479904],[480112],[494076],[494203],[501366],[501574],[508137],[520852],[521060],[527517],[543679],[544966],[564976]
   ]
cell #1405 :
  |C| = 245
  W-rep = phi[[2, 1],[2, 2]]+phi[[1, 1],[3, 2]]
  special rep = phi[[2, 1],[2, 2]] , dim = 140
  orbit = [4, 4, 3, 3]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [88835],[109354],[128827],[134152],[156013],[160619],[162090],[184914],[186150],[190695],[207569],[217335],[222030],[223266],[232417],[240793],[256317],[264103],[266793],[274490],[275726],[299404],[301204],[302440],[310241],[326584],[332120],[335401],[337197],[361425],[362620],[367951],[396807],[402579],[430478],
     [60815,152903],[73963,123193],[78816,181090],[78832,246870],[92200,148258],[94125,204009],[94141,271881],[99834,212894],[111279,228857],[111295,298595],[114772,177314],[115818,171989],[115834,305673],[117283,237057],[135198,195301],[135214,332629],[136663,263057],[140628,209040],[141437,202963],[141548,341503],[141791,269945],[150183,281317],[150199,353015],[160635,365494],[162899,227811],[163010,368217],[163253,296659],[170134,236248],[170284,235012],[178360,245399],[178376,386553],[179825,316981],[183015,321763],[183031,393207],[190806,400399],[191049,329620],[193446,262248],[193596,261012],[201468,269795],[207585,417954],[209849,280271],[209960,420677],[210203,351079],[213940,284877],[213956,425535],[215405,357669],[223416,293477],[226316,296509],[232433,442802],[238103,318027],[238119,448184],[240904,450497],[241147,383544],[243544,316172],[243694,314936],[247679,320717],[247790,457793],[248033,391271],[257717,329470],[264119,471496],[266904,473809],[267147,409544],[272690,353824],[272801,478808],[273044,415230],[275876,347897],[278776,350929],[283022,356860],[283172,355624],[284893,489752],[299515,500270],[299758,440078],[302590,374611],[305164,386044],[305934,505325],[308445,389325],[308595,380508],[311641,383394],[318043,514658],[319222,391121],[320828,516971],[321071,459642],[332890,524705],[335551,406508],[338597,409394],[341237,420411],[342007,413885],[344602,415080],[353935,539174],[354178,487028],[357010,427071],[368721,438733],[371316,439928],[376579,452677],[377693,446905],[386814,559063],[389475,456606],[392521,459492],[403693,470217],[412001,477428],[421181,485683],[423776,486878],[436849,498890],[453791,513379],[483799,537794]
   ]
cell #1406 :
  |C| = 140
  W-rep = phi[[3, 1],[1, 1, 1]]+phi[[],[4, 2, 1]]
  special rep = phi[[3, 1],[1, 1, 1]] , dim = 105
  orbit = [6, 2, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     70 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [191100],[223674],[241198],[251692],[257660],[258017],[267198],[276134],[287267],[291884],[293157],[299809],[302848],[311584],[311941],[322621],[323461],[327955],[329162],[335270],[335809],[338540],[338897],[346304],[347577],[359507],[363907],[371024],[371259],[371616],[373018],[374291],[381879],[383086],[398029],[398985],[403065],[405342],[405958],[406188],[407879],[409086],[416367],[430964],[432042],[436562],[436708],[438833],[439620],[441215],[449083],[463041],[463187],[464134],[468271],[468372],[470300],[472395],[492933],[493034],[493731],[497372],[497542],[519233],[519903],[520073],[523998],[543570],[544177],[564900],
     [248084,321122],[250241,394421],[273095,354229],[282891,428176],[283430,357268],[285794,428715],[308314,389194],[308853,389733],[318930,460600],[319165,392464],[319522,392821],[322058,461192],[344310,423484],[344545,423719],[344902,424076],[354458,490122],[355074,490738],[355304,426751],[377065,453163],[379342,455440],[379958,456056],[380188,456286],[390026,517575],[390813,459184],[411714,483512],[411860,483658],[413985,485783],[414772,486570],[424339,542036],[444959,511433],[445060,511534],[446988,513462],[475910,536276],[476080,536446],[504618,558356]
   ]
cell #1407 :
  |C| = 140
  W-rep = phi[[3, 1],[1, 1, 1]]+phi[[],[4, 2, 1]]
  special rep = phi[[3, 1],[1, 1, 1]] , dim = 105
  orbit = [6, 2, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     70 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [258192],[293637],[312116],[323522],[329223],[329666],[336028],[339072],[348057],[359735],[363968],[365145],[371791],[371826],[374771],[383147],[383590],[394602],[395252],[399213],[400283],[406231],[406668],[406770],[409147],[409590],[416428],[417605],[429387],[433082],[436751],[439681],[439696],[440124],[441276],[442453],[449311],[450381],[463230],[464195],[464967],[468433],[468448],[471106],[471147],[472623],[473693],[480032],[493095],[493110],[493959],[497689],[497730],[500154],[501494],[508129],[520220],[520261],[520980],[524010],[524264],[527509],[544189],[544443],[544958],[547680],[564912],[564968],[565384],[583136],
     [250313,322385],[283649,357487],[285896,358649],[309072,389952],[319697,392996],[319732,393031],[322170,394278],[345077,424251],[345112,424286],[355347,426794],[355784,427231],[355886,427333],[380231,456329],[380668,456766],[380770,456868],[390874,459245],[390889,459260],[391317,459688],[411903,483701],[414833,486631],[414848,486646],[415276,487074],[425145,489362],[425186,489403],[445121,511595],[445136,511610],[447794,514268],[447835,514309],[457677,516855],[476227,536593],[476268,536634],[478692,539058],[504630,558368],[504884,558622],[530526,577386]
   ]
cell #1408 :
  |C| = 126
  W-rep = phi[[2],[3, 1, 1]]
  special rep = phi[[2],[3, 1, 1]] , dim = 126
  orbit = [5, 5, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [250227],[282877],[285791],[307341],[308300],[318804],[318927],[334297],[335256],[343292],[344184],[344307],[354455],[354864],[370006],[370898],[371021],[378540],[378950],[379339],[379748],[388221],[389180],[390003],[390413],[394407],[404540],[404950],[405339],[405748],[411598],[411711],[413224],[413962],[414372],[422466],[423358],[423481],[424365],[428162],[428712],[436446],[436559],[438072],[438810],[439220],[444857],[444936],[446318],[447014],[454638],[455048],[455437],[455846],[460474],[460597],[460832],[462925],[463038],[468169],[468248],[469630],[470326],[476030],[476106],[483396],[483509],[485022],[485760],[486170],[487842],[490119],[490528],[492831],[492910],[497492],[497568],[506087],[506200],[506973],[511331],[511410],[512792],[513488],[515301],[517552],[517962],[520023],[520099],[525467],[525580],[526353],[531735],[531814],[532379],[536396],[536472],[539984],[542062],[548889],[548968],[549533],[554381],[554457],[554924],[559825],[559938],[560711],[561636],[564632],[569253],[569329],[569796],[574433],[578595],[578674],[579239],[582407],[587050],[594372],[594448],[594915],[597534],[607797],[609984],[619902]
   ]
cell #1409 :
  |C| = 175
  W-rep = phi[[2, 2],[2, 1]]+phi[[1],[3, 3]]
  special rep = phi[[2, 2],[2, 1]] , dim = 140
  orbit = [4, 4, 4, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 140
     105 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [191109],[223213],[223924],[241207],[255578],[255630],[257512],[267207],[275673],[276384],[288043],[288095],[290927],[291077],[299818],[302387],[303098],[309502],[309554],[311436],[324034],[324184],[327061],[335348],[336458],[336510],[338392],[342463],[342515],[345347],[345497],[360211],[361881],[361933],[367898],[369177],[369229],[371111],[372061],[372211],[377958],[378108],[380985],[396754],[397072],[397222],[401359],[401411],[402917],[403958],[404108],[406985],[412671],[421637],[421689],[429700],[430816],[431148],[434584],[434902],[435052],[436272],[437519],[451457],[451509],[454056],[454206],[462073],[462751],[465280],[466396],[466728],[474769],[474821],[481534],[481852],[482002],[484469],[492023],[494905],[495583],[502996],[503314],[503464],[508442],[509558],[509890],[521733],[526931],[527822],[528938],[529270],[533809],[534487],[545271],[550161],[550963],[551641],[556091],[566272],[570074],[570963],[584111],[585994],[598756],
     [248093,321131],[273104,354238],[282969,356807],[308392,389272],[318469,390382],[319017,392316],[341184,420358],[343849,414341],[344397,423571],[354569,424671],[370563,439189],[376917,453015],[377640,446852],[379453,447320],[403640,470164],[405453,470632],[411424,483222],[412339,477766],[423023,486139],[437187,499228],[445214,505913],[453738,513326],[455551,513794],[460139,517931],[468526,525293],[484137,538132],[488420,541900],[490233,542368],[507551,561289],[511688,559651],[515929,563296],[533007,579867],[540262,581347],[555202,595193],[573377,606741]
   ]
cell #1410 :
  |C| = 245
  W-rep = phi[[2, 1],[2, 2]]+phi[[1, 1],[3, 2]]
  special rep = phi[[2, 1],[2, 2]] , dim = 140
  orbit = [4, 4, 3, 3]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [137039],[162582],[186642],[192707],[218682],[223758],[225411],[251696],[252930],[257664],[276218],[287232],[291888],[293122],[302932],[311588],[327920],[335893],[338544],[346308],[347542],[371263],[373022],[374256],[381844],[398033],[403069],[406153],[407844],[430968],[432007],[436673],[463152],[468038],[492700],
     [100210,152494],[117659,180201],[123936,180765],[123998,181006],[141120,209532],[143422,203684],[143484,203925],[150973,212882],[164884,228532],[164946,228773],[169395,242805],[170564,235113],[170626,236740],[172309,237045],[193876,261113],[193938,262740],[195621,263045],[200563,277871],[201415,271142],[201528,269855],[201793,269933],[211834,280992],[211896,281233],[223696,293578],[226263,297856],[226376,296569],[226641,296647],[234657,306854],[234809,305620],[243974,315037],[244036,316664],[245719,316969],[249664,321438],[249726,321679],[257777,329530],[258042,329608],[260657,333810],[260809,332576],[269590,341652],[276156,347998],[278723,352276],[278836,350989],[279101,351067],[283452,355725],[283514,357352],[285197,357657],[293274,365441],[296304,368366],[302870,374712],[308875,380609],[308937,389817],[311701,383454],[311966,383532],[314581,387734],[314733,386500],[319169,392468],[319282,391181],[319547,391259],[329265,400548],[335831,406609],[338657,409454],[338922,409532],[344549,423723],[344662,415140],[344927,415218],[347694,417901],[350724,420826],[355269,426716],[355421,425482],[357290,427172],[371376,439988],[371641,440066],[374408,442749],[377069,453167],[377753,446965],[380153,456251],[380305,448131],[383189,450646],[389755,456707],[390916,457942],[392581,459552],[392846,459630],[403753,470277],[406305,471443],[409189,473958],[411825,483623],[412491,477918],[414875,478957],[423836,486938],[424101,487016],[426868,489699],[437339,499380],[439723,500419],[444726,511200],[445615,506314],[453851,513439],[456403,514605],[459287,517120],[468927,525694],[476363,531604],[484289,538284],[486673,539323],[497825,548758],[512089,560052],[536729,578464]
   ]
cell #1411 :
  |C| = 245
  W-rep = phi[[2, 1],[2, 2]]+phi[[1, 1],[3, 2]]
  special rep = phi[[2, 1],[2, 2]] , dim = 140
  orbit = [4, 4, 3, 3]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [299253],[331969],[361274],[367461],[396317],[400752],[402548],[429565],[430447],[434147],[450850],[461943],[465145],[466027],[474162],[481097],[494775],[500623],[502559],[508307],[509189],[526494],[527687],[528569],[533679],[545136],[547932],[549792],[550833],[565636],[566142],[568466],[583668],[585896],[598658],
     [212995,354598],[237158,379482],[247008,390160],[247528,320566],[263158,405482],[270046,412368],[272019,414119],[272539,353673],[282335,354773],[296760,437216],[298733,438967],[305013,385893],[305638,445405],[305811,445545],[307758,379657],[317082,455580],[329721,466425],[332594,468717],[332767,468857],[334714,405657],[340747,419921],[341712,476515],[341856,413734],[351180,484166],[353153,485917],[357770,490262],[365459,495774],[365632,495914],[368426,497977],[368570,438582],[376548,452646],[377203,446415],[377388,505105],[383645,509587],[386518,511879],[386691,512019],[388638,455755],[391372,515958],[393345,517709],[400608,522562],[403203,469727],[403388,524485],[409645,528967],[411970,477397],[415331,533036],[417919,534678],[418092,534818],[420886,536881],[421030,485532],[425500,540453],[425673,540593],[427620,490437],[434332,546384],[436818,498859],[440179,550190],[442767,551832],[442940,551972],[448149,555393],[448322,555533],[450706,556920],[453301,512889],[453486,558843],[458002,562045],[458146,517324],[459743,563325],[471461,570265],[471634,570405],[474018,571792],[477936,574204],[479017,574842],[479161,539527],[481282,576090],[483768,537763],[487129,579896],[487983,541463],[488168,580539],[489717,581538],[489890,581678],[499398,586821],[500479,587459],[502744,588707],[506374,590755],[507114,560852],[507299,591261],[514623,595384],[514796,595524],[515560,562927],[517180,596911],[525754,601217],[526679,601723],[530778,577638],[531941,604415],[532638,579498],[538302,607568],[539383,608206],[541648,609454],[549095,612882],[553594,593585],[554264,615370],[560112,617929],[561037,618435],[569136,622046],[573279,606643],[578801,625985],[594255,632021]
   ]
cell #1412 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[2, 1]]+phi[[1, 1, 1],[3, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [162089],[186149],[217159],[217334],[222836],[223265],[251474],[256141],[256316],[257124],[275296],[275725],[291666],[292451],[292626],[302010],[302439],[310065],[310240],[311048],[328509],[331126],[335400],[337021],[337196],[338004],[346086],[346871],[347046],[356430],[362444],[362619],[365750],[366987],[367950],[372800],[373585],[373760],[382433],[385050],[391928],[395546],[396806],[397811],[400860],[401922],[402097],[402578],[408433],[411050],[418210],[419447],[426045],[426220],[429577],[429780],[430477],[433376],[434159],[434636],[435641],[436254],[443058],[444295],[450958],[452020],[452195],[458531],[461973],[462733],[465157],[465360],[466057],[474270],[475332],[475507],[480326],[481109],[481586],[482591],[492005],[494805],[495565],[501788],[502571],[503048],[504053],[508319],[508522],[509219],[521274],[521715],[527699],[527902],[528599],[533709],[534469],[545148],[545351],[550863],[551623],[556073],[566172],[570945],[584093],
     [140627,209039],[141538,269619],[163000,296333],[170133,236247],[170272,305398],[190248,399870],[190796,329294],[193445,262247],[193584,332354],[201467,269794],[209950,350753],[222831,364659],[223404,365219],[226315,296508],[240346,449968],[240894,383218],[243543,316171],[243682,386278],[247780,390945],[257155,399858],[257716,329469],[266346,473280],[266894,409218],[272791,414904],[275291,417119],[275864,417679],[278775,350928],[283021,356859],[283160,425260],[295075,497011],[299505,439752],[302005,441967],[302578,442527],[305924,445644],[308444,389324],[308583,447909],[311079,449956],[311640,383393],[319221,391120],[320270,516442],[320818,459316],[329832,522789],[331121,467616],[332880,468956],[335539,471221],[338035,473268],[338596,409393],[341236,420410],[341730,476527],[341995,476730],[344601,415079],[349495,535915],[353925,486702],[356425,488917],[356998,489477],[365745,496013],[367018,496999],[368444,497989],[368709,498192],[371315,439927],[376209,553069],[376578,452676],[377461,505135],[377692,446904],[383756,557147],[385045,510778],[386804,512118],[389463,514383],[391959,516430],[392520,459491],[400626,522574],[400891,522777],[403461,524515],[403692,470216],[409756,572019],[411045,530158],[411406,483204],[412000,477427],[412154,530909],[418205,534917],[419478,535903],[420904,536893],[421169,537096],[423775,486877],[434405,546414],[436848,498889],[437002,548063],[443053,552071],[444326,553057],[445196,505895],[450724,556932],[450989,557135],[453559,558873],[453790,513378],[466211,567171],[468508,525275],[474036,571804],[474301,572007],[481355,576120],[483798,537793],[483952,577769],[502817,588737],[509373,592290],[511670,559633],[528753,602752]
   ]
cell #1413 :
  |C| = 245
  W-rep = phi[[2, 1],[2, 2]]+phi[[1, 1],[3, 2]]
  special rep = phi[[2, 1],[2, 2]] , dim = 140
  orbit = [4, 4, 3, 3]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [263632],[295928],[325153],[331553],[360858],[365599],[367431],[395305],[396287],[400336],[418059],[429535],[433135],[434117],[442907],[450434],[465115],[471601],[473746],[480085],[481067],[500207],[501547],[502529],[508277],[521033],[524317],[526464],[527657],[544496],[545106],[547902],[565606],[568336],[583538],
     [180857,318450],[203776,343830],[212977,354596],[213469,284406],[228624,370544],[235205,377621],[237140,379480],[237632,317556],[246975,318627],[261205,403621],[263140,405480],[269214,350348],[269760,412213],[270028,412366],[271986,344007],[281084,423004],[293670,434565],[296474,437061],[296742,437214],[298700,370721],[304597,385477],[305528,445403],[305778,379077],[315129,453719],[317064,455578],[321530,460120],[329435,466270],[329703,466423],[332484,468715],[332734,405077],[340717,419891],[341440,413318],[341552,476485],[348090,481515],[350894,484011],[351162,484164],[353120,423181],[355817,488401],[357752,490260],[365349,495772],[368154,438166],[368266,497947],[374804,502977],[377173,446385],[380701,507532],[383359,509432],[383627,509585],[386408,511877],[386658,455175],[391086,515803],[391354,515956],[393312,460297],[400448,522532],[403173,469697],[406701,526912],[409359,528812],[409627,528965],[415045,532881],[415313,533034],[417809,534676],[420614,485116],[420726,536851],[425390,540451],[425640,489857],[427264,541881],[439893,550035],[440161,550188],[442657,551830],[446299,554637],[448039,555391],[448289,514763],[450546,556890],[453271,512859],[456799,561270],[457730,516908],[457842,562015],[459457,563170],[459725,563323],[469611,569509],[471351,570263],[473858,571762],[477312,574202],[478745,539111],[478857,574812],[486843,579741],[487111,579894],[487953,541433],[489607,581536],[498774,586819],[500319,587429],[504937,558675],[505762,590725],[507084,560822],[512773,594628],[514513,595382],[517020,596881],[525142,601187],[530748,577608],[531154,604285],[537678,607566],[539223,608176],[548308,612752],[553464,593455],[559500,617899],[578014,625855]
   ]
cell #1414 :
  |C| = 245
  W-rep = phi[[2, 2, 1],[2]]+phi[[2, 2],[2, 1]]
  special rep = phi[[2, 2],[2, 1]] , dim = 140
  orbit = [4, 4, 4, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [214574],[242473],[248299],[277155],[282486],[283681],[307909],[309705],[312986],[318522],[334865],[342666],[343902],[345702],[369380],[370616],[378313],[380940],[388789],[404313],[412626],[421840],[423076],[427771],[437474],[454411],[458956],[460192],[483016],[484424],[489093],[510954],[516216],[535689],[555943],
     [107258,224564],[131727,258362],[132360,329862],[146162,277024],[158228,291241],[158290,363336],[159423,293816],[167624,303738],[174889,312286],[175522,383786],[185614,324348],[185676,395928],[188426,398426],[188500,327294],[192375,268473],[198201,339242],[198834,409786],[205178,345661],[205240,415796],[206373,348236],[217961,429885],[218035,360444],[220993,363077],[224695,303869],[230026,372375],[230088,440644],[231221,374950],[235712,378272],[235774,446026],[238524,448524],[238598,381218],[252248,395669],[253985,397386],[254047,463563],[255781,336661],[259062,339942],[261712,404272],[261774,469338],[264524,471836],[264598,407218],[270421,476835],[270495,412904],[273453,415537],[288246,362084],[289408,493172],[289482,431381],[291282,372416],[294177,435216],[294239,496395],[297135,498297],[297209,437752],[300167,440385],[306172,445767],[315636,454370],[315698,512500],[323695,519398],[324389,397427],[325547,463304],[327016,406940],[328934,401562],[330096,522882],[330170,466961],[333128,469079],[348597,482166],[348659,535299],[351555,537201],[351629,484702],[359897,492062],[360166,431103],[364141,545746],[364835,435257],[365993,496136],[375311,503628],[375373,552453],[382858,451660],[384020,557240],[384094,510123],[387052,512241],[395233,462028],[399375,521772],[399644,466683],[408858,474972],[410020,572112],[410094,529503],[416601,575452],[417295,482207],[418453,535040],[433063,494860],[436066,504478],[441449,588069],[442143,503669],[443301,552194],[449473,556130],[449742,509845],[464368,599111],[467792,530334],[472785,571002],[473054,529225],[480013,533764],[494121,584150],[496785,552843],[501475,550918],[520961,566227],[521585,570815],[544159,583963]
   ]
cell #1415 :
  |C| = 245
  W-rep = phi[[2, 1],[2, 2]]+phi[[1, 1],[3, 2]]
  special rep = phi[[2, 1],[2, 2]] , dim = 140
  orbit = [4, 4, 3, 3]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [229064],[260374],[288994],[295490],[324715],[329682],[331520],[359751],[360825],[365161],[383606],[395272],[399229],[400303],[409606],[417621],[433102],[440140],[442469],[449327],[450401],[471163],[472639],[473713],[480052],[493975],[497746],[500174],[501514],[520277],[521000],[524284],[544463],[547746],[565450],
     [151088,354587],[172424,379471],[180851,318448],[181297,248932],[195736,405471],[201908,412357],[203770,343828],[204216,281524],[212956,282548],[226756,437205],[228618,370542],[234374,314298],[234932,445331],[235199,377619],[237119,307971],[245834,455569],[258157,466414],[260932,468643],[261199,403619],[263119,334927],[268776,349910],[269754,412211],[270007,343414],[279216,484155],[281078,423002],[285312,490251],[293397,495700],[293664,434563],[296468,437059],[296721,370128],[304564,385444],[305340,378639],[305462,445370],[312081,509576],[314856,511805],[315123,453717],[317043,388851],[319662,515947],[321524,460118],[329429,466268],[332296,404639],[332418,468682],[339037,528956],[341407,413285],[345042,533025],[347817,534604],[348084,481513],[350888,484009],[351141,422588],[355544,540379],[355811,488399],[357731,427833],[365283,495739],[368121,438133],[371756,550179],[374531,551758],[374798,502975],[380428,555319],[380695,507530],[383353,509430],[386220,454737],[386342,511844],[391080,515801],[391333,459704],[392961,563314],[406428,570191],[406695,526910],[409353,528810],[413185,573865],[415039,532879],[415292,487090],[417743,534643],[420581,485083],[424216,579885],[425202,489419],[425324,540418],[426991,581464],[427258,541879],[438033,586482],[439887,550033],[442591,551797],[446293,554635],[447851,514325],[447973,555358],[456526,595310],[456793,561268],[457697,516875],[459451,563168],[469605,569507],[471285,570230],[476284,536650],[477246,574169],[478712,539078],[484983,607229],[486837,579739],[489541,581503],[498708,586786],[504904,558642],[505391,590569],[512767,594626],[514447,595349],[524771,601031],[530592,577452],[537612,607533],[559129,617743]
   ]
cell #1416 :
  |C| = 315
  W-rep = phi[[2, 2, 1],[1, 1]]+phi[[2, 1, 1],[2, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [201624],[204923],[226472],[234904],[235457],[257873],[260904],[261457],[269690],[278932],[292783],[293369],[296404],[311797],[314828],[315381],[319378],[328826],[328844],[329365],[338753],[344758],[347203],[347789],[350824],[355516],[356069],[371472],[373917],[374503],[378469],[380400],[382750],[382768],[383289],[384689],[391016],[392677],[402254],[404469],[406400],[408750],[408768],[409289],[412988],[413157],[414975],[415999],[423932],[426377],[426963],[435413],[435958],[435976],[437836],[438005],[439823],[446102],[446229],[448548],[452352],[454567],[456498],[458848],[458866],[459387],[467045],[467214],[467232],[469414],[469541],[475664],[476859],[477067],[479390],[482363],[482908],[482926],[484786],[484955],[486773],[496471],[498321],[498529],[503825],[504370],[504388],[505407],[510207],[510376],[510394],[512576],[512703],[523114],[524787],[529587],[529756],[529774],[535375],[537225],[537433],[552529],[557472],[559145],[572344],
     [107313,364782],[132159,399928],[146217,417242],[154674,359577],[157973,229771],[159579,433559],[159915,364730],[167679,442090],[175321,450026],[184806,323333],[185359,253730],[189356,399055],[189928,399697],[192430,467739],[198633,473338],[206529,480509],[206865,417190],[214629,489040],[217230,287332],[221922,363779],[222475,293922],[224619,496650],[225127,497069],[231377,501971],[231713,442038],[239454,449153],[240026,449795],[242528,510901],[248731,516500],[256212,328020],[258985,523299],[259218,523511],[259554,467687],[265454,472465],[266026,473107],[268528,530281],[274382,416239],[274935,348342],[277079,535554],[277587,535973],[283837,540875],[284173,488988],[290338,493801],[291438,545861],[293900,546704],[294519,496598],[294755,496838],[301096,441087],[301649,375056],[303793,552708],[304301,553127],[310136,381944],[312909,557657],[313142,557869],[313478,510849],[319950,516269],[324545,519513],[326476,464006],[327378,566678],[327547,521903],[329938,522906],[330765,410689],[337092,407944],[339865,572529],[340098,572741],[340434,530229],[345858,575567],[348320,576410],[348939,535502],[349175,535742],[360528,543796],[360697,492193],[362515,432107],[363412,545770],[363539,440847],[365790,546686],[372572,588184],[375034,589027],[375653,552656],[375889,552896],[381302,591797],[381471,556261],[383862,557264],[396004,519422],[396131,463766],[397583,599226],[398450,471860],[398658,566660],[407302,602259],[407471,571133],[409862,572136],[415872,575476],[418250,576392],[429909,493196],[430117,543778],[431465,611315],[431634,584281],[432440,500852],[440720,588093],[443098,589009],[448756,591779],[462245,520338],[463639,599135],[472068,602241],[493404,611297]
   ]
cell #1417 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[2, 1]]+phi[[1, 1, 1],[3, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [364794],[367428],[396284],[399922],[417254],[429488],[429532],[433499],[433758],[434114],[442102],[450020],[461895],[465068],[465112],[465465],[467751],[473332],[480449],[480708],[481064],[489052],[494727],[496662],[497063],[501911],[502170],[502526],[508230],[508274],[508627],[510913],[516494],[523293],[523451],[523710],[526461],[527610],[527654],[528007],[530293],[533631],[535566],[535967],[540815],[541074],[545059],[545103],[545591],[546670],[547038],[547176],[547899],[550785],[552720],[553121],[557651],[557809],[558068],[562365],[565349],[565603],[566094],[566483],[566537],[567413],[568333],[572523],[572681],[572940],[575297],[576376],[576744],[576882],[583405],[583459],[583535],[584370],[585096],[585864],[587914],[588993],[589361],[589499],[591602],[591656],[592532],[598536],[598626],[598956],[599282],[602064],[602118],[602994],[605117],[605843],[610857],[611120],[611174],[613584],[614310],[615994],[620825],[622670],[628303],
     [269738,476438],[296452,497900],[305503,505057],[328854,522175],[329413,522485],[332459,524437],[340714,419888],[341549,476482],[350872,536804],[364778,546066],[365324,546336],[368263,497944],[377170,446382],[382778,556533],[383337,556843],[386383,558795],[391064,561968],[399963,566908],[400445,522529],[403170,469694],[408778,571405],[409337,571715],[415023,574765],[417238,575772],[417784,576042],[420723,536848],[425365,580491],[435986,585668],[439871,587382],[442086,588389],[442632,588659],[446277,590468],[448014,591213],[450061,592027],[450543,556887],[453268,512856],[457839,562012],[458876,596524],[459435,596834],[467242,600103],[467735,600290],[469589,600930],[471326,601675],[473373,602489],[473855,571759],[477141,604152],[477287,604206],[478854,574809],[482936,606415],[486821,608129],[487950,541430],[489036,609136],[489582,609406],[496646,612030],[497104,612185],[498603,612619],[498749,612673],[500316,587426],[504398,614882],[505658,615248],[505759,590722],[507081,560819],[510404,616815],[510897,617002],[512751,617642],[514488,618387],[516535,619201],[517017,596878],[523188,621434],[523334,621488],[525038,621924],[525139,601184],[529784,623491],[530277,623678],[530745,577605],[531151,604282],[531321,623960],[535550,625133],[536008,625288],[537507,625722],[537653,625776],[539220,608173],[546937,628731],[548305,612749],[548475,629077],[552704,630250],[553162,630405],[553461,593452],[553907,615338],[557546,631409],[557692,631463],[559396,631899],[559497,617896],[567583,634174],[568779,622014],[572418,635211],[572564,635265],[573247,606611],[576643,636081],[578011,625852],[578181,636427],[589260,638810],[592702,639395],[593898,631989],[603164,641279]
   ]
cell #1418 :
  |C| = 126
  W-rep = phi[[2],[3, 1, 1]]
  special rep = phi[[2],[3, 1, 1]] , dim = 126
  orbit = [5, 5, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [358394],[390690],[393962],[413704],[414649],[424845],[424972],[438552],[439497],[446688],[447494],[447621],[456984],[457310],[470000],[470806],[470933],[477343],[477353],[477657],[477999],[478325],[485502],[486447],[487284],[487588],[491393],[498805],[498815],[499119],[499461],[499787],[504726],[504736],[504811],[505855],[506415],[506719],[513162],[513968],[514095],[514956],[518239],[518766],[524106],[524116],[524191],[525235],[525795],[526099],[530604],[530650],[532034],[537709],[537719],[538023],[538365],[538691],[542542],[542669],[542878],[544285],[544295],[544370],[547758],[547804],[549188],[553504],[558464],[558474],[558549],[559593],[560153],[560457],[561793],[563529],[563855],[565462],[565508],[568376],[573991],[574001],[574076],[574590],[577464],[577510],[578894],[580245],[581849],[582153],[583578],[586608],[586618],[586693],[587207],[590581],[590627],[590967],[593495],[595805],[597189],[601043],[601089],[601429],[604325],[604581],[607355],[607365],[607440],[607954],[608564],[610514],[612792],[613048],[615571],[617755],[617801],[618141],[620059],[622247],[625895],[626151],[627606],[632222],[633337],[637503]
   ]
cell #1419 :
  |C| = 126
  W-rep = phi[[2],[3, 1, 1]]
  special rep = phi[[2],[3, 1, 1]] , dim = 126
  orbit = [5, 5, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [153340],[181262],[183419],[203372],[204181],[213303],[213399],[228220],[229029],[236645],[237466],[237562],[246845],[247267],[262645],[263466],[263562],[271035],[271483],[271856],[272278],[280680],[281489],[282176],[282624],[286134],[297749],[298197],[298570],[298992],[304854],[304989],[306790],[307599],[308047],[316569],[317390],[317486],[318253],[321935],[322413],[331810],[331945],[333746],[334555],[335003],[340968],[341077],[342808],[343633],[352169],[352617],[352990],[353412],[358078],[358174],[358400],[361115],[361250],[367682],[367791],[369522],[370347],[376728],[376853],[385734],[385869],[387670],[388479],[388927],[390696],[393182],[393604],[396538],[396647],[402728],[402853],[413575],[413710],[414655],[420142],[420251],[421982],[422807],[424851],[427461],[427909],[430627],[430752],[438423],[438558],[439503],[446636],[446745],[447500],[452826],[452951],[457367],[459923],[469948],[470057],[470812],[477577],[477702],[478382],[485373],[485508],[486453],[487633],[491399],[499039],[499164],[499844],[506764],[513110],[513219],[513974],[518245],[526144],[537943],[538068],[538748],[542548],[560502],[563912],[582198]
   ]
cell #1420 :
  |C| = 553
  W-rep = phi[[2, 1],[2, 1, 1]]+phi[[1, 1],[3, 1, 1]]+phi[[2],[2, 2, 1]]+phi[[1],[3, 2, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     91 tau_infinity subcells with 4 member(s)
  subcells = [
     [132842],[160625],[176004],[184920],[190701],[191037],[192655],[199316],[207575],[217377],[218630],[222036],[223308],[229546],[232423],[240799],[241135],[251644],[256359],[257612],[263601],[264109],[266799],[267135],[274496],[275768],[291836],[299177],[299410],[299746],[301210],[302482],[310283],[311536],[326590],[332126],[334588],[335443],[337239],[338492],[346256],[361431],[362662],[367824],[367993],[372970],[396680],[396849],[397981],
     [53420,335207],[69576,370384],[87274,402890],[88841,405268],[104268,430789],[109360,436488],[111195,371211],[128833,462967],[134158,468020],[134494,403017],[156019,492682],[156355,430916],[160670,365554],[162132,436280],[169343,242753],[170290,235018],[181779,249414],[183458,322452],[186192,462759],[191055,329626],[193602,261018],[201363,271090],[201510,269837],[204698,282006],[207620,418014],[213438,358213],[213946,284883],[215871,358721],[223422,293483],[223678,365536],[226211,297804],[226358,296551],[232468,442862],[234757,305568],[237601,317525],[238109,318033],[241153,383550],[243700,314942],[247452,393789],[247685,320723],[248021,321059],[257759,329512],[260757,332524],[264154,471556],[267153,409550],[272463,353597],[272696,353830],[273032,354166],[275882,347903],[276138,417996],[278671,352224],[278818,350971],[282209,427494],[283064,356902],[293222,365389],[299222,500064],[299764,440084],[302596,374617],[302852,442844],[305170,386050],[307632,388512],[308487,389367],[311683,383436],[314681,386448],[335813,471538],[338639,409436],[341110,420284],[341279,420453],[347642,417849],[374356,442697],
     [24522,126049,250178,394358],[33902,101421,282828,428113],[34347,153286,285798,428349],[42958,78539,308251,389131],[45917,125630,318290,459960],[46116,181208,318934,457569],[46727,183346,250196,394022],[56959,99282,343670,422844],[57158,204127,344314,478584],[60821,152909,354384,490048],[60933,151342,354542,487670],[61113,213326,282846,425032],[69775,228975,371028,500046],[72402,121632,376890,452988],[73969,123199,379268,455366],[74081,172678,379426,506801],[74261,237489,308269,447681],[78732,182931,319117,392416],[78822,181096,390045,515230],[78867,246930,318395,457400],[88953,195990,405426,526181],[89133,263489,335225,470993],[92206,148264,411640,483438],[92889,143172,412312,477739],[94041,150099,344497,423671],[94131,204015,414004,532308],[94176,271941,343775,478415],[99481,281435,423488,538950],[99822,213236,355369,425430],[99840,212900,283178,355630],[110043,164634,437160,499201],[111285,228863,438852,549462],[111330,298655,370489,499877],[114778,177320,444708,511182],[115114,177656,377017,453115],[115824,171995,445430,506129],[115869,305733,377566,446778],[117271,237399,380253,448079],[117289,237063,308601,380514],[123311,246088,455524,560539],[123491,317413,389149,514155],[123918,246912,319264,391163],[125829,321881,460604,564114],[135204,195307,468742,525509],[135249,332689,403566,470090],[136651,263399,406253,471391],[136669,263063,335557,406514],[140670,209082,411432,483230],[141443,202969,476345,531586],[141779,203305,412439,477866],[141797,269951,342013,413891],[143404,271923,344644,415122],[148947,211584,484110,538105],[150189,281323,485802,579168],[150234,353075,422949,538781],[153021,285566,490206,582235],[153201,358101,428131,542729],[153485,358833,428719,543274],[162905,227817,497807,548740],[163241,228153,437287,499328],[163259,296665,368727,438739],[164866,298637,371358,439970],[170176,236290,445222,505921],[170546,305715,377735,446947],[178366,245405,511904,559867],[178411,386613,453664,513252],[179813,317323,456351,514553],[179831,316987,389481,456612],[183021,321769,517594,597463],[183066,393267,460065,563945],[183638,394376,394448,518826],[193488,262290,468534,525301],[193858,332671,403735,470259],[209855,280277,536711,578446],[210191,280613,484237,538232],[210209,351085,421187,485689],[211816,353057,423818,486920],[213991,284928,425595,489812],[215393,358011,426816,489647],[215411,357016,357675,427077],[215916,358766,428367,543292],[238154,318078,448244,514718],[243586,316214,511696,559659],[243956,386595,453833,513421],[247497,393834,457587,564132],[248039,321077,391277,459648],[249646,392563,393249,459534],[272508,353642,478602,538968],[273050,354184,415236,487034],[283434,357272,425577,489794],[308857,389737,448226,514700]
   ]
cell #1421 :
  |C| = 50
  W-rep = phi[[4],[1, 1, 1]]+phi[[],[5, 1, 1]]
  special rep = phi[[4],[1, 1, 1]] , dim = 35
  orbit = [8, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 1
  number of tau_infinity subcells = 35
     20 tau_infinity subcells with 1 member(s)
     15 tau_infinity subcells with 2 member(s)
  subcells = [
     [111926],[137183],[162726],[165407],[186786],[193261],[196208],[219236],[225393],[226014],[252912],[253533],[259836],[286594],[288456],[295351],[322872],[324576],[359098],[394572],
     [61976,101577],[79463,125569],[94772,150830],[100354,152638],[117803,180345],[124459,182552],[141264,209676],[143945,212357],[151560,214847],[169949,243359],[172896,246306],[200545,277853],[201166,278474],[233836,313760],[268637,349771]
   ]
cell #1422 :
  |C| = 175
  W-rep = phi[[3],[2, 1, 1]]+phi[[1],[4, 1, 1]]
  special rep = phi[[3],[2, 1, 1]] , dim = 105
  orbit = [6, 4, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [69790],[88895],[89151],[109414],[111204],[111261],[128887],[134503],[134560],[136555],[136557],[156364],[156421],[162141],[162486],[162488],[164743],[186201],[186546],[186548],[192599],[192693],[193049],[218574],[218668],[219024],[225348],[225395],[250929],[252867],[252914],[259774],[286549],[288394],[322810],
     [34362,101587],[46131,125844],[46745,126038],[46751,125944],[57173,99496],[60875,152963],[61131,153219],[61137,151446],[74023,123253],[74279,123509],[74285,172782],[78741,182940],[78798,182997],[78876,181150],[89157,196094],[92260,148318],[94050,150108],[94107,150165],[94185,204069],[99726,215297],[99728,215299],[99831,213245],[111339,228917],[115123,177665],[115180,177722],[115878,172049],[117175,179717],[117177,179719],[117280,237408],[123515,246192],[123795,249523],[123904,247268],[126044,250484],[135258,195361],[136660,263408],[140679,209091],[141024,209436],[141026,209438],[141788,203314],[143281,211693],[143390,272279],[150243,281377],[153225,285670],[163250,228162],[164852,298993],[169287,242697],[169381,242791],[169737,243147],[170185,236299],[170532,236646],[178420,245459],[179822,317332],[183075,321823],[193497,262299],[193844,262646],[200500,277808],[200547,277855],[201401,271128],[210200,280622],[211802,353413],[215402,358020],[226249,297842],[233774,313698],[234641,306838],[243595,316223],[243942,316570],[249632,393605],[260641,333794],[278709,352262],[314565,387718]
   ]
cell #1423 :
  |C| = 175
  W-rep = phi[[3],[2, 1, 1]]+phi[[1],[4, 1, 1]]
  special rep = phi[[3],[2, 1, 1]] , dim = 105
  orbit = [6, 4, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [53431],[69581],[69784],[87279],[88843],[88889],[104273],[109362],[109408],[111190],[111193],[128835],[128881],[134160],[134489],[134492],[136547],[156021],[156350],[156353],[162032],[162130],[162478],[186092],[186190],[186538],[192591],[192638],[216591],[218566],[218613],[225315],[250921],[252834],[286516],
     [24533,80234],[33913,101432],[34352,101477],[34356,101581],[42969,78550],[45922,125635],[46121,124304],[46125,125838],[56964,99287],[57163,143790],[57167,99490],[60823,152911],[60869,152957],[60938,151347],[69780,165252],[72407,121637],[73971,123201],[74017,123247],[74086,172683],[78727,182926],[78730,182929],[78824,181098],[88958,195995],[92208,148266],[92254,148312],[92894,143177],[94036,150094],[94039,150097],[94133,204017],[99486,212202],[99718,215289],[99820,213234],[110048,164639],[111287,228865],[114780,177322],[115109,177651],[115112,177654],[115826,171997],[117167,179709],[117269,237397],[123316,246093],[125834,250032],[135206,195309],[136649,263397],[140570,208982],[140668,209080],[141016,209428],[141445,202971],[141777,203303],[148952,211589],[150191,281325],[153026,285571],[153490,286184],[162907,227819],[163239,228151],[169279,242689],[169326,242736],[170174,236288],[178368,245407],[179811,317321],[183023,321771],[193486,262288],[200467,277775],[201346,271073],[209857,280279],[210189,280611],[215391,358009],[226194,297787],[243584,316212],[278654,352207]
   ]
cell #1424 :
  |C| = 126
  W-rep = phi[[2],[3, 1, 1]]
  special rep = phi[[2],[3, 1, 1]] , dim = 126
  orbit = [5, 5, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [46730],[61116],[61919],[74264],[78870],[79081],[89136],[94179],[94390],[99793],[99817],[111333],[111544],[115872],[117242],[117266],[123494],[123826],[123894],[135252],[136622],[136646],[141091],[141774],[143312],[143380],[150237],[150448],[150857],[153204],[162553],[163236],[164774],[164842],[169768],[170076],[170522],[172193],[178414],[179784],[179808],[183069],[183280],[183641],[186613],[193080],[193388],[193834],[195505],[200710],[200977],[201299],[209503],[210186],[211724],[211792],[215364],[215388],[216130],[219055],[225558],[225825],[226147],[233993],[234561],[236711],[243178],[243486],[243932],[245603],[247333],[249554],[249622],[250149],[253077],[253344],[259993],[260561],[262711],[268808],[271515],[272344],[278018],[278285],[278607],[282656],[282799],[285081],[288613],[295522],[298229],[299058],[307001],[307268],[308079],[308222],[313917],[314485],[316635],[318731],[324747],[333957],[334224],[335035],[335178],[343033],[344111],[349942],[352649],[353478],[369747],[370825],[378671],[387881],[388148],[388959],[389102],[393670],[404671],[422207],[423285],[427941],[428084],[454769],[460401],[461355]
   ]
cell #1425 :
  |C| = 50
  W-rep = phi[[4],[1, 1, 1]]+phi[[],[5, 1, 1]]
  special rep = phi[[4],[1, 1, 1]] , dim = 35
  orbit = [8, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 1
  number of tau_infinity subcells = 35
     20 tau_infinity subcells with 1 member(s)
     15 tau_infinity subcells with 2 member(s)
  subcells = [
     [70008],[89225],[109479],[111601],[128952],[134575],[137025],[156436],[162046],[162568],[186106],[186628],[192601],[216605],[218576],[225303],[250931],[252822],[286504],[322571],
     [34370,61994],[46349,79956],[57391,99714],[61205,101009],[74353,123583],[79138,125244],[92325,148383],[94447,150505],[100196,152480],[115195,177737],[117645,180187],[140584,208996],[141106,209518],[169289,242699],[200455,277763]
   ]
cell #1426 :
  |C| = 175
  W-rep = phi[[3],[2, 1, 1]]+phi[[1],[4, 1, 1]]
  special rep = phi[[3],[2, 1, 1]] , dim = 105
  orbit = [6, 4, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [111579],[136636],[137004],[162567],[164788],[164834],[186627],[193094],[193140],[195490],[195515],[219069],[219115],[225572],[225810],[225835],[228364],[253091],[253329],[253354],[259811],[260003],[260245],[288431],[288623],[288865],[295384],[295510],[322847],[324609],[324735],[331442],[359131],[360747],[394742],
     [46753,183456],[61139,213436],[61954,153468],[74287,237599],[78941,247347],[79116,183315],[80165,183609],[89159,263599],[94250,272358],[94425,150483],[99807,215378],[99903,282670],[100175,215746],[111404,299072],[115943,236725],[117256,179798],[117352,308093],[117624,180166],[123517,317523],[123840,249568],[123886,249614],[123984,318741],[126046,322450],[135323,262725],[136732,335049],[141105,209517],[141860,271529],[143326,211738],[143372,211784],[143470,344121],[150308,353492],[150842,285066],[150867,285091],[153227,358211],[163322,298243],[164932,370835],[169782,243192],[169828,243238],[170090,307015],[170612,307278],[172178,245588],[172203,245613],[178485,316649],[179894,388973],[180597,321270],[183140,393684],[193402,333971],[193924,334234],[200724,278032],[200962,278270],[200987,278295],[201309,343043],[203516,280824],[210272,352663],[211882,423295],[215474,427955],[226157,369757],[233811,313735],[234003,313927],[234245,314169],[234549,378659],[243500,387895],[244022,388158],[249712,460411],[260549,404659],[268670,349804],[268796,349930],[278617,422217],[304486,385366],[314473,454757]
   ]
cell #1427 :
  |C| = 126
  W-rep = phi[[3, 1, 1],[1, 1]]
  special rep = phi[[3, 1, 1],[1, 1]] , dim = 126
  orbit = [6, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [81248],[85452],[102637],[106412],[107285],[119810],[127058],[131211],[131941],[132162],[139190],[145316],[146189],[154321],[158850],[159677],[161881],[166778],[167651],[174373],[175103],[175324],[182352],[183867],[187793],[189003],[189972],[191918],[192402],[197685],[198415],[198636],[205800],[206627],[208831],[214601],[217699],[220334],[224591],[224909],[225130],[230648],[231475],[233679],[239101],[240070],[242016],[242500],[248513],[248734],[251830],[252003],[254607],[256681],[258484],[258988],[259316],[265101],[266070],[268016],[268500],[277051],[277369],[277590],[283935],[287405],[287523],[289985],[292022],[292195],[293995],[294799],[303765],[304083],[304304],[310605],[312408],[312912],[313240],[319994],[323001],[323216],[323551],[328093],[328211],[329952],[337561],[339364],[339868],[340196],[346442],[346615],[348415],[349219],[359017],[359465],[362984],[363662],[363997],[373156],[373329],[375129],[375933],[382017],[382135],[383876],[394651],[398167],[398340],[398943],[408017],[408135],[409876],[416122],[416457],[432180],[432298],[440970],[441305],[449041],[463889],[464224],[472353],[491811],[493689],[519191]
   ]
cell #1428 :
  |C| = 175
  W-rep = phi[[3],[2, 1, 1]]+phi[[1],[4, 1, 1]]
  special rep = phi[[3],[2, 1, 1]] , dim = 105
  orbit = [6, 4, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [89432],[111664],[111920],[134638],[137048],[137105],[156499],[162591],[162648],[165302],[165304],[186651],[186708],[192716],[193156],[193158],[196099],[218691],[219131],[219133],[225368],[225457],[225905],[252887],[252976],[253424],[259814],[259849],[286569],[288434],[288469],[295358],[322850],[324583],[359105],
     [46761,80228],[61412,101216],[61961,101513],[61970,101571],[74560,123790],[79123,124340],[79201,125307],[79457,125563],[94432,143826],[94510,150568],[94766,150824],[99966,151284],[100219,152503],[100276,152560],[111586,165288],[115258,177800],[117415,172620],[117668,180210],[117725,180267],[124007,181015],[124354,182447],[124356,182449],[136795,195932],[141129,209541],[141186,209598],[141923,203449],[143493,203934],[143840,212252],[143842,212254],[150490,212238],[151046,213142],[151451,214738],[153475,216123],[163385,228297],[164955,228782],[169404,242814],[169844,243254],[169846,243256],[170635,236749],[172382,237305],[172787,246197],[179957,246030],[183322,250068],[193947,262749],[195694,263305],[200520,277828],[200609,277917],[201057,278365],[201424,271151],[201866,271593],[210335,280757],[211905,281242],[215537,285508],[226272,297865],[226714,298307],[233814,313738],[233849,313773],[234703,306900],[244045,316673],[245792,317229],[249735,321688],[260703,333856],[268644,349778],[269482,342889],[278732,352285],[279174,352727],[285270,357917],[296196,369603],[314627,387780],[350616,422063]
   ]
cell #1429 :
  |C| = 126
  W-rep = phi[[2],[3, 1, 1]]
  special rep = phi[[2],[3, 1, 1]] , dim = 126
  orbit = [5, 5, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [80176],[100186],[101485],[117635],[124064],[124312],[137015],[143550],[143798],[150925],[151044],[165012],[165260],[170692],[172261],[172380],[180177],[180636],[180803],[183620],[194004],[195573],[195692],[201045],[201864],[203555],[203722],[211962],[212210],[212750],[215757],[216095],[225893],[226712],[228403],[228570],[234284],[234614],[235151],[236913],[244102],[245671],[245790],[249792],[250040],[250142],[253412],[260284],[260614],[261151],[262913],[268861],[269115],[269447],[278353],[279172],[280863],[281030],[282792],[285149],[285268],[288904],[295575],[295829],[296161],[304666],[305208],[307336],[308215],[314208],[314538],[315075],[316837],[318799],[321309],[321476],[324800],[325054],[331622],[332164],[334292],[335171],[340772],[343324],[344179],[349995],[350249],[350581],[354896],[357525],[360927],[367486],[370038],[370893],[378724],[378978],[379780],[385546],[386088],[388216],[389095],[390441],[396342],[404724],[404978],[405780],[413387],[414400],[419946],[422498],[423353],[428077],[438235],[439248],[446440],[454822],[455076],[455878],[460469],[461348],[469752],[485185],[486198],[490560],[512914],[517990]
   ]
cell #1430 :
  |C| = 126
  W-rep = phi[[3, 1, 1],[1, 1]]
  special rep = phi[[3, 1, 1],[1, 1]] , dim = 126
  orbit = [6, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [66650],[85419],[96356],[102747],[106983],[107267],[113510],[119777],[127226],[131321],[131831],[133914],[139157],[145887],[146171],[152414],[154604],[159018],[159509],[161414],[161848],[167349],[167633],[174483],[174993],[177076],[182319],[184480],[189286],[191885],[192100],[192384],[197795],[198305],[200388],[205968],[206459],[208364],[208798],[214299],[214583],[216365],[220444],[221544],[221596],[224006],[224573],[224799],[230816],[231307],[233212],[233646],[239384],[241983],[242198],[242482],[248403],[252799],[254775],[255712],[255885],[258371],[259148],[265384],[267983],[268198],[268482],[274004],[274056],[276466],[277033],[277259],[283767],[288177],[288350],[290268],[291250],[291368],[293809],[300718],[300770],[303180],[303747],[303973],[309636],[309809],[312295],[313072],[324357],[324475],[326098],[326150],[326952],[327287],[336592],[336765],[339251],[340028],[345670],[345788],[348229],[359286],[360102],[360437],[362015],[362188],[363025],[372384],[372502],[374943],[380876],[381211],[394717],[395617],[397395],[397513],[406876],[407211],[415485],[429048],[431039],[431374],[440333],[461639],[463252],[491745]
   ]
cell #1431 :
  |C| = 175
  W-rep = phi[[3],[2, 1, 1]]+phi[[1],[4, 1, 1]]
  special rep = phi[[3],[2, 1, 1]] , dim = 105
  orbit = [6, 4, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [196069],[228466],[228993],[260213],[260347],[262958],[262980],[288833],[288967],[295756],[295874],[295896],[298476],[298528],[324981],[325099],[325121],[331749],[331851],[331903],[334494],[361054],[361156],[361208],[367374],[367384],[367730],[396230],[396240],[396586],[402500],[429090],[429100],[430399],[461570],
     [101515,285845],[124342,318981],[125919,250459],[143179,343387],[143828,344361],[151349,354959],[151421,285645],[153304,286098],[164641,370101],[165290,371075],[171986,379023],[172685,379843],[172757,246167],[180699,321372],[181087,390486],[181226,321899],[195298,405023],[195997,405843],[202864,343253],[203291,413668],[203618,280926],[204006,414445],[204145,281453],[211591,422561],[212240,423535],[212795,357570],[212817,357592],[213222,424809],[216125,428766],[227712,369967],[228139,438516],[228854,439293],[234213,314137],[234347,314271],[236181,378905],[236958,316882],[236980,316904],[237385,447458],[245396,455121],[246095,455941],[246751,393088],[246803,393140],[250070,460651],[262181,404905],[263385,470770],[269042,350176],[269160,350294],[269182,350316],[270974,413514],[271762,352896],[271814,352948],[280172,422427],[280599,485466],[281314,486243],[282115,427400],[285573,490623],[297688,438362],[304793,385673],[304895,385775],[304947,385827],[307538,388418],[316105,455003],[317309,513932],[321760,518035],[340660,419834],[340670,419844],[341016,420190],[352108,485312],[357997,542506],[376500,452598]
   ]
cell #1432 :
  |C| = 140
  W-rep = phi[[3, 1],[1, 1, 1]]+phi[[],[4, 2, 1]]
  special rep = phi[[3, 1],[1, 1, 1]] , dim = 105
  orbit = [6, 2, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     70 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [85951],[107853],[120309],[127336],[132512],[132796],[139689],[146757],[154772],[159128],[160297],[165706],[168219],[175674],[175958],[184850],[189454],[190631],[196096],[196530],[198986],[199270],[206078],[207247],[216971],[221966],[229001],[229216],[229500],[230926],[232095],[239552],[240729],[250726],[254885],[255953],[260526],[262988],[263555],[263781],[265552],[266729],[274426],[289146],[290436],[295904],[296077],[298563],[299340],[301140],[309877],[325129],[325302],[326520],[331938],[332056],[334497],[336833],[361243],[361361],[362256],[367398],[367733],[394906],[396254],[396589],[402503],[429114],[430402],[461573],
     [124758,182851],[125946,250486],[144244,212656],[151448,285672],[151882,215169],[153312,286106],[172784,246194],[173218,246628],[181234,321907],[181449,249084],[181733,249368],[183412,322406],[204153,281461],[204368,281676],[204652,281960],[212825,357600],[213392,358167],[213618,284555],[234526,314450],[236988,316912],[237555,317479],[237781,317705],[246838,393175],[247615,320653],[269190,350324],[269363,350497],[271849,352983],[272626,353760],[282118,427403],[304982,385862],[305100,385980],[307541,388421],[340684,419858],[341019,420193],[376503,452601]
   ]
cell #1433 :
  |C| = 315
  W-rep = phi[[2, 1],[3, 1]]+phi[[2],[3, 2]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [171245],[194557],[202448],[224377],[227296],[235386],[235752],[236152],[244655],[258169],[258697],[261386],[261752],[262152],[268933],[269013],[270220],[276837],[279756],[293621],[293851],[294217],[295647],[295727],[296934],[303551],[304739],[312093],[312621],[315310],[315676],[316076],[324872],[324952],[327329],[329127],[329895],[331695],[339049],[339577],[348041],[348271],[348637],[350067],[350147],[351354],[360479],[361000],[363301],[363369],[371768],[374755],[374985],[375351],[378796],[378876],[381253],[383051],[383819],[385619],[395893],[395961],[404796],[404876],[406652],[407253],[409051],[409819],[412939],[413460],[415761],[415829],[431416],[437787],[438308],[439585],[440609],[440677],[445991],[446059],[454894],[454974],[463528],[463596],[466996],[468337],[469303],[469371],[484737],[485258],[492999],[496360],[496428],[510158],[512465],[512533],[522709],[529538],[535264],[535332],[552418],[552486],[557067],[571939],[587606],
     [143118,343392],[151100,213196],[151288,282526],[164580,370106],[171564,378545],[172436,237359],[172624,307949],[180665,318247],[180808,247164],[194876,404545],[195748,263359],[195936,334905],[200919,411603],[201920,271647],[202824,413221],[203584,343627],[203727,272175],[211530,422566],[212755,282160],[225767,436451],[226768,298361],[227672,438069],[228432,370341],[228575,298889],[234173,444854],[234313,376847],[235156,307353],[236918,307583],[244974,454643],[245846,317283],[246034,388829],[253286,462930],[260173,468166],[260313,402847],[261156,334309],[262918,334539],[269120,341061],[269452,342859],[278227,483401],[279228,352781],[280132,485019],[280892,422801],[281035,353309],[285324,357971],[285512,427811],[288793,492828],[288933,430746],[295834,367775],[296166,369573],[304671,376779],[307210,506092],[314097,511328],[314237,452945],[315080,388233],[316842,388463],[319674,392973],[321338,459917],[321481,393501],[325059,396631],[331627,402779],[334166,525472],[343213,531732],[343353,477696],[345054,424228],[350254,420235],[350586,422033],[354925,487627],[355768,427215],[357530,427445],[360932,430678],[369927,548886],[370067,499158],[378983,446729],[379809,506758],[380652,456750],[385551,452877],[388090,559830],[390446,457351],[390778,459149],[404983,470041],[405809,526138],[413392,477628],[414405,478366],[414737,486535],[422387,578592],[422527,538062],[424533,487559],[438240,499090],[439253,499828],[445025,511499],[447182,506690],[455081,513203],[455907,560496],[470494,526070],[476662,531903],[485190,537994],[486203,538732],[490589,582192],[498124,549057],[513656,560428],[517995,563896],[537028,578763],[542230,582124],[562192,597058],[574989,608353]
   ]
cell #1434 :
  |C| = 315
  W-rep = phi[[2, 1],[3, 1]]+phi[[2],[3, 2]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [202447],[202510],[202823],[227295],[227358],[227671],[234172],[235385],[235753],[258696],[258759],[260172],[261385],[261753],[268932],[270221],[279755],[279818],[280131],[288792],[293683],[293850],[294218],[295646],[296935],[304740],[312620],[312683],[314096],[315309],[315677],[324871],[327328],[329661],[329896],[331696],[339576],[339639],[343212],[348103],[348270],[348638],[350066],[351355],[360478],[361001],[363370],[365068],[369926],[374817],[374984],[375352],[378795],[381252],[383585],[383820],[385620],[395962],[398622],[404795],[406714],[407252],[409585],[409820],[412938],[413461],[415830],[417528],[422386],[430081],[431415],[437786],[438309],[440119],[440678],[442376],[446060],[448720],[454893],[463597],[466995],[469372],[471070],[472032],[477031],[484736],[485259],[493368],[496429],[497653],[498493],[510157],[512534],[520184],[523078],[529537],[535333],[537397],[546532],[552487],[557436],[572308],[576238],[588855],[601871],
     [171978,307352],[180870,247226],[181079,247163],[195290,334308],[202856,342858],[203789,272237],[203998,272174],[212787,282159],[212935,282527],[227704,369572],[228637,298951],[228846,298888],[234205,376778],[235218,307415],[236153,378529],[236950,307582],[237098,307950],[245388,388232],[246775,318248],[260205,402778],[261218,334371],[262153,404529],[262950,334538],[263098,334906],[269014,411587],[269152,341060],[269986,343393],[271786,343628],[280164,422032],[281097,353371],[281306,353308],[288825,430677],[295728,436435],[295866,367774],[296700,370107],[298500,370342],[304919,376848],[305247,378546],[314129,452876],[315142,388295],[316077,454627],[316874,388462],[317022,388830],[321543,393563],[321752,393500],[324953,462914],[325091,396630],[331875,402848],[332203,404546],[340811,411604],[343245,477627],[350148,483385],[350286,420234],[351120,422567],[352920,422802],[355830,427277],[357562,427444],[357710,427812],[361180,430747],[367525,436452],[369959,499089],[378877,506076],[379015,446728],[380714,456812],[385799,452946],[386127,454644],[390478,457350],[391312,459683],[393112,459918],[396381,462931],[404877,525456],[405015,470040],[413640,477697],[414437,478365],[415271,487069],[419985,483402],[422419,537993],[424781,487628],[425109,489326],[438488,499159],[439285,499827],[446479,506093],[447430,506759],[447758,514232],[454975,559814],[455113,513202],[457101,515194],[469791,525473],[470742,526139],[476191,536557],[478116,532272],[485438,538063],[486235,538731],[499578,549426],[505253,554542],[512953,559831],[513904,560497],[518027,563895],[524633,569414],[538482,579132],[542478,582193],[558991,594533],[563646,597427],[580687,609602],[591409,618583]
   ]
cell #1435 :
  |C| = 245
  W-rep = phi[[2, 1],[2, 2]]+phi[[1, 1],[3, 2]]
  special rep = phi[[2, 1],[2, 2]] , dim = 140
  orbit = [4, 4, 3, 3]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [136572],[160608],[162503],[186563],[190588],[192803],[207558],[218778],[221223],[223171],[225521],[232406],[240686],[252478],[253040],[255536],[264092],[266686],[273683],[275631],[288001],[299297],[300397],[302345],[309460],[325777],[332013],[335306],[336416],[361318],[361839],[367856],[396712],[402633],[430532],
     [45951,318427],[56993,343807],[60897,282379],[69610,370521],[72950,377598],[74045,307802],[78805,247283],[87822,403598],[88917,334758],[92654,412055],[92853,341900],[94114,272294],[99316,422981],[99743,215314],[107861,434542],[109808,436903],[110007,368614],[111268,299008],[115598,306402],[115807,236661],[117192,179734],[122180,453696],[123275,388682],[125664,460097],[132607,466112],[132806,400796],[134978,333358],[135187,262661],[141041,209453],[141330,271238],[141478,342421],[146765,481492],[148712,483853],[148911,421074],[150172,353428],[151890,488378],[152985,427664],[160399,366223],[162792,297952],[162940,369135],[168227,502954],[169491,242901],[170039,306964],[173226,507509],[175769,509274],[175968,450894],[178140,387282],[178349,316585],[181544,515645],[181743,458190],[183004,393620],[190736,401317],[193351,333920],[196538,526889],[199081,528654],[199280,474206],[200673,277981],[204463,532723],[204662,479205],[207349,418683],[209742,352372],[209890,421595],[213720,354817],[213929,284866],[215177,541858],[229311,549877],[229510,500667],[232197,443531],[235321,553889],[237883,379701],[238092,318016],[240834,451415],[243449,387844],[246636,561247],[247572,320610],[247720,390340],[249179,563012],[249378,517368],[261321,568761],[263883,405701],[266834,474727],[270151,413778],[272583,353717],[272731,414299],[281771,579583],[281970,539571],[282927,356765],[284657,490481],[296865,438626],[299445,439147],[305057,385937],[305864,446810],[308350,389230],[315245,593880],[317807,455799],[320758,517889],[332820,470122],[341142,420316],[341368,477482],[351285,485576],[353865,486097],[368082,498944],[376633,452731],[386744,513284],[420542,537848]
   ]
cell #1436 :
  |C| = 245
  W-rep = phi[[2, 1],[2, 2]]+phi[[1, 1],[3, 2]]
  special rep = phi[[2, 1],[2, 2]] , dim = 140
  orbit = [4, 4, 3, 3]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [111208],[132788],[134507],[156368],[160194],[162241],[175950],[186301],[188651],[190556],[192771],[199262],[207144],[218186],[218746],[221191],[229492],[231992],[238749],[240654],[252446],[263678],[264749],[266654],[273651],[289633],[295974],[299265],[300365],[325199],[325745],[331981],[361286],[367536],[396392],
     [33779,282347],[42835,307770],[45944,247021],[53297,334726],[56067,341868],[56986,272032],[60879,213249],[68684,368582],[69603,298746],[72768,377278],[72943,305824],[74027,237412],[78416,388650],[78745,182944],[85931,400764],[87640,403278],[87815,332780],[88899,263412],[92647,270646],[92835,203318],[94054,150112],[98390,421042],[99309,353166],[101298,427632],[107679,434222],[107854,365645],[109801,297360],[109989,228166],[115127,177669],[115393,236399],[115536,306370],[120289,450862],[121998,453376],[122173,386704],[123257,317336],[124738,458158],[125657,393358],[132600,330321],[134773,262399],[134916,333326],[139669,474174],[140779,209191],[141298,271206],[144224,479173],[146583,481172],[146758,418105],[148705,351780],[148893,280626],[151708,488058],[151883,425686],[152967,358024],[160337,366191],[162760,297920],[165686,500635],[168045,502634],[168220,442953],[169459,242869],[173044,507189],[173219,448335],[175762,384245],[177935,316323],[178078,387250],[181537,318673],[181725,249360],[182831,517336],[196356,526569],[196531,471647],[199074,410245],[202014,531118],[204456,344053],[204644,281952],[207287,418651],[209710,352340],[212636,539539],[213515,284452],[213658,354785],[214995,541538],[215170,489903],[226862,548272],[229304,370767],[232135,443499],[235314,379123],[237678,317602],[237821,379669],[246454,560927],[246629,514809],[247540,320578],[249172,460343],[261314,405123],[263821,405669],[269260,350394],[270089,413746],[272551,353685],[279322,577978],[281764,423227],[284595,490449],[296803,438594],[305025,385905],[305258,446490],[315238,455221],[317745,455767],[332214,469802],[340822,419996],[351223,485544],[386138,512964]
   ]
cell #1437 :
  |C| = 315
  W-rep = phi[[2, 1],[3, 1]]+phi[[2],[3, 2]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [270654],[270685],[271007],[297368],[297399],[297721],[304826],[306004],[306341],[330329],[330360],[331782],[332960],[333297],[340882],[342072],[351788],[351819],[352141],[361087],[365653],[365825],[366162],[367596],[368786],[376678],[384253],[384284],[385706],[386884],[387221],[396452],[398693],[400735],[400968],[402678],[410253],[410284],[413547],[418113],[418285],[418622],[420056],[421246],[430152],[430577],[432656],[434076],[438395],[442961],[443133],[443470],[446550],[448791],[450833],[451066],[452776],[462461],[464686],[469862],[471655],[472103],[474145],[474378],[477102],[477527],[479606],[481026],[485345],[492393],[493439],[498564],[498989],[500606],[501068],[502488],[505623],[507848],[513024],[520554],[523149],[525003],[526423],[527228],[531297],[537468],[537893],[544677],[546902],[547861],[548451],[557507],[559361],[565565],[567559],[572379],[576608],[578157],[585006],[589225],[592678],[603140],[605753],[614220],[622560],
     [236638,307249],[247029,318681],[247260,318712],[262638,334205],[271028,342847],[272040,344061],[272271,344092],[282169,354419],[282318,354756],[297742,369561],[298754,370775],[298985,370806],[304847,376767],[305832,379131],[306767,378528],[307592,379303],[307741,379640],[316562,388129],[318230,389991],[331803,402767],[332788,405131],[333723,404528],[334548,405303],[334697,405640],[340945,411586],[341070,411675],[341839,413717],[343610,413950],[352162,422021],[353174,423235],[353405,423266],[361108,430666],[367659,436434],[367784,436523],[368553,438565],[370324,438798],[376830,444924],[377132,446344],[385727,452865],[386712,455229],[387647,454626],[388472,455401],[388621,455738],[393366,460351],[393597,460382],[396515,462913],[396640,463002],[402830,468236],[403132,469656],[411469,476056],[413568,477616],[420119,483384],[420244,483473],[421013,485515],[422784,485748],[425694,489911],[427454,490083],[427603,490420],[430729,492898],[436317,497518],[438416,499078],[446613,506075],[446738,506164],[448343,514817],[452928,511398],[453230,512818],[457360,515265],[458129,517307],[459900,517540],[462796,520049],[469925,525455],[470050,525544],[477679,531802],[478375,532343],[479144,539510],[483267,536422],[485366,537982],[487610,539972],[487912,541392],[499141,548956],[499837,549497],[505958,554407],[506741,554912],[507043,560781],[513087,559813],[513212,559902],[515059,561586],[525338,569279],[526121,569784],[530707,577567],[532137,574383],[538045,578662],[538741,579203],[549291,587000],[553817,590684],[559696,594398],[560479,594903],[563905,597498],[568689,601146],[578997,607747],[582175,609972],[593808,617858],[597292,619852],[608877,627323],[615884,632535]
   ]
cell #1438 :
  |C| = 245
  W-rep = phi[[2, 1],[2, 2]]+phi[[1, 1],[3, 2]]
  special rep = phi[[2, 1],[2, 2]] , dim = 140
  orbit = [4, 4, 3, 3]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [195507],[223656],[225827],[253346],[257550],[259995],[276116],[288615],[291115],[293035],[295531],[302830],[311474],[324222],[324756],[327213],[335791],[338430],[345535],[347455],[360363],[371149],[372249],[374169],[381137],[397260],[402955],[406066],[407137],[430854],[431300],[436586],[463065],[468074],[492736],
     [78843,390143],[94152,414102],[99843,354607],[111306,438950],[115845,445528],[117292,379491],[123896,318733],[135225,468840],[136672,405491],[141559,476399],[141800,412377],[143382,344113],[150210,485900],[150859,285083],[160646,495897],[163021,497861],[163262,437225],[164844,370827],[170293,378146],[170524,307270],[172195,245605],[178387,512002],[179834,455589],[183042,517692],[190817,522446],[191058,466434],[193605,404146],[193836,334226],[200979,278287],[201301,343035],[201450,412823],[207596,534801],[209971,536765],[210212,484175],[211794,423287],[213967,540576],[215414,490271],[223425,435090],[226149,369749],[226298,437671],[232444,551955],[233995,313919],[234570,378680],[238130,555516],[240915,556804],[241156,509596],[243703,454244],[243934,388150],[247801,561929],[248042,515967],[249624,460403],[257699,466880],[260570,404680],[264130,570388],[266915,571676],[267156,528976],[268817,349951],[272812,574726],[273053,533045],[275885,482040],[278609,422209],[278758,484621],[283181,424709],[283412,357250],[284904,581661],[299526,587343],[299767,550199],[302599,503502],[305945,590268],[308604,447358],[308835,389715],[311623,510042],[314494,454778],[318054,595507],[319055,392354],[319204,457235],[320839,596795],[321080,563334],[332901,600730],[335560,470670],[338579,529422],[342016,477804],[344435,423609],[344584,478250],[353946,608090],[354187,579905],[355182,426629],[357019,542406],[368730,499266],[371298,499712],[376955,453053],[377675,506227],[380066,456164],[386825,617442],[389484,513832],[392503,563780],[403675,525607],[411738,483536],[411938,531640],[421190,538170],[423758,538616],[436786,548794],[444762,511236],[453773,559965],[483736,578500]
   ]
cell #1439 :
  |C| = 245
  W-rep = phi[[2, 1],[2, 2]]+phi[[1, 1],[3, 2]]
  special rep = phi[[2, 1],[2, 2]] , dim = 140
  orbit = [4, 4, 3, 3]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [262916],[293619],[295832],[325057],[329125],[331625],[348039],[360930],[363299],[365043],[367500],[374753],[383049],[395891],[396356],[398597],[406650],[409049],[415759],[417503],[430056],[439583],[440607],[442351],[448695],[463526],[468335],[471045],[472007],[492997],[493343],[497628],[520159],[524085],[544264],
     [124037,457076],[143523,478091],[151081,424531],[164985,499553],[170665,505228],[172417,447180],[180806,390444],[193977,524608],[195729,470492],[201645,530884],[201901,476660],[203725,414403],[211935,538457],[212753,357528],[223797,546507],[226493,548038],[226749,498122],[228573,439251],[234925,445989],[235154,378981],[236916,316840],[244075,558966],[245827,513654],[249765,563621],[257894,567146],[258150,522707],[260925,469301],[261154,404981],[269118,350252],[269450,413390],[269675,477006],[276257,576213],[278953,577744],[279209,537026],[281033,486201],[283553,580662],[285305,542228],[293390,496358],[296164,438238],[296389,498468],[302971,588830],[304669,385549],[305222,446454],[308976,591384],[311818,592265],[312074,557065],[314849,512463],[315078,455079],[319399,596039],[319655,562190],[321479,517993],[329350,523053],[332178,469766],[335932,601846],[338774,602727],[339030,571937],[340786,419960],[344779,604815],[345035,574987],[347810,535262],[350584,485188],[350809,537372],[355537,487557],[355766,427213],[357391,609577],[371493,613282],[371749,587604],[374524,552416],[378490,615306],[380421,506688],[380650,456748],[383274,557411],[386102,512928],[389856,618558],[390776,459147],[391001,515169],[392698,619439],[392954,597056],[404490,621982],[406421,526068],[409274,572283],[413178,531901],[414735,486533],[414960,532247],[423953,626385],[424209,608351],[425084,489301],[426984,582122],[438026,549055],[439808,549401],[445023,511497],[446214,554517],[447733,514207],[454588,631957],[456519,560426],[459372,597402],[469526,569389],[476166,536532],[476808,573970],[484976,578761],[486758,579107],[498270,586587],[504705,558443],[512688,594508],[537174,607334]
   ]
cell #1440 :
  |C| = 245
  W-rep = phi[[2, 1],[2, 2]]+phi[[1, 1],[3, 2]]
  special rep = phi[[2, 1],[2, 2]] , dim = 140
  orbit = [4, 4, 3, 3]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [196124],[225930],[253449],[259919],[288539],[293641],[295438],[323526],[324663],[329227],[348061],[359699],[363972],[365109],[374775],[383151],[399177],[406672],[409151],[416432],[417569],[439685],[441280],[442417],[449275],[464199],[468437],[471111],[472587],[493099],[493923],[497694],[520225],[524030],[544209],
     [151476,214763],[172812,246222],[180828,247184],[180845,247014],[201082,278390],[203747,272195],[203764,272025],[212966,282367],[228595,298909],[228612,298739],[233919,313843],[235176,307373],[235193,305817],[237129,307790],[261176,334329],[261193,332773],[263129,334746],[268724,349858],[269552,342959],[269656,341718],[270017,341888],[281055,353329],[281072,353159],[293658,365638],[296266,369673],[296370,368432],[296731,368602],[305288,378587],[305430,377450],[315100,388253],[315117,386697],[317053,388670],[321501,393521],[321518,393351],[329331,400614],[329692,400784],[332244,404587],[332386,403450],[341472,412159],[348078,418098],[350686,422133],[350790,420892],[351151,421062],[355788,427235],[355805,425679],[357741,427652],[365251,434394],[368186,437007],[374792,442946],[380672,456770],[380689,448328],[383255,450712],[383616,450882],[386168,454685],[386310,453548],[390878,459249],[390982,458008],[391343,458178],[400368,466216],[406689,471640],[409255,474024],[409616,474194],[414837,486635],[414941,479023],[415302,479193],[417711,481344],[420646,483957],[425150,489367],[425292,488230],[427252,489896],[439789,500485],[440150,500655],[442559,502806],[445125,511599],[445681,506380],[447799,514273],[447941,507361],[450466,509378],[456787,514802],[457762,515749],[459353,517186],[459714,517356],[468993,525760],[471253,526741],[473778,528758],[476232,536598],[476762,532003],[478777,532827],[486739,539389],[487100,539559],[489509,541710],[498224,549157],[500239,549981],[504650,558388],[505294,554583],[512155,560118],[514415,561099],[516940,563116],[524674,569455],[530829,573915],[537128,578863],[539143,579687],[547983,586532],[559032,594574],[577689,607279]
   ]
cell #1441 :
  |C| = 126
  W-rep = phi[[3, 1, 1],[1, 1]]
  special rep = phi[[3, 1, 1],[1, 1]] , dim = 126
  orbit = [6, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [62940],[66603],[81230],[84636],[85365],[96309],[102573],[106394],[107070],[107204],[113463],[118994],[119723],[126876],[131147],[131923],[133867],[138374],[139103],[145298],[145974],[146108],[152367],[153722],[157505],[158668],[159613],[160796],[161794],[166760],[167436],[167570],[174309],[175085],[177029],[182265],[185215],[187775],[191211],[192187],[192321],[197621],[198397],[200341],[205618],[206563],[207746],[208744],[214386],[214520],[217416],[217681],[220270],[222331],[223347],[223851],[224891],[230466],[231411],[232594],[233592],[241309],[242285],[242419],[248495],[251717],[251939],[254425],[256398],[256663],[257685],[259252],[267309],[268285],[268419],[274791],[275807],[276311],[277351],[283871],[286721],[286947],[287219],[291909],[292131],[293109],[301505],[302521],[303025],[304065],[310322],[310587],[311609],[313176],[322708],[323195],[326885],[327635],[327907],[337278],[337543],[338565],[340132],[346329],[346551],[347529],[358996],[362701],[362966],[363641],[373043],[373265],[374243],[381559],[381831],[398054],[398276],[407559],[407831],[416101],[431722],[431994],[440949],[461702],[463868],[491790]
   ]
cell #1442 :
  |C| = 245
  W-rep = phi[[2, 1],[2, 2]]+phi[[1, 1],[3, 2]]
  special rep = phi[[2, 1],[2, 2]] , dim = 140
  orbit = [4, 4, 3, 3]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [298499],[329660],[331874],[361179],[365067],[367524],[383584],[396380],[398621],[400239],[402608],[409584],[417527],[430080],[430507],[432586],[440118],[442375],[448719],[450337],[462391],[471069],[472031],[473649],[479536],[493367],[497652],[500110],[500998],[520183],[520484],[524220],[544399],[547773],[565477],
     [151099,487388],[172435,506519],[180860,457100],[195747,525899],[201919,531019],[203779,478115],[212934,424780],[226767,548173],[228627,499577],[235039,553729],[235208,505252],[237097,447429],[245845,560257],[246774,393111],[258168,567281],[261039,568601],[261208,524632],[263097,470741],[269858,477030],[269985,413639],[271785,352919],[279227,577879],[281087,538481],[285323,581953],[293504,584918],[293673,546531],[296572,498492],[296699,438487],[304918,385798],[305246,446478],[305553,505553],[312092,592400],[314963,593720],[315132,558990],[317021,513903],[319673,596174],[321533,563645],[329533,523077],[332202,469790],[332509,524933],[339048,602862],[340810,419984],[341343,477457],[345053,604950],[347924,605665],[348093,576237],[350992,537396],[351119,485437],[355651,608789],[355820,580686],[357709,542477],[365374,546832],[368057,498919],[371767,613417],[374638,614132],[374807,588854],[376608,452706],[380535,615796],[380704,591408],[383457,557435],[386126,512952],[386433,559291],[391184,515193],[391311,459682],[392972,619574],[406535,622472],[406704,601870],[409457,572307],[413912,624131],[415143,532271],[415270,487068],[417834,576538],[420517,537823],[424227,626520],[425108,489325],[425415,539902],[427098,627235],[427267,609601],[438760,629248],[439991,549425],[442682,589155],[446968,554541],[447757,514231],[448064,554842],[456633,632447],[456802,618582],[457633,516811],[459555,597426],[470280,569413],[471376,569714],[476190,536556],[477851,574105],[478648,539014],[485710,636598],[486941,579131],[489632,609902],[499313,586722],[504840,558578],[505870,590596],[513442,594532],[514538,594833],[525250,601058],[530619,577479],[538217,607469],[559608,617770]
   ]
cell #1443 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[2, 1]]+phi[[1, 1, 1],[3, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [159875],[190180],[206825],[222404],[222770],[223170],[225520],[231673],[240278],[253039],[255455],[255535],[256742],[259514],[266278],[274864],[275230],[275630],[284133],[287920],[288000],[291007],[293779],[295007],[301578],[301944],[302344],[309379],[309459],[310666],[313438],[320202],[324114],[329764],[330694],[331060],[335305],[336335],[336415],[337622],[340394],[345427],[348199],[349427],[355998],[356364],[361758],[361838],[363468],[365079],[365684],[366605],[367855],[372141],[374913],[376141],[383688],[384618],[384984],[391546],[396060],[396711],[397152],[398633],[398773],[400263],[402632],[409688],[410618],[410984],[415928],[417539],[418144],[419065],[430092],[430232],[430531],[432610],[434063],[436304],[440776],[442387],[442992],[443913],[448731],[448871],[450361],[462415],[462783],[463695],[464673],[472043],[472183],[473673],[479560],[481013],[492380],[493379],[493519],[501022],[502475],[507835],[520508],[527215],[544664],
     [92646,342340],[109800,369054],[115588,378038],[132123,465672],[132599,401236],[134968,404038],[141477,342420],[148704,421514],[159874,433890],[160389,434982],[162939,369134],[170038,306963],[175285,508834],[175761,451334],[178130,454136],[181536,390259],[190232,465812],[190735,401316],[193350,333919],[198597,528214],[199073,474646],[200672,277980],[204455,414218],[206824,480840],[207339,481932],[209889,421594],[213710,424601],[225091,547383],[229303,439066],[231672,502302],[232187,503394],[235313,446158],[237873,447250],[240330,508974],[240833,451414],[243448,387843],[247719,390339],[248695,562572],[249171,517808],[258263,567380],[259513,523842],[261313,469470],[263873,470562],[266330,528354],[266833,474726],[269876,477042],[270141,477182],[272730,414298],[277551,577089],[281763,486016],[282926,356764],[284132,541206],[284647,542298],[293778,496527],[295059,547523],[296590,498504],[296855,498644],[299444,439146],[304265,589706],[305641,505577],[305863,446809],[308349,389229],[312187,592499],[313437,558200],[315237,512632],[317797,513724],[320254,562712],[320757,517888],[329551,523089],[329816,523229],[332597,524957],[332819,470121],[339143,602961],[340393,573072],[341141,420315],[341367,477481],[341639,531284],[348198,535431],[349479,577229],[351010,537408],[351275,537548],[353864,486096],[365462,546856],[368081,498943],[368353,548438],[374912,552585],[376193,589846],[376632,452730],[377119,505945],[383475,557447],[383740,557587],[386521,559315],[386743,513283],[400535,567546],[403119,525325],[409475,572319],[409740,572459],[411456,483254],[417922,576562],[420541,537847],[420813,578144],[442770,589179],[450633,592665],[453217,559683],[473945,603127]
   ]
cell #1444 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[3]]+phi[[2, 1],[3, 1]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [271487],[282495],[282628],[298201],[306794],[307918],[308051],[318257],[318504],[333750],[334874],[335007],[340972],[342675],[342830],[343637],[343884],[352621],[354402],[367686],[369389],[369544],[370351],[370598],[376750],[376857],[378295],[379286],[387674],[388798],[388931],[396542],[402750],[402857],[404295],[405286],[411658],[412554],[420146],[421849],[422004],[422811],[423058],[427780],[427913],[430649],[430756],[436506],[437402],[444807],[446640],[452848],[452955],[454393],[455384],[458965],[459927],[460174],[462985],[468119],[469952],[477599],[477706],[483025],[483456],[484352],[487637],[489075],[490066],[492781],[499061],[499168],[506147],[506768],[510936],[511281],[513114],[515248],[516144],[525527],[526148],[531685],[532326],[535617],[537965],[538072],[539855],[548839],[549480],[554795],[555871],[559885],[560506],[569667],[573793],[578545],[579186],[582202],[586410],[594786],[597481],[607157],[609855],[619262],[625349],
     [235721,306518],[235854,306445],[236162,306775],[261721,333474],[261854,333401],[262162,333731],[269023,340953],[270230,342080],[270477,342498],[294186,366339],[294319,366266],[295737,367667],[296944,368794],[297191,369212],[304749,376686],[305987,377806],[315645,387398],[315778,387325],[316086,387655],[324962,396523],[328943,401571],[329905,400976],[330152,401394],[331705,402686],[332943,403806],[340865,411523],[348606,418799],[348739,418726],[350157,420127],[351364,421254],[351611,421672],[361010,430585],[363379,432664],[364817,435239],[365808,434750],[367579,436371],[375320,443647],[375453,443574],[378886,446621],[382867,451669],[383829,451074],[384076,451492],[385629,452784],[386867,453904],[395971,462469],[396435,462850],[398676,464740],[399572,466611],[404886,469933],[408867,474981],[409829,474386],[410076,474804],[413470,477535],[415839,479614],[417277,482189],[418268,481700],[420039,483321],[430135,492447],[432539,494463],[436075,504487],[438318,498997],[440687,501076],[442125,503651],[443116,503162],[446069,505631],[446533,506012],[448774,507902],[449670,509773],[454984,513095],[462344,519724],[463606,520562],[467774,530316],[469381,525011],[469845,525392],[472086,527282],[472982,529153],[477085,531351],[479489,533367],[485268,537901],[493422,544731],[496438,546910],[496713,552771],[498547,548505],[500951,550521],[505506,554082],[512543,559369],[513007,559750],[520437,565830],[521513,570743],[523132,567613],[524886,568954],[535342,576616],[537451,578211],[544087,583891],[546785,585271],[552496,589233],[557490,592732],[559244,594073],[566969,600031],[572362,603194],[576491,606018],[589108,614485],[592088,616743],[602550,623419],[612246,630466]
   ]
cell #1445 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[3]]+phi[[2, 1],[3, 1]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [213100],[213135],[237263],[237298],[246796],[247061],[263263],[263298],[270851],[271586],[271807],[272072],[282149],[297565],[298300],[298521],[298786],[304940],[306550],[306806],[307572],[317187],[317222],[331896],[333506],[333762],[334528],[340984],[341050],[342090],[342831],[351985],[352720],[352941],[353206],[357875],[357910],[361201],[367698],[367764],[368804],[369545],[376696],[376751],[385820],[387430],[387686],[388452],[392177],[393133],[393398],[396554],[396620],[402696],[402751],[413661],[419696],[420158],[420224],[421264],[422005],[424802],[426412],[427434],[430595],[430650],[438509],[446652],[446718],[447451],[452387],[452794],[452849],[457340],[458380],[469964],[470030],[470763],[477545],[477600],[478355],[482440],[485459],[487476],[499007],[499062],[499817],[506607],[507983],[513126],[513192],[513925],[525987],[531432],[537911],[537966],[538721],[542499],[548586],[560345],[563885],[578292],[582041],[596587],[606478],
     [171149,306528],[171184,378191],[171530,378519],[194461,333484],[194496,404191],[194842,404519],[200885,411577],[202080,412545],[202345,342499],[224281,366349],[224316,435135],[225733,436425],[226928,437393],[227193,369213],[234088,444798],[235375,377807],[244559,387408],[244594,454289],[244940,454617],[253252,462904],[257373,330526],[258329,466602],[258594,401395],[260088,468110],[261375,403807],[268922,411524],[276741,418809],[276776,482085],[278193,483375],[279388,484343],[279653,421673],[288708,492772],[291208,494454],[292818,366371],[293840,434751],[295636,436372],[303455,443657],[303490,503547],[307176,506066],[311297,384450],[312253,509764],[312518,451493],[314012,511272],[315299,453905],[324315,519715],[324861,462851],[327318,464741],[328358,400986],[334132,525446],[338253,410450],[339209,529144],[339474,474805],[343128,531676],[345628,533358],[347238,418831],[348260,481701],[350056,483322],[360468,492448],[363218,432674],[367236,444544],[369842,548830],[372342,550512],[373952,443679],[374974,503163],[378239,554073],[378785,506013],[381242,507903],[382282,451084],[388056,559804],[395810,462479],[397353,565821],[402289,475699],[404239,568945],[404785,525393],[407242,527283],[408282,474396],[412928,531352],[415678,479624],[422302,578536],[431405,544732],[435183,585262],[435490,503902],[437776,548506],[440526,501086],[445908,505641],[454337,594064],[454883,559751],[463445,520572],[464821,527363],[466985,567614],[469220,525021],[482133,606009],[484726,578212],[492528,544812],[496277,546920],[503595,614476],[510147,592733],[512382,559379],[522238,567694],[529527,603195],[535181,576626],[552335,589243],[556596,592813],[571468,603275],[585731,614945]
   ]
cell #1446 :
  |C| = 245
  W-rep = phi[[2, 1],[2, 2]]+phi[[1, 1],[3, 2]]
  special rep = phi[[2, 1],[2, 2]] , dim = 140
  orbit = [4, 4, 3, 3]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [228386],[258009],[260267],[288887],[293062],[295558],[311933],[324783],[327240],[329098],[331598],[338889],[347482],[360390],[360903],[363272],[371608],[374196],[381164],[383022],[395864],[406093],[407164],[409022],[415732],[431327],[436613],[439556],[440580],[463092],[463499],[468308],[492970],[497473],[520004],
     [99861,424504],[117310,447153],[123939,390170],[136690,470465],[141818,476633],[143425,414129],[150940,354879],[163280,498095],[164887,438977],[170406,505073],[170567,445555],[172276,379763],[179852,513627],[180619,321292],[191076,522680],[193718,524453],[193879,468867],[195588,405763],[201627,412850],[201760,343307],[203538,280846],[210230,536999],[211837,485927],[215432,542201],[223538,546352],[223699,495924],[226475,437698],[226608,370021],[234267,314191],[234597,378707],[234844,445962],[241174,557038],[243816,558811],[243977,512029],[245686,455861],[248060,562163],[249667,517719],[257876,466907],[260597,404707],[260844,469274],[267174,571910],[268844,349978],[269423,413363],[273071,574960],[275998,576058],[276159,534828],[278935,484648],[279068,422481],[283294,580507],[283455,540603],[285164,490543],[293309,496331],[296137,438211],[299785,587577],[302712,588675],[302873,551982],[304642,385522],[308717,591229],[308878,555543],[311800,510069],[314521,454805],[314768,512436],[319381,457262],[319514,392813],[321098,597029],[335673,601691],[335834,570415],[338756,529449],[342788,604222],[344761,478277],[344894,424068],[347729,535235],[350557,485161],[354205,608324],[355209,426656],[355456,487530],[357132,609422],[357293,581688],[369502,612689],[371475,499739],[374443,552389],[378472,506254],[380093,456191],[380340,506661],[389597,618403],[389758,595534],[390749,459120],[392680,563807],[404472,525634],[406340,526041],[411765,483563],[413097,531874],[414708,486506],[421962,625792],[423935,538643],[426903,582095],[437945,549028],[444996,511470],[445728,554362],[454570,559992],[456438,560399],[469040,569234],[476011,536377],[484895,578734],[512202,594353]
   ]
cell #1447 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[2, 1]]+phi[[1, 1, 1],[3, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [292713],[292786],[293043],[295539],[324764],[327221],[328348],[328766],[347133],[347206],[347463],[360371],[363208],[364328],[373847],[373920],[374177],[381145],[382272],[382690],[395800],[398541],[402184],[402257],[406074],[407145],[408272],[408690],[415668],[416788],[426307],[426380],[430000],[431308],[435343],[435416],[435480],[435898],[436594],[440516],[441636],[448639],[452282],[452355],[458370],[458788],[463073],[463435],[464811],[466619],[467154],[467285],[468127],[471951],[475594],[475667],[482293],[482366],[482430],[482848],[488586],[492518],[492789],[493287],[494471],[494517],[496084],[496097],[497460],[503755],[503828],[503892],[504310],[507973],[509781],[510316],[510447],[519732],[519778],[519991],[521455],[521468],[527353],[529161],[529696],[529827],[533375],[533421],[534988],[535001],[544029],[544042],[544802],[550529],[550575],[552142],[552155],[555813],[555826],[565838],[565884],[570685],[570698],[583833],[583846],
     [141651,476950],[163113,498412],[170388,445898],[190909,522997],[193700,469210],[201554,412831],[210063,537316],[222944,546126],[223520,496267],[226402,437679],[234578,378688],[241007,557355],[243798,512372],[247893,515113],[257271,522228],[257289,566924],[257803,466888],[260578,404688],[267007,572227],[268825,349959],[272904,532191],[275404,575832],[275980,535171],[278862,484629],[283276,487466],[299618,549345],[302118,588449],[302694,552325],[306723,554136],[308699,506597],[311195,556586],[311213,592043],[311727,510050],[314502,454786],[319308,457243],[320931,597346],[331234,600350],[333679,569008],[335655,525977],[338151,571458],[338169,602505],[338683,529430],[342597,573748],[342770,531422],[344688,478258],[354038,579051],[355190,426637],[356538,609196],[357114,582031],[366544,585325],[367134,585721],[367152,612201],[369311,586365],[369484,548576],[371402,499720],[378281,554090],[378399,506235],[380074,456172],[385158,617062],[387603,594127],[389579,560335],[392075,596577],[392093,619217],[392607,563788],[401493,599986],[401666,567684],[401684,621504],[404281,568962],[404399,525615],[411158,623738],[411746,483544],[412562,531693],[412897,573735],[419004,606072],[419594,606468],[419612,625304],[421771,607112],[421944,578282],[423862,538624],[435225,585279],[437410,548847],[437745,586352],[443852,614539],[444442,614935],[444460,630421],[444815,511289],[445715,554349],[451591,616698],[451764,592803],[451782,631479],[454379,594081],[454497,559973],[466954,599973],[469027,569221],[474903,623374],[475076,603265],[475094,635281],[475998,536364],[482175,606026],[484360,578553],[484695,607099],[503637,614493],[510116,616685],[512189,594340],[529496,623361]
   ]
cell #1448 :
  |C| = 245
  W-rep = phi[[2, 2, 1],[2]]+phi[[2, 2],[2, 1]]
  special rep = phi[[2, 2],[2, 1]] , dim = 140
  orbit = [4, 4, 4, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [284246],[313551],[319856],[349081],[354722],[355970],[379606],[381377],[384590],[390231],[405606],[413063],[414190],[415900],[437911],[439038],[446130],[448541],[455704],[469442],[476852],[484861],[485988],[490386],[498314],[512604],[516653],[517780],[536126],[537218],[541178],[558172],[562382],[576899],[591673],
     [159988,224490],[189834,258351],[191282,329869],[206938,276950],[221128,291230],[221297,363343],[222376,293823],[231786,303664],[239932,312275],[241380,383793],[252383,324337],[252552,395935],[255378,398478],[255427,327301],[259627,340507],[265932,339231],[267380,409793],[273588,345650],[273757,415803],[274836,348243],[287843,429937],[287892,360451],[290911,363138],[294661,375795],[300302,372364],[300471,440651],[301550,374957],[306307,378261],[306476,446033],[309302,448576],[309351,381225],[324018,395730],[325682,397375],[325851,463570],[327453,407377],[330666,410590],[333263,404261],[333432,469345],[336258,471888],[336307,407225],[342263,476887],[342312,412911],[345331,415598],[360603,431540],[361681,493224],[361730,431388],[363440,440748],[366128,435205],[366297,496402],[368977,498349],[369026,437759],[372045,440446],[377942,445828],[387187,454359],[387356,512507],[395469,519450],[396032,463667],[397056,463365],[398443,471853],[400081,467120],[401159,522934],[401208,466968],[403942,469140],[418588,482155],[418757,535306],[421437,537253],[421486,484709],[429684,492123],[429902,493189],[433299,545798],[433862,496499],[434886,496197],[443436,503617],[443605,552460],[450179,510282],[451257,557292],[451306,510130],[454040,512302],[461912,519415],[465264,521833],[465482,522899],[473491,529662],[474569,572164],[474618,529510],[480249,575504],[480812,535403],[481836,535101],[494744,545763],[497222,553280],[501711,588121],[502274,552557],[503298,552255],[508426,556191],[508644,557257],[521197,599163],[523814,573044],[527806,571063],[528024,572129],[533648,575469],[545255,584211],[547193,589516],[550802,588086],[566111,599128],[566554,602135],[583476,611191]
   ]
cell #1449 :
  |C| = 245
  W-rep = phi[[2, 1],[2, 2]]+phi[[1, 1],[3, 2]]
  special rep = phi[[2, 1],[2, 2]] , dim = 140
  orbit = [4, 4, 3, 3]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [228398],[258108],[260279],[288899],[293074],[295570],[312032],[324795],[327252],[329099],[331599],[338988],[347494],[360402],[360904],[363273],[371707],[374208],[381176],[383023],[395865],[406105],[407176],[409023],[415733],[431339],[436625],[439557],[440581],[463104],[463500],[468309],[492971],[497474],[520005],
     [99941,424505],[117390,447154],[124029,390182],[136770,470466],[141898,476634],[143515,414141],[151039,354891],[163360,498096],[164977,438989],[170414,505074],[170657,445567],[172375,379775],[179932,513628],[180631,321304],[191156,522681],[193726,524454],[193969,468879],[195687,405775],[201637,412862],[201859,343319],[203550,280858],[210310,537000],[211927,485939],[215512,542202],[223546,546353],[223789,495936],[226485,437710],[226707,370033],[234279,314203],[234609,378719],[234845,445963],[241254,557039],[243824,558812],[244067,512041],[245785,455873],[248140,562164],[249757,517731],[257886,466919],[260609,404719],[260845,469275],[267254,571911],[268856,349990],[269424,413364],[273151,574961],[276006,576059],[276249,534840],[278945,484660],[279167,422493],[283302,580508],[283545,540615],[285263,490555],[293310,496332],[296138,438212],[299865,587578],[302720,588676],[302963,551994],[304643,385523],[308725,591230],[308968,555555],[311810,510081],[314533,454817],[314769,512437],[319391,457274],[319613,392912],[321178,597030],[335681,601692],[335924,570427],[338766,529461],[342796,604223],[344771,478289],[344993,424167],[347730,535236],[350558,485162],[354285,608325],[355221,426668],[355457,487531],[357140,609423],[357383,581700],[369510,612690],[371485,499751],[374444,552390],[378482,506266],[380105,456203],[380341,506662],[389605,618404],[389848,595546],[390750,459121],[392690,563819],[404482,525646],[406341,526042],[411777,483575],[413098,531875],[414709,486507],[421970,625793],[423945,538655],[426904,582096],[437946,549029],[444997,511471],[445729,554363],[454580,560004],[456439,560400],[469041,569235],[476012,536378],[484896,578735],[512203,594354]
   ]
cell #1450 :
  |C| = 126
  W-rep = phi[[3, 1, 1],[1, 1]]
  special rep = phi[[3, 1, 1],[1, 1]] , dim = 126
  orbit = [6, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [107318],[132161],[146222],[154676],[159581],[159913],[167684],[175323],[184804],[189358],[189926],[192435],[198635],[206531],[206863],[214634],[217213],[221920],[222458],[224624],[225129],[231379],[231711],[239456],[240024],[242533],[248733],[251296],[256195],[258987],[259220],[259552],[265456],[266024],[268533],[274380],[274918],[277084],[277589],[283839],[284171],[286364],[290340],[291440],[291488],[293902],[294517],[294753],[301094],[301632],[303798],[304303],[310119],[312911],[313144],[313476],[319948],[324547],[326474],[327380],[327545],[329936],[330748],[337075],[339867],[340100],[340432],[345860],[345908],[348322],[348937],[349173],[356052],[360530],[360695],[362498],[363410],[363522],[365784],[372574],[372622],[375036],[375651],[375887],[381304],[381469],[383860],[384672],[396002],[396114],[397585],[397633],[398397],[398652],[407304],[407469],[409860],[410672],[415870],[415982],[418244],[429214],[429856],[430111],[431467],[431632],[432406],[440718],[440830],[443092],[448495],[448750],[461541],[462211],[463637],[463749],[471807],[472062],[479356],[491670],[493143],[493398],[500818],[519159],[520304],[543583]
   ]
cell #1451 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[2, 1]]+phi[[1, 1, 1],[3, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [292796],[328767],[347216],[364329],[364713],[365041],[367498],[373930],[382691],[396354],[398542],[398595],[399563],[402267],[408691],[416789],[417173],[417501],[426390],[430001],[430054],[432530],[435426],[435899],[441637],[442021],[442349],[448640],[448693],[449661],[452365],[458789],[462335],[467155],[467286],[467670],[471043],[471952],[472005],[472973],[475677],[479480],[482376],[482849],[488587],[488971],[493288],[493341],[494518],[496098],[496581],[496704],[497626],[500942],[503838],[504311],[510317],[510448],[510832],[516135],[519779],[520157],[520428],[521469],[521504],[522853],[524083],[529697],[529828],[530212],[533422],[535002],[535485],[535608],[544043],[544078],[544262],[545507],[546652],[547728],[550576],[552156],[552639],[552762],[555827],[555862],[557211],[565265],[565432],[565885],[566465],[570699],[570734],[572083],[575213],[576358],[583387],[583847],[583882],[587830],[588975],[591584],[598872],[602046],[611102],
     [201626,476951],[226474,498413],[234902,505497],[257297,566925],[257875,522998],[260902,524877],[269673,477004],[278934,537317],[292785,546127],[293367,546776],[296387,498466],[305220,446452],[311221,592044],[311799,557356],[314826,559235],[319380,515114],[328824,566960],[329348,523051],[332176,469764],[338177,602506],[338755,572228],[340784,419958],[344760,532192],[347205,575833],[347787,576482],[350807,537370],[355514,539846],[367160,612202],[371474,549346],[373919,588450],[374501,589099],[378471,554137],[380398,554786],[382748,592079],[383272,557409],[386100,512926],[390999,515167],[392101,619218],[392679,597347],[401692,621505],[402256,600351],[404471,569009],[406398,569658],[408748,602541],[409272,572281],[412990,573749],[413155,573784],[414958,532245],[419620,625305],[423934,579052],[425082,489299],[426379,609197],[426961,609846],[435415,585326],[435956,612237],[437838,586366],[438003,586401],[439806,549399],[444468,630422],[446100,590384],[446212,554515],[447731,514205],[451790,631480],[452354,617063],[454569,594128],[456496,594777],[458846,619253],[459370,597400],[467047,599987],[467212,600022],[469412,600846],[469524,569387],[475102,635282],[475666,623739],[476164,536530],[476806,573968],[477061,604134],[482365,606073],[482906,625340],[484788,607113],[484953,607148],[486756,579105],[496469,611946],[498268,586585],[498523,612601],[503827,614540],[504368,630457],[504703,558441],[505373,590551],[510209,616699],[510374,616734],[512574,617558],[512686,594506],[523108,621416],[524753,601013],[529589,623375],[529754,623410],[530574,577434],[535373,625049],[537172,607332],[537427,625704],[552527,630166],[557466,631391],[559111,617725],[572338,635193]
   ]
cell #1452 :
  |C| = 175
  W-rep = phi[[2, 2, 2],[1]]+phi[[2, 1],[2, 2]]
  special rep = phi[[2, 1],[2, 2]] , dim = 140
  orbit = [4, 4, 3, 3]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 140
     105 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [181913],[208392],[212983],[213058],[237146],[237221],[238912],[246997],[263146],[263221],[270034],[270809],[272008],[273397],[296748],[297523],[298722],[305534],[305800],[306116],[309170],[317070],[317145],[329709],[332490],[332756],[333072],[341614],[342131],[351168],[351943],[353142],[357758],[357833],[365355],[365621],[368328],[368845],[377308],[383633],[386414],[386680],[386996],[391360],[392135],[393334],[400510],[403308],[409633],[415319],[417815],[418081],[419654],[420788],[421305],[425396],[425662],[425978],[434252],[440167],[442663],[442929],[448045],[448311],[450608],[451953],[453406],[457904],[458421],[459731],[471357],[471623],[473920],[477318],[478919],[479807],[481202],[482481],[487117],[488088],[489613],[489879],[498780],[500381],[502664],[505824],[507219],[508024],[514519],[514785],[517082],[525204],[526599],[531473],[533224],[537684],[539285],[541568],[548627],[553939],[559562],[560957],[568811],[578333],[593930],
     [161442,233240],[188814,264912],[218349,289796],[220937,300111],[252192,325491],[255246,336126],[257331,330484],[287194,359841],[287711,361549],[292384,365937],[311255,384408],[323384,395337],[327882,399319],[328399,401027],[338211,410408],[346804,418397],[363830,433167],[367194,444502],[373518,443245],[381806,449417],[382323,451125],[401855,475265],[407806,472729],[408323,474437],[416290,480117],[431969,494065],[432857,501269],[435531,503943],[441138,501579],[462662,520755],[464057,521065],[464862,527404],[492569,544853],[494320,550378],[519581,565687]
   ]
cell #1453 :
  |C| = 315
  W-rep = phi[[2, 2, 1],[1, 1]]+phi[[2, 1, 1],[2, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [270543],[273443],[297257],[306162],[306295],[318570],[330218],[333118],[333251],[342319],[343950],[351677],[354710],[355977],[364883],[366116],[369033],[370664],[378361],[379594],[384142],[384597],[387042],[387175],[390238],[399994],[400069],[401215],[404361],[405594],[410142],[412976],[413051],[414197],[415907],[417343],[418576],[421493],[423124],[435305],[437824],[437899],[439045],[442191],[443424],[446091],[446137],[448593],[450092],[450167],[451313],[454459],[455692],[460240],[467033],[467108],[467840],[469403],[469449],[473404],[473479],[474625],[476904],[477072],[479431],[482255],[484774],[484849],[485995],[489141],[490374],[496460],[497135],[497210],[498366],[498534],[503717],[505448],[510195],[510270],[511002],[512565],[512611],[516566],[516641],[517787],[523119],[523365],[524828],[529575],[529650],[530382],[535364],[536039],[536114],[537270],[537438],[552518],[553193],[553268],[557477],[557723],[559186],[572349],[572595],
     [107312,433823],[132147,465702],[146216,480773],[159471,495118],[159904,433869],[167678,502235],[175309,508864],[188548,465016],[189822,465534],[192429,523775],[198621,528244],[206421,534022],[206854,480819],[214628,541139],[218083,429436],[220983,300157],[221116,432999],[222383,365983],[224618,547103],[225115,547413],[231269,551176],[231702,502281],[238646,508178],[239920,508696],[242527,558133],[248719,562602],[252238,325537],[252371,395169],[255434,399365],[258973,567735],[259110,567889],[259543,523821],[264646,527558],[265920,528076],[268527,573005],[273576,479949],[274843,418443],[277078,576809],[277575,577119],[283729,580882],[284162,541185],[287899,359887],[289530,545007],[291330,584577],[293888,585128],[294508,496506],[294649,547245],[300290,501411],[301557,443291],[303792,589426],[304289,589736],[309358,449463],[312897,592854],[313034,593008],[313467,558179],[319844,562434],[324437,565136],[325670,520897],[327366,599398],[327441,566767],[329927,522951],[330673,410597],[336314,472775],[339853,603316],[339990,603470],[340423,573051],[345750,605324],[348308,605875],[348928,535410],[349069,576951],[360516,583258],[360591,543885],[361737,494111],[363401,545815],[363447,440755],[365795,546727],[372464,613791],[375022,614342],[375642,552564],[375783,589568],[381290,616110],[381365,591886],[383851,557309],[395993,519467],[396039,463674],[397475,621032],[398495,471905],[398663,566701],[407290,622786],[407365,602348],[409851,572181],[415861,575521],[418255,576433],[429954,493241],[430122,543819],[431453,628419],[431528,611404],[432481,500893],[440709,588138],[443103,589050],[448761,591820],[462286,520379],[463628,599180],[472073,602282],[493409,611338]
   ]
cell #1454 :
  |C| = 126
  W-rep = phi[[2],[3, 1, 1]]
  special rep = phi[[2],[3, 1, 1]] , dim = 126
  orbit = [5, 5, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [143171],[151341],[153285],[164633],[171983],[172677],[181084],[181207],[183334],[195295],[195989],[202861],[203294],[204003],[204126],[211583],[212792],[213225],[213314],[227709],[228142],[228851],[228974],[234210],[236184],[236955],[237388],[237477],[245393],[246087],[246806],[246823],[260210],[262184],[262955],[263388],[263477],[269045],[269157],[270998],[271817],[271834],[280169],[280602],[281311],[281434],[285565],[288830],[295759],[295871],[297712],[298531],[298548],[304817],[304950],[304967],[314134],[316108],[316879],[317312],[317401],[321757],[321880],[324984],[325096],[331773],[331906],[331923],[343250],[350179],[350291],[352132],[352951],[352968],[357567],[358000],[358089],[358832],[361078],[361211],[361228],[369964],[378908],[379020],[385697],[385830],[385847],[390483],[393143],[393160],[394436],[404908],[405020],[413538],[413671],[413688],[414442],[422424],[424812],[424829],[428260],[438386],[438519],[438536],[439290],[447461],[447478],[455006],[455118],[457480],[470773],[470790],[478495],[485336],[485469],[485486],[486240],[499957],[513935],[513952],[518032],[538861],[542509],[542526],[564025],[582991]
   ]
cell #1455 :
  |C| = 126
  W-rep = phi[[2],[3, 1, 1]]
  special rep = phi[[2],[3, 1, 1]] , dim = 126
  orbit = [5, 5, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [153339],[181261],[183408],[203371],[204180],[213302],[213388],[228219],[229028],[236644],[237465],[237551],[246834],[247266],[262644],[263465],[263551],[271034],[271484],[271845],[272277],[280679],[281488],[282175],[282625],[286133],[297748],[298198],[298559],[298991],[304853],[304978],[306791],[307598],[308048],[316568],[317389],[317475],[318254],[321934],[322402],[331809],[331934],[333747],[334554],[335004],[340969],[341076],[342814],[343634],[352168],[352618],[352979],[353411],[358077],[358163],[358294],[361114],[361239],[367683],[367790],[369528],[370348],[376734],[376854],[385733],[385858],[387671],[388478],[388928],[390590],[393171],[393603],[396539],[396646],[402734],[402854],[413574],[413699],[414549],[420143],[420250],[421988],[422808],[424840],[427460],[427910],[430633],[430753],[438422],[438547],[439397],[446637],[446744],[447489],[452832],[452952],[457366],[459924],[469949],[470056],[470801],[477583],[477703],[478381],[485372],[485497],[486347],[487634],[499045],[499165],[499843],[506765],[513111],[513218],[513963],[518139],[526145],[537949],[538069],[538747],[542537],[543387],[560503],[563911],[582199]
   ]
cell #1456 :
  |C| = 126
  W-rep = phi[[2],[3, 1, 1]]
  special rep = phi[[2],[3, 1, 1]] , dim = 126
  orbit = [5, 5, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [215908],[247489],[250171],[271575],[272500],[282716],[282821],[298289],[299214],[307253],[308139],[308244],[318283],[318716],[334209],[335095],[335200],[342851],[343285],[343663],[344096],[352709],[353634],[354423],[354857],[358758],[369565],[369999],[370377],[370810],[376771],[376883],[378533],[379307],[379741],[388133],[389019],[389124],[389996],[393826],[394351],[402771],[402883],[404533],[405307],[405741],[411591],[411679],[413207],[413955],[422025],[422459],[422837],[423270],[428001],[428106],[428247],[430670],[430782],[436439],[436527],[438055],[438803],[444840],[444929],[452869],[452981],[454631],[455405],[455839],[457467],[459953],[460386],[462918],[463006],[468152],[468241],[477620],[477732],[478482],[483389],[483477],[485005],[485753],[487663],[490087],[490521],[492814],[492903],[499082],[499194],[499944],[506080],[506168],[506794],[511314],[511403],[515269],[517545],[525460],[525548],[526174],[531718],[531807],[532347],[537986],[538098],[538848],[539977],[548872],[548961],[549501],[554917],[559818],[559906],[560532],[564012],[569789],[578578],[578667],[579207],[582228],[582978],[594908],[597502],[609977]
   ]
cell #1457 :
  |C| = 126
  W-rep = phi[[2],[3, 1, 1]]
  special rep = phi[[2],[3, 1, 1]] , dim = 126
  orbit = [5, 5, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [322114],[355130],[358330],[379045],[380014],[390508],[390626],[405045],[406014],[413616],[414467],[414585],[424387],[424757],[438464],[439315],[439433],[446328],[446338],[446684],[447036],[447406],[455143],[456112],[456960],[457306],[461248],[469640],[469650],[469996],[470348],[470718],[476040],[476050],[476128],[477349],[477975],[478321],[485414],[486265],[486383],[487280],[490794],[491329],[497502],[497512],[497590],[498811],[499437],[499783],[504732],[504787],[506411],[512802],[512812],[513158],[513510],[513880],[518057],[518175],[518316],[520033],[520043],[520121],[524112],[524167],[525791],[530646],[536406],[536416],[536494],[537715],[538341],[538687],[540062],[542084],[542454],[544291],[544346],[547800],[554391],[554401],[554479],[555002],[558470],[558525],[560149],[561658],[563505],[563851],[565504],[569263],[569273],[569351],[569874],[573997],[574052],[574455],[577506],[580221],[581845],[586614],[586669],[587072],[590623],[590943],[594382],[594392],[594470],[594993],[595801],[601085],[601405],[604577],[607361],[607416],[607819],[610062],[613044],[617797],[618117],[619924],[620447],[626147],[627582],[633333]
   ]
cell #1458 :
  |C| = 140
  W-rep = phi[[3, 1],[1, 1, 1]]+phi[[],[4, 2, 1]]
  special rep = phi[[3, 1],[1, 1, 1]] , dim = 105
  orbit = [6, 2, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     70 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [132847],[160627],[176009],[184922],[190703],[191035],[199321],[207577],[217375],[222038],[223306],[229551],[232425],[240801],[241133],[251627],[256357],[257595],[263606],[264111],[266801],[267133],[274498],[275766],[286921],[291819],[299179],[299412],[299744],[301212],[302480],[310281],[311519],[322682],[326592],[327609],[332128],[334590],[335205],[335441],[337237],[338475],[346239],[361433],[362660],[367826],[367991],[370382],[371194],[372953],[381533],[396682],[396847],[397964],[402888],[403000],[405262],[407533],[430787],[430899],[431696],[436227],[436482],[461676],[462706],[462961],[467986],[491713],[492648],[519116],
     [181784,249419],[183463,322457],[204703,282011],[213443,358218],[213948,284885],[215873,358723],[237606,317530],[238111,318035],[247454,393791],[247687,320725],[248019,321057],[250176,394356],[272465,353599],[272698,353832],[273030,354164],[282211,427496],[282826,428111],[283062,356900],[305172,386052],[307634,388514],[308249,389129],[308485,389365],[318288,459958],[319100,392399],[341112,420286],[341277,420451],[343668,422842],[344480,423654],[354378,490042],[376888,452986],[377000,453098],[379262,455360],[411379,483177],[411634,483432],[444674,511148]
   ]
cell #1459 :
  |C| = 140
  W-rep = phi[[3, 1],[1, 1, 1]]+phi[[],[4, 2, 1]]
  special rep = phi[[3, 1],[1, 1, 1]] , dim = 105
  orbit = [6, 2, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     70 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [191181],[223767],[241279],[251705],[257673],[258115],[264280],[267279],[276227],[287278],[291897],[293168],[299890],[299920],[302941],[311597],[312039],[323456],[327966],[329157],[335482],[335902],[335986],[338553],[338995],[346317],[347588],[359457],[363902],[368032],[371272],[371284],[371714],[373031],[374302],[381890],[383081],[394643],[396888],[398042],[398935],[403078],[403090],[406140],[406199],[407890],[409081],[416362],[430977],[430989],[432053],[436660],[436719],[439615],[441210],[449033],[463139],[463198],[464129],[467997],[468367],[472345],[492659],[493029],[493681],[497367],[519127],[519183],[519898],[543565],
     [183517,250439],[214117,285054],[215955,286052],[238280,318204],[248165,321203],[248195,321233],[250271,322343],[273176,354310],[273206,354340],[283103,356941],[283523,357361],[283607,357445],[308526,389406],[308946,389826],[309030,389910],[319178,392477],[319190,392489],[319620,392919],[341318,420492],[344558,423732],[344570,423744],[345000,424174],[355256,426703],[355315,426762],[377078,453176],[377090,453188],[380140,456238],[380199,456297],[390808,459179],[411812,483610],[411871,483669],[414767,486565],[444685,511159],[445055,511529],[475905,536271]
   ]
cell #1460 :
  |C| = 553
  W-rep = phi[[2, 1],[2, 1, 1]]+phi[[1, 1],[3, 1, 1]]+phi[[2],[2, 2, 1]]+phi[[1],[3, 2, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     91 tau_infinity subcells with 4 member(s)
  subcells = [
     [132841],[160613],[176003],[190593],[191026],[199315],[207563],[221228],[223202],[229545],[232411],[240691],[241124],[252483],[255567],[257520],[259965],[263600],[264097],[266691],[267124],[273688],[275662],[288032],[288585],[291085],[299165],[299302],[299735],[300402],[302376],[309491],[311444],[324192],[325782],[332018],[334576],[335337],[336447],[338400],[345505],[361323],[361870],[367812],[367887],[372219],[396668],[396743],[397230],
     [89127,335196],[107886,434498],[111252,370373],[115606,306407],[132814,400801],[134551,402879],[134986,333363],[136577,405273],[141541,342452],[146790,481448],[156412,430778],[160407,366228],[160628,434573],[162508,436493],[163003,369166],[164768,371119],[168252,502910],[170220,378116],[175976,450899],[178148,387287],[181778,249413],[183457,322451],[186568,462972],[190799,401348],[192808,468061],[193074,402925],[193532,404116],[196563,526845],[199288,474211],[201271,343005],[204697,282005],[207357,418688],[207578,481523],[209953,421626],[213437,358212],[213934,284871],[215859,358709],[218783,492723],[219049,430824],[223352,435060],[225552,436325],[226119,369719],[229034,549713],[229518,500672],[232205,443536],[232426,502985],[233965,313889],[237600,317524],[238097,318021],[240897,451446],[243630,454214],[247440,393777],[247577,320615],[248010,321048],[253071,462804],[264112,526920],[266897,474758],[272451,353585],[272588,353722],[273021,354155],[275812,482010],[278579,422179],[282197,427482],[282958,356796],[302526,503472],[305062,385942],[307620,388500],[308381,389261],[341098,420272],[341173,420347],
     [24527,183430,250104,393914],[33907,213410,282754,424924],[34346,215838,215874,428243],[42963,237573,308177,447573],[45976,246951,318383,457388],[46115,247419,247455,457463],[46721,183632,250167,394347],[53425,263573,335133,470885],[57018,271962,343763,478403],[57157,272430,272466,478478],[60905,213728,282384,354822],[60932,213293,282304,487659],[61107,153195,282817,428102],[69635,298676,370477,499865],[69774,299144,299180,499940],[72975,305754,377554,446766],[74053,237891,307807,379706],[74080,237456,307727,506790],[74255,123485,308240,389120],[78544,317497,389057,514047],[78789,182988,318279,459949],[78810,247288,318304,515235],[78825,247783,318458,390371],[87847,332710,403554,470078],[88925,263891,334763,405706],[88952,263456,334683,526170],[92861,270159,341905,413783],[92888,203362,341825,477728],[94098,150156,343659,422833],[94119,272299,343684,532313],[94134,272794,343838,414330],[99341,353096,422937,538769],[99480,353564,353600,538844],[99748,215319,354389,490053],[99811,282650,283108,424679],[101426,358185,428039,542621],[110015,296873,368619,438631],[110042,228210,368539,499190],[111273,299013,370398,549467],[111288,299508,370552,439178],[115171,177713,376879,452977],[115812,236666,377475,506134],[115827,305927,377629,446841],[117197,179739,379273,455371],[117260,308073,308531,447328],[122205,386634,453652,513240],[123283,317815,388687,455804],[123310,317380,388607,560528],[123820,249548,319025,392324],[125689,393288,460053,563933],[125828,393756,393792,564008],[126054,322424,461310,564740],[135192,262666,403475,525514],[135207,332883,403629,470153],[136640,335029,335487,470640],[141046,209458,411645,483443],[141335,271243,411925,531627],[141768,271509,341943,477774],[143306,211718,344405,423579],[148919,351293,421079,485581],[148946,280670,420999,538094],[150177,353433,422858,579173],[150192,353928,423012,486128],[151915,215202,488334,541814],[152993,284665,427669,490486],[153020,358068,427589,582224],[153345,286139,490999,582899],[153484,358724,428856,582974],[162797,297957,436773,548781],[163230,298223,368657,499236],[169496,242906,444749,511223],[169762,243172,376925,453023],[170070,306995,377140,505966],[173251,246661,507465,561203],[178354,316590,453573,559872],[178369,386807,453727,513315],[179802,388953,389411,513802],[181267,321940,515481,597714],[181751,249386,458195,517373],[183009,393625,459974,597468],[183024,320821,460128,517920],[193382,333951,403140,525346],[200704,278012,411477,483275],[204186,281494,532559,579419],[204670,281978,479210,539576],[209747,352377,483723,578487],[210180,352643,421117,538140],[213949,284886,488409,541889],[215382,356946,427935,542376],[238112,318036,507540,561278],[243480,387875,453238,559704]
   ]
cell #1461 :
  |C| = 315
  W-rep = phi[[2, 1],[3, 1]]+phi[[2],[3, 2]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [42415],[52877],[56439],[67398],[69056],[73124],[73377],[77996],[85986],[86303],[87996],[88249],[92074],[93056],[97104],[98762],[107897],[108035],[108288],[109228],[110210],[114258],[114969],[116014],[120344],[120661],[122354],[122607],[128701],[130748],[132419],[133009],[134349],[135394],[139724],[140041],[140829],[146801],[146939],[147192],[148132],[149114],[155654],[156210],[158349],[158425],[162291],[165741],[168263],[168401],[168654],[171863],[173910],[175581],[176171],[177511],[178556],[185735],[185811],[186351],[195175],[196574],[197222],[198893],[199483],[202604],[203160],[205299],[205375],[209241],[219871],[227452],[228008],[229123],[230147],[230223],[235833],[235909],[236449],[245273],[254106],[254182],[258853],[260433],[261833],[261909],[262449],[279912],[280468],[289053],[294298],[294374],[312777],[315757],[315833],[316373],[329741],[339733],[348718],[348794],[375432],[375508],[383665],[409665],[440199],
     [33834,61074],[42890,74222],[45987,79004],[53352,89094],[56122,93996],[57029,94313],[60841,99780],[60942,100033],[68739,111150],[69646,111467],[72986,117091],[73989,117229],[74090,117482],[78471,123452],[78754,123853],[87858,136471],[88861,136609],[88962,136862],[92226,141078],[92466,142749],[92898,143181],[94063,143339],[98445,150054],[99352,150371],[101353,153162],[109380,162540],[109620,164211],[110052,164643],[111217,164801],[114893,169719],[115136,169795],[115402,171573],[122216,179633],[123219,179771],[123320,180024],[124793,182886],[125700,183203],[128853,186600],[134273,193031],[134516,193107],[134782,194885],[140788,200928],[141278,202804],[144279,212691],[148284,209490],[148524,211161],[148956,211593],[150121,211751],[151926,215213],[152929,215351],[153030,215604],[156134,219006],[156377,219082],[162250,225776],[162740,227652],[169439,234153],[172015,236698],[173262,246672],[177435,243129],[177678,243205],[177944,244983],[181116,247320],[181356,248991],[182953,249581],[186310,253295],[192751,260153],[195327,262698],[203084,271466],[203327,271542],[204035,272331],[204275,281583],[209200,278236],[209690,280112],[213015,282607],[213258,282683],[218726,288773],[227932,298180],[228175,298256],[228883,299045],[234433,314357],[236408,307219],[237178,308030],[237421,308106],[242849,314077],[245425,316622],[262408,334175],[263178,334986],[263421,335062],[270066,343473],[271186,343193],[280392,352600],[280635,352676],[281343,353465],[296780,370187],[297900,369907],[316332,388099],[317102,388910],[317345,388986],[321789,393657],[351200,422647],[352320,422367],[357790,427892],[358033,427968],[391392,459763],[415351,487149]
   ]
cell #1462 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[3]]+phi[[2, 1],[3, 1]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [46058],[57100],[61003],[69717],[73509],[74151],[78770],[78943],[88381],[89023],[93473],[94079],[94252],[99423],[99764],[110627],[111233],[111406],[115152],[116084],[116516],[117213],[122739],[123381],[125771],[134532],[135464],[135896],[136593],[140899],[141062],[142067],[149531],[150137],[150310],[152449],[153091],[156393],[162361],[162524],[163529],[169608],[170784],[177111],[177694],[178626],[179058],[179755],[182363],[182969],[183142],[186421],[186584],[192920],[194096],[200759],[203343],[208842],[209311],[209474],[210479],[213274],[214206],[215335],[218895],[225607],[228191],[236519],[236682],[237437],[242105],[243018],[244194],[247141],[247304],[253126],[262519],[262682],[263437],[271355],[272152],[272315],[273911],[278067],[280651],[298069],[298866],[299029],[306630],[307050],[316443],[316606],[317361],[333586],[334006],[352489],[353286],[353449],[358049],[387510],[387930],[393478],[393641],[426492],[452467],
     [31010,93463],[39477,110617],[42344,116459],[51422,133416],[52806,135839],[56205,142064],[56378,142470],[60224,149521],[66685,108420],[67327,161260],[68822,163526],[68995,163932],[72238,169605],[73108,170834],[76541,176578],[77925,179001],[85463,133426],[86069,191322],[86242,191728],[87110,192917],[87980,194146],[91413,199890],[92058,200809],[93013,202040],[96391,147324],[97033,208210],[98528,210476],[98701,210882],[104104,218892],[105958,221337],[106890,160885],[108019,223966],[109212,225657],[110167,226888],[113545,168786],[114187,233058],[114926,234048],[119821,176588],[120427,241420],[120600,241826],[121468,243015],[122338,244244],[128161,252592],[128685,253176],[130569,188771],[130732,255672],[133949,200423],[134306,260048],[139201,199900],[139807,267420],[139980,267826],[143008,271352],[144862,273797],[145794,207835],[146923,276426],[148116,278117],[149071,279348],[155475,218306],[155638,288137],[156167,288668],[161892,233690],[164470,298066],[166324,300511],[167256,232683],[168385,303140],[171323,306516],[171847,307100],[173731,238869],[173894,309596],[177468,313972],[187339,325891],[192007,268105],[194635,333472],[195159,334056],[197043,264869],[197206,336552],[202425,270766],[202588,342557],[203117,343088],[211420,352486],[219692,289753],[219855,361975],[221451,300625],[224455,366337],[227273,297480],[227436,369271],[227965,369802],[244733,387396],[245257,387980],[252706,326005],[258674,330441],[258837,401453],[276915,418797],[279733,351900],[279896,421731],[280425,422262],[292898,366451],[303629,443645],[312598,384365],[312761,451551],[339554,410365],[339717,474863],[347318,418911],[374032,443759],[402369,475779]
   ]
cell #1463 :
  |C| = 126
  W-rep = phi[[2],[3, 1, 1]]
  special rep = phi[[2],[3, 1, 1]] , dim = 126
  orbit = [5, 5, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [24528],[33908],[34344],[42964],[45977],[46113],[53426],[57019],[57155],[60867],[60885],[69636],[69772],[72976],[74015],[74033],[78545],[78751],[78803],[87848],[88887],[88905],[92252],[92841],[94060],[94112],[99342],[99478],[99741],[101427],[109406],[109995],[111214],[111266],[115133],[115399],[115805],[117190],[122206],[123245],[123263],[125690],[125826],[126055],[128879],[134513],[134779],[135185],[136570],[140785],[141039],[141328],[148310],[148899],[150118],[150170],[152955],[152973],[153482],[156374],[162247],[162501],[162790],[169489],[170020],[172041],[177675],[177941],[178347],[179732],[181142],[182950],[183002],[183392],[186307],[186561],[192801],[193332],[195353],[200654],[203324],[204061],[209197],[209451],[209740],[213255],[213372],[215312],[218776],[225502],[228172],[228909],[236405],[236659],[237418],[237535],[242899],[243430],[245451],[247281],[253021],[262405],[262659],[263418],[263535],[271236],[272292],[277962],[280632],[281369],[297950],[299006],[306945],[316329],[316583],[317342],[317459],[321815],[333901],[352370],[353426],[358030],[358147],[387825],[393618],[394494]
   ]
cell #1464 :
  |C| = 175
  W-rep = phi[[3],[2, 1, 1]]+phi[[1],[4, 1, 1]]
  special rep = phi[[3],[2, 1, 1]] , dim = 105
  orbit = [6, 4, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [69773],[88888],[89125],[109407],[111225],[111250],[128880],[134524],[134549],[136553],[136581],[156385],[156410],[162258],[162484],[162512],[164745],[186318],[186544],[186572],[192597],[192812],[193051],[218572],[218787],[219026],[225350],[225495],[250927],[252869],[253014],[259782],[286551],[288402],[322818],
     [24530,183393],[33910,213373],[34345,153483],[42966,237536],[46024,181143],[46114,125827],[46719,183630],[53428,263536],[57066,204062],[57156,99479],[60868,152956],[60950,213266],[61105,153193],[69683,228910],[73023,172042],[74016,123246],[74098,237429],[74253,123483],[78547,317460],[78762,182961],[78787,182986],[78877,247292],[87895,195354],[88970,263429],[92253,148311],[92906,203335],[94071,150129],[94096,150154],[94186,272303],[99389,281370],[99724,215295],[99752,215323],[101429,358148],[110060,228183],[111340,299017],[115144,177686],[115169,177711],[115410,236416],[115879,236670],[117173,179715],[117201,179743],[122253,245452],[123328,317353],[123797,249525],[125737,321816],[126057,394495],[134790,262416],[135259,262670],[140796,209208],[141022,209434],[141050,209462],[141339,271247],[143283,211695],[148964,280643],[150244,353437],[153038,358041],[162801,297961],[169285,242695],[169500,242910],[169739,243149],[170013,306938],[177952,316340],[178421,316594],[183076,393629],[193325,333894],[200502,277810],[200647,277955],[209751,352381],[233782,313706],[243423,387818]
   ]
cell #1465 :
  |C| = 50
  W-rep = phi[[4],[1, 1, 1]]+phi[[],[5, 1, 1]]
  special rep = phi[[4],[1, 1, 1]] , dim = 35
  orbit = [8, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 1
  number of tau_infinity subcells = 35
     20 tau_infinity subcells with 1 member(s)
     15 tau_infinity subcells with 2 member(s)
  subcells = [
     [70009],[89280],[109534],[111675],[129007],[134649],[137109],[156510],[162057],[162652],[186117],[186712],[192613],[216616],[218588],[225304],[250943],[252823],[286505],[322572],
     [34371,61995],[46350,79957],[57392,99715],[61260,101064],[74408,123638],[79212,125318],[92380,148438],[94521,150579],[100280,152564],[115269,177811],[117729,180271],[140595,209007],[141190,209602],[169301,242711],[200456,277764]
   ]
cell #1466 :
  |C| = 175
  W-rep = phi[[3],[2, 1, 1]]+phi[[1],[4, 1, 1]]
  special rep = phi[[3],[2, 1, 1]] , dim = 105
  orbit = [6, 4, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [69787],[88892],[89146],[109411],[111215],[111256],[128884],[134514],[134555],[136554],[136569],[156375],[156416],[162248],[162485],[162500],[164744],[186308],[186545],[186560],[192598],[192800],[193050],[218573],[218775],[219025],[225349],[225494],[250928],[252868],[253013],[259781],[286550],[288401],[322817],
     [24536,125896],[33916,151398],[34359,101584],[42972,172734],[45979,181147],[46128,125841],[46740,126033],[53434,196046],[57021,204066],[57170,99493],[60872,152960],[60886,213256],[61126,153214],[69638,228914],[72978,172046],[74020,123250],[74034,237419],[74274,123504],[78553,246144],[78752,182951],[78793,182992],[78802,247280],[80237,322508],[87850,195358],[88906,263419],[92257,148315],[92842,203325],[94061,150119],[94102,150160],[94111,272291],[99344,281374],[99725,215296],[99740,215311],[101435,285622],[109996,228173],[111265,299005],[115134,177676],[115175,177717],[115400,236406],[115804,236658],[117174,179716],[117189,179731],[122208,245456],[123264,317343],[123796,249524],[125692,321820],[134780,262406],[135184,262658],[140786,209198],[141023,209435],[141038,209450],[141327,271235],[143282,211694],[148900,280633],[150169,353425],[152974,358031],[162789,297949],[169286,242696],[169488,242898],[169738,243148],[170012,306937],[177942,316330],[178346,316582],[183001,393617],[193324,333893],[200501,277809],[200646,277954],[209739,352369],[233781,313705],[243422,387817]
   ]
cell #1467 :
  |C| = 175
  W-rep = phi[[3],[2, 1, 1]]+phi[[1],[4, 1, 1]]
  special rep = phi[[3],[2, 1, 1]] , dim = 105
  orbit = [6, 4, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [53596],[69846],[70005],[87334],[89170],[89222],[104328],[109424],[109476],[111591],[111611],[128897],[128949],[134063],[134565],[134585],[137038],[155924],[156426],[156446],[162036],[162151],[162581],[184125],[186096],[186211],[186641],[192547],[192706],[216595],[218522],[218681],[225403],[250877],[252922],
     [24537,46771],[34078,61793],[34367,61991],[43134,78715],[46187,79794],[46346,79953],[46735,80153],[57229,99552],[57388,99711],[61121,100163],[61150,100954],[61202,101006],[72462,121692],[74269,117612],[74298,123528],[74350,123580],[78938,124204],[79128,125234],[79148,125254],[89141,136992],[92270,148328],[92322,148380],[94247,143690],[94437,150495],[94457,150515],[99913,151231],[100209,152493],[111401,165152],[114683,177225],[115185,177727],[115205,177747],[115940,172111],[117362,172567],[117658,180200],[123499,180154],[123997,181005],[135320,195423],[136742,195879],[140574,208986],[140689,209101],[141119,209531],[141870,203396],[143483,203924],[150305,212102],[153209,215734],[163332,228244],[164945,228772],[169235,242645],[169394,242804],[170195,236309],[170625,236739],[178482,245521],[179904,245977],[183137,249932],[183646,250519],[193507,262309],[193937,262739],[200555,277863],[201414,271141],[210282,280704],[211895,281232],[215484,285455],[226262,297855],[234649,306846],[243605,316233],[244035,316663],[249725,321678],[260649,333802],[278722,352275],[314573,387726]
   ]
cell #1468 :
  |C| = 175
  W-rep = phi[[3],[2, 1, 1]]+phi[[1],[4, 1, 1]]
  special rep = phi[[3],[2, 1, 1]] , dim = 105
  orbit = [6, 4, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [53597],[69847],[70004],[87335],[89181],[89221],[104329],[109435],[109475],[111599],[111602],[128908],[128948],[134170],[134573],[134576],[137027],[156031],[156434],[156437],[162044],[162142],[162570],[186104],[186202],[186630],[192603],[192639],[216603],[218578],[218614],[225316],[250933],[252835],[286517],
     [24538,46772],[34079,61794],[34354,61942],[34366,61990],[43135,78716],[46123,79104],[46188,79795],[46345,79952],[57165,94413],[57230,99553],[57387,99710],[60994,100085],[61161,100965],[61201,101005],[69782,111567],[72463,121693],[74142,117534],[74309,123539],[74349,123579],[78897,124163],[79136,125242],[79139,125245],[89014,136914],[92281,148339],[92321,148379],[92950,143233],[94206,143649],[94445,150503],[94448,150506],[99488,150471],[99904,151222],[100198,152482],[110104,164695],[111360,165111],[114790,177332],[115193,177735],[115196,177738],[115899,172070],[117353,172558],[117647,180189],[123372,180076],[125836,183303],[135279,195382],[136733,195870],[140582,208994],[140680,209092],[141108,209520],[141455,202981],[141861,203387],[149008,211645],[150264,212061],[153082,215656],[153492,216153],[162917,227829],[163323,228235],[169291,242701],[169327,242737],[170186,236300],[178441,245480],[179895,245968],[183096,249891],[193498,262300],[200468,277776],[201347,271074],[209867,280289],[210273,280695],[215475,285446],[226195,297788],[243596,316224],[278655,352208]
   ]
cell #1469 :
  |C| = 50
  W-rep = phi[[4],[1, 1, 1]]+phi[[],[5, 1, 1]]
  special rep = phi[[4],[1, 1, 1]] , dim = 35
  orbit = [8, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 1
  number of tau_infinity subcells = 35
     20 tau_infinity subcells with 1 member(s)
     15 tau_infinity subcells with 2 member(s)
  subcells = [
     [53598],[69848],[87336],[89171],[104330],[109425],[111590],[128898],[134064],[134564],[155925],[156425],[162035],[184126],[186095],[192540],[216594],[218515],[250870],[286241],
     [24539,46773],[34080,61795],[43136,78717],[46189,79796],[57231,99554],[61151,100955],[72464,121694],[74299,123529],[79127,125233],[92271,148329],[94436,150494],[114684,177226],[115184,177726],[140573,208985],[169228,242638]
   ]
cell #1470 :
  |C| = 55
  W-rep = phi[[4, 1, 1, 1],[]]+phi[[4],[1, 1, 1]]
  special rep = phi[[4],[1, 1, 1]] , dim = 35
  orbit = [8, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 1
  number of tau_infinity subcells = 35
     15 tau_infinity subcells with 1 member(s)
     20 tau_infinity subcells with 2 member(s)
  subcells = [
     [24540],[34200],[44660],[46395],[59157],[61425],[75077],[76627],[79467],[95301],[97171],[118140],[118609],[144384],[173339],
     [27948,55122],[38410,71774],[49958,89949],[51508,91499],[63804,104889],[65595,112455],[67465,114325],[82166,129533],[83782,137520],[84251,137989],[103171,156651],[103640,157120],[105480,165846],[126454,184232],[127683,186861],[130177,196651],[153870,216701],[155083,219300],[183943,250969],[216197,286248]
   ]
cell #1471 :
  |C| = 126
  W-rep = phi[[3, 1, 1],[1, 1]]
  special rep = phi[[3, 1, 1],[1, 1]] , dim = 126
  orbit = [6, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [24661],[25215],[35046],[35137],[37320],[47609],[50115],[50206],[50669],[50736],[58067],[65904],[66447],[66522],[70684],[75234],[75325],[75788],[75855],[83481],[85205],[85296],[90106],[90197],[90660],[90727],[95610],[96153],[96228],[103055],[105046],[105137],[108645],[108712],[112764],[113307],[113382],[119563],[119654],[125018],[125085],[126792],[127155],[127569],[129842],[131629],[132316],[133711],[133786],[138943],[139034],[147549],[147616],[152211],[152286],[153687],[154593],[155024],[158947],[159361],[160095],[161634],[161725],[169011],[169078],[174791],[175478],[176873],[176948],[182105],[182196],[183775],[184633],[184654],[189275],[189706],[190069],[190483],[198103],[198790],[200185],[200260],[205897],[206311],[207045],[208584],[208675],[217046],[220752],[221749],[221770],[222655],[230745],[231159],[231893],[233432],[233523],[239373],[239804],[240167],[240581],[254704],[255118],[256028],[256907],[265373],[265804],[266167],[266581],[274209],[274230],[275115],[290257],[290688],[300923],[300944],[301829],[309952],[310831],[326303],[326324],[336908],[337787],[359439],[362331],[394981]
   ]
cell #1472 :
  |C| = 126
  W-rep = phi[[3, 1, 1],[1, 1]]
  special rep = phi[[3, 1, 1],[1, 1]] , dim = 126
  orbit = [6, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [25223],[27367],[35145],[37328],[37752],[44079],[46917],[47598],[50214],[50677],[50719],[54541],[58075],[58499],[62817],[65893],[66455],[67658],[70692],[71116],[75333],[75796],[75838],[79660],[83489],[84513],[85194],[85529],[86643],[90205],[90668],[90710],[95599],[96161],[97364],[100822],[103063],[105145],[107398],[108653],[108695],[112753],[113315],[114518],[118871],[119552],[119887],[121001],[125026],[125068],[127258],[127577],[129831],[131637],[131863],[132299],[133719],[138251],[138932],[139267],[140381],[146302],[147557],[147599],[152219],[154697],[155013],[157382],[159050],[159369],[159602],[161623],[167764],[169019],[169061],[174799],[175025],[175461],[176881],[182094],[184392],[184535],[184749],[189379],[189695],[189871],[198111],[198337],[198773],[200193],[206000],[206319],[206552],[208573],[216420],[216966],[220760],[221651],[221865],[230848],[231167],[231400],[233421],[239477],[239793],[239969],[250721],[254807],[255126],[255948],[265477],[265793],[265969],[274111],[274325],[290361],[290677],[300825],[301039],[309872],[326205],[326419],[336828],[359341],[362251],[394901]
   ]
cell #1473 :
  |C| = 126
  W-rep = phi[[3, 1, 1],[1, 1]]
  special rep = phi[[3, 1, 1],[1, 1]] , dim = 126
  orbit = [6, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [25224],[27371],[35144],[37329],[37753],[44083],[47586],[50213],[50678],[50718],[54545],[58076],[58500],[62713],[65881],[66454],[67662],[70693],[71117],[75332],[75797],[75837],[79664],[80488],[83490],[84409],[85182],[85533],[86644],[90204],[90669],[90709],[95587],[96160],[97368],[100823],[103064],[105144],[107399],[108654],[108694],[112741],[113314],[114522],[118767],[119540],[119891],[121002],[125027],[125067],[127259],[127576],[129819],[131638],[131864],[132298],[133718],[138147],[138920],[139271],[140382],[146303],[147558],[147598],[152218],[154696],[155001],[157278],[159051],[159368],[159601],[161611],[167765],[169020],[169060],[174800],[175026],[175460],[176880],[182082],[184288],[184523],[184748],[189378],[189683],[189870],[198112],[198338],[198772],[200192],[206001],[206318],[206551],[208561],[216408],[216965],[220761],[221639],[221864],[230849],[231166],[231399],[233409],[239476],[239781],[239968],[250720],[254808],[255125],[255947],[265476],[265781],[265968],[274099],[274324],[290360],[290665],[300813],[301038],[309871],[326193],[326418],[336827],[359329],[362250],[394900]
   ]
cell #1474 :
  |C| = 126
  W-rep = phi[[3, 1, 1],[1, 1]]
  special rep = phi[[3, 1, 1],[1, 1]] , dim = 126
  orbit = [6, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [34503],[35149],[37762],[47518],[47628],[50218],[50723],[58509],[62904],[65813],[65923],[66459],[66510],[71126],[75337],[75842],[84600],[85224],[86653],[90209],[90714],[95519],[95629],[96165],[96216],[100832],[105149],[107034],[107408],[108699],[112673],[112783],[113319],[113370],[118958],[119582],[121011],[125072],[127581],[129751],[129861],[132303],[133723],[133774],[138338],[138962],[140391],[145938],[146312],[147603],[152223],[152274],[154233],[154701],[155043],[157469],[159373],[159606],[160083],[161653],[167400],[167774],[169065],[175465],[176885],[176936],[182124],[183835],[184839],[185179],[189383],[189725],[189961],[192151],[198777],[200197],[200248],[206323],[206556],[207033],[208603],[214350],[216280],[217106],[217225],[221955],[222295],[222470],[231171],[231404],[231881],[233451],[239481],[239823],[240059],[242249],[251380],[255130],[256088],[256207],[265481],[265823],[266059],[268249],[274415],[274755],[274930],[290365],[290707],[291572],[301129],[301469],[301644],[310012],[310131],[326509],[326849],[336968],[337087],[345992],[362391],[362510],[372706],[395041],[397717],[429298]
   ]
cell #1475 :
  |C| = 175
  W-rep = phi[[2, 2, 2],[1]]+phi[[2, 1],[2, 2]]
  special rep = phi[[2, 1],[2, 2]] , dim = 140
  orbit = [4, 4, 3, 3]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 140
     105 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [100631],[120810],[124034],[124094],[143520],[143580],[144920],[151084],[164982],[165042],[170662],[171381],[172420],[173526],[193974],[194693],[195732],[201642],[201904],[202220],[204926],[211932],[211992],[223794],[226490],[226752],[227068],[234928],[235460],[244072],[244791],[245830],[249762],[249822],[257891],[258153],[260928],[261460],[269693],[276254],[278950],[279212],[279528],[283550],[284269],[285308],[293393],[296407],[302968],[308973],[311815],[312077],[313574],[314852],[315384],[319396],[319658],[319974],[329368],[335929],[338771],[339033],[344776],[345038],[347813],[349199],[350827],[355540],[356072],[357388],[371490],[371752],[374527],[378487],[380424],[381495],[383292],[384692],[389853],[391019],[392695],[392957],[404487],[406424],[409292],[413181],[414978],[416002],[423950],[424212],[426987],[438029],[439826],[446232],[448551],[454585],[456522],[459390],[469544],[476862],[484979],[486776],[498324],[512706],[537228],
     [86452,140190],[106016,166382],[128219,187397],[130364,196838],[155270,219487],[157976,229774],[160011,224513],[184830,251815],[185362,253733],[189952,258469],[206961,276973],[217233,287335],[221946,292007],[222478,293925],[231809,303687],[240050,312393],[256215,328023],[259650,340530],[266050,339349],[274406,346427],[274938,348345],[294779,375913],[301120,373141],[301652,375059],[310139,381947],[326500,398152],[327571,407495],[330768,410692],[337095,407947],[360721,431658],[362518,432110],[363542,440850],[396134,463769],[398453,471863],[429912,493199]
   ]
cell #1476 :
  |C| = 315
  W-rep = phi[[2, 2, 1],[1, 1]]+phi[[2, 1, 1],[2, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [43247],[56263],[68880],[72750],[72810],[87622],[87682],[92631],[98586],[107661],[107721],[109785],[121980],[122040],[124934],[132105],[132584],[146565],[146625],[147465],[148689],[151690],[151750],[159784],[159859],[168027],[168087],[173026],[173086],[174048],[175267],[175746],[181521],[196338],[196398],[198579],[199058],[201996],[202742],[204440],[204999],[206734],[206809],[214977],[215037],[225073],[226844],[227590],[229288],[231582],[231657],[234940],[235298],[235533],[238396],[246436],[246496],[248677],[249156],[258245],[259423],[259498],[260940],[261298],[261533],[269766],[270293],[277533],[279304],[280050],[281748],[284042],[284117],[292988],[293405],[293763],[296480],[297007],[304247],[305471],[312169],[313347],[313422],[314864],[315222],[315457],[329441],[332427],[339125],[340303],[340378],[347408],[347825],[348183],[350900],[351427],[365292],[374122],[374539],[374897],[383365],[386351],[409365],[417752],[442600],
     [26535,53709],[35516,64431],[47631,127091],[47691,81472],[50585,86127],[50735,190143],[62925,102640],[65926,158883],[65986,106636],[66513,222699],[75704,120485],[75854,240241],[84621,131214],[85227,190005],[85287,132165],[90576,139865],[90726,266241],[95632,205833],[95692,145540],[96219,275159],[107055,159680],[108561,168927],[108711,294970],[112786,230681],[112846,167002],[113373,301873],[118979,174376],[119585,240103],[119645,175327],[125084,320165],[129864,254640],[129924,188017],[130886,197360],[132315,329041],[133777,330989],[138359,197688],[138965,266103],[139025,198639],[145959,206630],[147615,349390],[152277,356293],[155046,287556],[155792,220009],[157490,220337],[158049,229847],[160086,364954],[161656,294832],[161716,225133],[167421,231478],[169077,376104],[175477,382965],[176939,384913],[182127,320027],[182187,248737],[184842,323366],[185200,252006],[185435,253806],[188298,264396],[189728,328244],[189964,399730],[190474,258991],[192172,259319],[198789,408965],[200251,410913],[207036,417414],[208606,349252],[208666,277593],[214371,283938],[217306,287408],[217833,289280],[221958,363812],[222316,292198],[222551,293998],[231884,442262],[233454,375966],[233514,304307],[239826,382168],[240062,449828],[240572,312915],[242270,313243],[251547,323567],[256288,328096],[256815,329968],[265826,408168],[266062,473140],[266572,339871],[268270,340199],[274418,416272],[274776,346618],[275011,348418],[290710,432331],[291739,364013],[301132,441120],[301490,373332],[301725,375132],[310212,382020],[310739,383892],[326512,464039],[326870,398343],[337168,408020],[337695,409892],[346159,416473],[362591,432183],[372873,441321],[397884,464240]
   ]
cell #1477 :
  |C| = 175
  W-rep = phi[[2, 2, 2],[1]]+phi[[2, 1],[2, 2]]
  special rep = phi[[2, 1],[2, 2]] , dim = 140
  orbit = [4, 4, 3, 3]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 140
     105 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [100632],[120811],[124095],[143581],[144921],[151085],[165043],[171382],[172421],[173527],[180854],[194694],[195733],[201905],[202221],[203773],[204936],[211993],[226753],[227069],[228621],[234929],[235202],[235470],[244792],[245831],[249823],[258154],[260929],[261202],[261470],[269703],[269757],[279213],[279529],[281081],[284270],[285309],[293394],[293667],[296417],[296471],[312078],[313575],[314853],[315126],[315394],[319659],[319975],[321527],[329378],[329432],[339034],[345039],[347814],[348087],[349200],[350837],[350891],[355541],[355814],[356082],[371753],[374528],[374801],[380425],[380698],[381496],[383302],[383356],[384702],[391029],[391083],[392958],[406425],[406698],[409302],[409356],[413182],[414988],[415042],[416012],[424213],[426988],[427261],[438030],[439836],[439890],[446242],[446296],[448606],[456523],[456796],[459400],[459454],[469554],[469608],[476917],[484980],[486786],[486840],[498379],[512716],[512770],[537283],
     [86453,140191],[106017,166383],[128220,187398],[130365,196839],[155271,219488],[157986,229784],[160012,224514],[184831,251816],[185372,253743],[189953,258470],[206962,276974],[217243,287345],[221947,292008],[222488,293935],[231810,303688],[240051,312394],[256225,328033],[259651,340531],[266051,339350],[274407,346428],[274948,348355],[294780,375914],[301121,373142],[301662,375069],[310149,381957],[326501,398153],[327572,407496],[330778,410702],[337105,407957],[360722,431659],[362528,432120],[363552,440860],[396144,463779],[398508,471918],[429967,493254]
   ]
cell #1478 :
  |C| = 315
  W-rep = phi[[2, 2, 1],[1, 1]]+phi[[2, 1, 1],[2, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [43248],[56264],[68881],[72811],[87683],[92632],[98587],[107722],[109786],[115582],[122041],[124935],[132585],[134962],[146626],[147466],[148690],[151751],[159860],[160383],[168088],[173087],[174049],[175747],[178124],[181522],[190226],[196399],[199059],[202743],[204441],[205000],[206810],[207333],[213704],[215038],[222733],[227591],[229289],[231658],[232181],[235299],[235534],[237867],[238405],[240324],[246497],[249157],[259499],[261299],[261534],[263867],[266324],[269767],[270135],[270302],[275193],[280051],[281749],[284118],[284641],[293764],[295053],[296481],[296849],[297016],[301907],[305480],[305543],[313423],[315223],[315458],[317791],[320248],[329442],[329810],[331023],[332436],[332499],[340379],[348184],[349473],[350901],[351269],[351436],[356327],[364988],[365301],[365364],[374898],[376187],[383366],[383734],[384947],[386360],[386423],[409366],[409734],[410947],[417448],[417761],[417824],[442296],[442609],[442672],
     [26536,53710],[35517,64432],[47692,81473],[50586,86128],[62926,102641],[65987,106637],[75705,120486],[81224,127092],[84622,131215],[85288,132166],[85305,190144],[90577,139866],[95693,145541],[106388,158884],[107056,159681],[107126,222700],[108562,168928],[112847,167003],[118980,174377],[119646,175328],[119663,240242],[129925,188018],[130887,197361],[131917,190006],[138360,197689],[139026,198640],[139043,266242],[145292,205834],[145960,206631],[146030,275160],[155793,220010],[157491,220338],[158050,229848],[161717,225134],[161734,294971],[166754,230682],[167422,231479],[167492,301874],[175079,240104],[182188,248738],[182205,320166],[185201,252007],[185436,253807],[187769,254641],[188307,264405],[190475,258992],[190492,329042],[192173,259320],[192243,330990],[198391,266104],[208667,277594],[208684,349391],[214372,283939],[214442,356294],[217307,287409],[217675,287557],[217842,289289],[222317,292199],[222552,293999],[223087,364955],[224885,294833],[233515,304308],[233532,376105],[240573,312916],[240590,382966],[242271,313244],[242341,384914],[248489,320028],[251556,323576],[251619,323367],[256289,328097],[256657,328245],[256824,329977],[256887,399731],[266573,339872],[266590,408966],[268271,340200],[268341,410914],[274777,346619],[275012,348419],[275547,417415],[277345,349253],[291748,364022],[291811,363813],[301491,373333],[301726,375133],[302261,442263],[304059,375967],[310213,382021],[310581,382169],[310748,383901],[310811,449829],[326871,398344],[337169,408021],[337537,408169],[337704,409901],[337767,473141],[346168,416482],[346231,416273],[362592,432184],[362960,432332],[372882,441330],[372945,441121],[397893,464249],[397956,464040]
   ]
cell #1479 :
  |C| = 126
  W-rep = phi[[3, 1, 1],[1, 1]]
  special rep = phi[[3, 1, 1],[1, 1]] , dim = 126
  orbit = [6, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [126178],[127094],[154410],[154524],[158886],[184656],[189092],[189206],[190008],[190163],[205836],[221772],[222586],[222702],[230684],[239190],[239304],[240106],[240261],[254643],[256909],[257023],[265190],[265304],[266106],[266261],[274232],[275046],[275162],[287559],[290074],[290188],[294835],[294990],[300946],[301760],[301876],[310833],[310947],[320030],[320185],[323090],[323369],[323775],[326326],[328247],[329061],[330876],[330992],[337789],[337903],[349255],[349410],[356180],[356296],[358969],[359601],[359976],[363815],[364221],[364957],[366772],[366886],[375969],[376124],[382171],[382985],[384800],[384916],[391713],[391827],[394598],[395121],[395131],[399079],[399454],[399733],[400139],[408171],[408985],[410800],[410916],[416275],[416681],[417417],[419232],[419346],[429383],[432334],[432951],[432961],[433583],[441123],[441529],[442265],[444080],[444194],[449177],[449552],[449831],[450237],[464042],[464448],[464963],[465496],[472489],[472864],[473143],[473549],[479901],[479911],[480533],[493825],[494200],[501363],[501373],[501995],[508125],[508658],[520849],[520859],[527505],[528038],[543676],[544954],[564964]
   ]
cell #1480 :
  |C| = 126
  W-rep = phi[[3, 1, 1],[1, 1]]
  special rep = phi[[3, 1, 1],[1, 1]] , dim = 126
  orbit = [6, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [216261],[217174],[222956],[251361],[251481],[256156],[257234],[275416],[287049],[291553],[291673],[292466],[292729],[302130],[310080],[311158],[327737],[328516],[331246],[337036],[338114],[345973],[346093],[346886],[347149],[356550],[362459],[364447],[366556],[367097],[372687],[372807],[373600],[373863],[381661],[382440],[385170],[392038],[395561],[397698],[397818],[401629],[401937],[402200],[407661],[408440],[411170],[416907],[419016],[419557],[426060],[426323],[429279],[429655],[429787],[431824],[433391],[434857],[435359],[435648],[441755],[443864],[444405],[451727],[452035],[452298],[458538],[461485],[462034],[462129],[465235],[465367],[466689],[467404],[475039],[475347],[475610],[480341],[481807],[482309],[482598],[488705],[491628],[491922],[492038],[494866],[494961],[496112],[501803],[503269],[503771],[504060],[508397],[508529],[509851],[510566],[519284],[521289],[521632],[521748],[527777],[527909],[529231],[529946],[533770],[533865],[535016],[545226],[545358],[545632],[550924],[551019],[552170],[555990],[556106],[566233],[566328],[570862],[570978],[575338],[584010],[584126],[587955],[598396],[598997],[610766]
   ]
cell #1481 :
  |C| = 315
  W-rep = phi[[2, 2, 1],[1, 1]]+phi[[2, 1, 1],[2, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [116341],[118300],[135721],[142235],[142343],[151176],[161142],[163697],[163805],[171121],[172512],[178883],[180950],[181927],[190414],[191601],[194433],[195824],[202682],[203869],[208092],[208406],[210647],[210755],[213072],[222754],[223016],[224253],[227530],[228717],[232940],[235736],[235998],[237235],[238926],[240512],[241699],[244531],[245922],[258931],[261736],[261998],[263235],[266512],[267699],[270561],[270823],[273498],[275214],[275476],[276713],[279990],[281177],[285400],[294201],[294463],[295241],[297275],[297537],[301928],[302190],[303427],[306217],[306257],[309274],[312855],[315660],[315922],[317159],[320436],[321623],[330236],[331044],[331306],[333173],[333213],[339811],[342235],[348621],[348883],[349661],[351695],[351957],[356348],[356610],[357847],[365009],[366078],[368949],[375335],[375597],[376375],[384160],[384968],[385230],[387097],[387137],[410160],[410968],[411230],[417469],[418538],[421409],[442317],[443386],
     [27365,257083],[37735,292525],[44077,311007],[50525,328503],[50702,257345],[54539,337963],[58482,346945],[65412,291660],[66286,292485],[67656,366946],[71099,373659],[75644,382427],[75821,311269],[79658,391887],[81983,251468],[83942,137680],[84050,256175],[85027,191493],[85527,400199],[86626,401996],[90516,408427],[90693,338225],[95118,346080],[95992,346905],[97362,419406],[100805,426119],[103331,156811],[103439,217193],[105756,222208],[107381,433964],[108501,435635],[108678,367208],[112272,372794],[113146,373619],[114516,444254],[118408,310099],[119385,241591],[119885,450297],[120984,452094],[124874,458525],[125051,392149],[127959,185092],[129350,397805],[130826,465354],[131751,465492],[132282,330498],[133550,401956],[137788,337055],[138765,267591],[139265,473609],[140364,475406],[144660,274668],[146285,480914],[147405,482585],[147582,419668],[152050,426079],[155732,429774],[156919,362478],[158252,494754],[158514,433410],[159489,366038],[161456,233254],[166122,301382],[167747,502376],[168867,504047],[169044,444516],[173988,508516],[174913,508654],[175444,384422],[176712,452054],[185638,461922],[185900,395580],[187137,326762],[188566,399420],[188828,264926],[189784,401131],[197300,527896],[198225,528034],[198756,410422],[200024,475366],[205202,533658],[205464,480360],[206439,418498],[218101,359942],[218363,289810],[219949,545345],[221038,300212],[221078,433271],[230050,550812],[230312,501822],[231287,443346],[238664,449518],[239882,451229],[252293,325592],[252333,395441],[254009,566121],[254271,521308],[255350,336230],[264664,472830],[265882,474541],[273538,480221],[287815,361653],[289548,494166],[300252,501683],[325632,521169]
   ]
cell #1482 :
  |C| = 245
  W-rep = phi[[2, 2, 1],[2]]+phi[[2, 2],[2, 1]]
  special rep = phi[[2, 2],[2, 1]] , dim = 140
  orbit = [4, 4, 4, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [152328],[176990],[182044],[208523],[213809],[214252],[237972],[239043],[242151],[247846],[263972],[270940],[272857],[273957],[284746],[297654],[299571],[306676],[309235],[317896],[320353],[320884],[333632],[342196],[349578],[352074],[353991],[356491],[368910],[385111],[387556],[391760],[419279],[421370],[449599],
     [27461,257501],[36974,291066],[44173,311425],[48269,324173],[49602,326987],[54635,338381],[57721,345486],[63448,360137],[65201,290841],[66564,160757],[70338,372200],[73388,378097],[74721,380911],[81329,252510],[81772,323948],[83135,397211],[85144,190620],[88260,404097],[89593,406911],[93154,412597],[94907,345261],[96270,207707],[102700,287986],[104533,431074],[106493,221255],[106936,223156],[108299,435041],[110308,437445],[112061,371975],[113424,232555],[115687,306434],[116130,377872],[119502,240718],[122618,454195],[127417,461999],[129139,396986],[131274,255521],[133107,466654],[133828,200302],[135067,333390],[135510,403872],[138882,266718],[141604,342406],[145397,273715],[145840,275616],[147203,481991],[149212,484395],[154835,429614],[159209,494831],[160488,366255],[160931,434816],[161573,233371],[163066,369120],[166859,300429],[167302,302330],[168665,503453],[174436,309445],[176269,509816],[178229,387314],[178672,453970],[184703,395402],[187874,325809],[188945,265043],[189517,465194],[190331,330615],[190862,401302],[192053,268151],[197748,336401],[199581,529196],[206159,533735],[207438,418715],[207881,481766],[210016,421580],[218480,289927],[220397,361824],[221497,300671],[221819,433232],[222897,366497],[231007,550889],[232286,443563],[232729,503228],[239615,508356],[240429,384539],[240960,451400],[252752,326051],[254966,566198],[255311,336191],[256956,401092],[265615,527736],[266429,410539],[266960,474712],[274279,480182],[275357,418957],[287776,361614],[290499,545185],[295158,376292],[300993,501644],[302071,443805],[310880,451190],[326373,521130],[331187,411111],[337836,474502],[360023,494247],[366819,444127],[399501,472911]
   ]
cell #1483 :
  |C| = 126
  W-rep = phi[[3, 1, 1],[1, 1]]
  special rep = phi[[3, 1, 1],[1, 1]] , dim = 126
  orbit = [6, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [80368],[81216],[102487],[102604],[106380],[127076],[131061],[131178],[131909],[132041],[145284],[158868],[159644],[159755],[166746],[174223],[174340],[175071],[175203],[187761],[189990],[190107],[197535],[197652],[198383],[198515],[205818],[206594],[206705],[217667],[220184],[220301],[224877],[225009],[230666],[231442],[231553],[240088],[240205],[248481],[248613],[251194],[251524],[251970],[254625],[256649],[257481],[259283],[259394],[266088],[266205],[277337],[277469],[283902],[284013],[286336],[287113],[287541],[291716],[292162],[292959],[294817],[294934],[304051],[304183],[310573],[311405],[313207],[313318],[320012],[320129],[322614],[323288],[323302],[327801],[328229],[328559],[329005],[337529],[338361],[340163],[340274],[346136],[346582],[347379],[349237],[349354],[359500],[362952],[363734],[363748],[364511],[372850],[373296],[374093],[375951],[376068],[381725],[382153],[382483],[382929],[397861],[398307],[398978],[399666],[407725],[408153],[408483],[408929],[416194],[416208],[416971],[431888],[432316],[441042],[441056],[441819],[449076],[449764],[463961],[463975],[472388],[473076],[491883],[493724],[519226]
   ]
cell #1484 :
  |C| = 245
  W-rep = phi[[2, 2, 1],[2]]+phi[[2, 2],[2, 1]]
  special rep = phi[[2, 2],[2, 1]] , dim = 140
  orbit = [4, 4, 4, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [182313],[208792],[214293],[242192],[247887],[248363],[272898],[273998],[277219],[283236],[299612],[306717],[308659],[309769],[320925],[333673],[335615],[342730],[345299],[354032],[356532],[357074],[369444],[377910],[385152],[387597],[389539],[392035],[403910],[419554],[421904],[426057],[452032],[454008],[480338],
     [38162,293811],[49871,327289],[58909,348231],[63717,360439],[65242,363072],[71526,374945],[74990,381213],[81813,395664],[83828,327001],[85413,191879],[89862,407213],[93423,412899],[94948,415532],[102741,288171],[103217,360151],[104802,431376],[106977,224000],[110577,437747],[112102,440380],[116171,445762],[118186,380925],[119771,241977],[127186,324279],[129180,463299],[131315,255706],[131791,258293],[133376,466956],[135551,469074],[137566,406925],[139151,267977],[141645,342591],[142121,412611],[145881,276460],[149481,484697],[154876,492057],[156697,431088],[158978,291172],[160972,496131],[161842,233640],[163107,369305],[163583,437459],[167343,303174],[170348,378203],[174477,309630],[174953,312217],[176538,510118],[178713,512236],[184978,462013],[189558,521767],[190903,401487],[191379,466668],[192094,268192],[193660,404203],[197789,336586],[198265,339173],[199850,529498],[205928,345592],[207922,535035],[210057,421765],[210533,484409],[217171,429652],[220438,362009],[221538,300712],[222094,494845],[222938,366538],[223480,435147],[224759,303933],[230776,372306],[232770,552189],[239656,556125],[241001,451585],[241477,509830],[243758,454301],[252793,326092],[254735,397317],[255845,336725],[256153,465232],[257231,401626],[265656,570997],[267001,474897],[267477,529210],[274554,533749],[275398,418998],[275940,482097],[288310,362148],[290540,584145],[290879,372013],[292463,434854],[301268,550903],[302112,443846],[302654,503559],[310077,508394],[311155,451724],[323986,397024],[326648,566212],[331228,411152],[337033,527774],[338111,475036],[346883,481804],[362456,545223],[367094,444402],[373597,503266],[395558,521286],[401934,475344],[433388,501800]
   ]
cell #1485 :
  |C| = 175
  W-rep = phi[[2, 2, 2],[1]]+phi[[2, 1],[2, 2]]
  special rep = phi[[2, 1],[2, 2]] , dim = 140
  orbit = [4, 4, 3, 3]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 140
     105 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [61428],[76630],[78849],[78954],[94158],[94263],[95304],[99855],[111312],[111417],[115851],[116527],[117304],[118238],[135231],[135907],[136684],[141657],[141812],[142173],[144440],[150216],[150321],[160652],[163119],[163274],[163635],[170400],[170901],[178393],[179069],[179846],[183048],[183153],[190915],[191070],[193712],[194213],[201576],[207602],[210069],[210224],[210585],[213973],[214649],[215426],[223532],[226424],[232450],[238136],[241013],[241168],[242548],[243810],[244311],[247899],[248054],[248415],[257825],[264136],[267013],[267168],[272910],[273065],[275992],[277271],[278884],[283288],[283789],[284910],[299624],[299779],[302706],[306729],[308711],[309821],[311749],[313094],[318060],[319330],[320937],[321092],[333685],[335667],[338705],[342782],[344710],[345810],[354044],[354199],[357126],[369496],[371424],[378421],[380952],[387609],[389591],[392629],[404421],[412638],[421956],[423884],[437486],[454519],[484436],
     [51511,91502],[65598,112458],[82169,129536],[83880,137618],[103269,156749],[105536,165902],[107333,161328],[127238,185030],[127739,186917],[131843,191431],[146237,208278],[154626,217443],[159030,222146],[159531,224033],[167699,233126],[175005,241529],[189308,256425],[192450,268548],[198317,267529],[205980,274606],[206481,276493],[224811,303985],[230828,301320],[231329,303207],[239406,310349],[254787,326700],[255897,336777],[259170,340050],[265406,337305],[288362,362200],[290290,362728],[291390,372524],[324497,397535],[327028,406952],[360178,431115]
   ]
cell #1486 :
  |C| = 126
  W-rep = phi[[3, 1, 1],[1, 1]]
  special rep = phi[[3, 1, 1],[1, 1]] , dim = 126
  orbit = [6, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [153612],[154567],[159973],[184558],[184699],[189249],[190305],[206923],[217129],[221674],[221815],[222629],[222893],[231771],[239347],[240403],[256111],[256952],[259612],[265347],[266403],[274134],[274275],[275089],[275353],[284231],[290231],[292421],[294577],[295132],[300848],[300989],[301803],[302067],[310035],[310876],[313536],[320327],[323818],[326228],[326369],[330589],[330919],[331183],[336991],[337832],[340492],[346841],[348997],[349552],[356223],[356487],[359364],[359859],[360019],[362414],[364264],[365955],[366493],[366815],[373555],[375711],[376266],[384513],[384843],[385107],[391756],[394627],[395398],[395516],[399337],[399497],[401088],[401892],[410513],[410843],[411107],[416724],[418415],[418953],[419275],[426015],[428974],[429412],[429588],[433228],[433346],[434790],[441572],[443263],[443801],[444123],[449435],[449595],[451186],[451990],[461824],[464491],[464992],[465168],[472747],[472907],[474498],[475302],[480178],[480296],[481740],[494083],[494243],[494656],[501640],[501758],[503202],[508154],[508330],[521126],[521244],[527534],[527710],[533560],[544983],[545159],[550714],[564993],[566023],[583185]
   ]
cell #1487 :
  |C| = 315
  W-rep = phi[[2, 2, 1],[1, 1]]+phi[[2, 1, 1],[2, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [72831],[74691],[87703],[92720],[93124],[107742],[109874],[110278],[115657],[122061],[132186],[132673],[135037],[146646],[148778],[149182],[151771],[159793],[159948],[160458],[168108],[173107],[175348],[175835],[178199],[181610],[182014],[196419],[198660],[199147],[202763],[204529],[206743],[206898],[207408],[208493],[213779],[215058],[225154],[227611],[229377],[231591],[231746],[232256],[235745],[236087],[237942],[239013],[246517],[248758],[249245],[259012],[259432],[259587],[261745],[262087],[263942],[270570],[270910],[273411],[277614],[280071],[281837],[284051],[284206],[284716],[292997],[294210],[294552],[297284],[297624],[304328],[306130],[306249],[309186],[312936],[313356],[313511],[315669],[316011],[317866],[330245],[333086],[333205],[339892],[340312],[340467],[342147],[347417],[348630],[348972],[351704],[352044],[366070],[368861],[374131],[375344],[375686],[384169],[387010],[387129],[410169],[418530],[421321],[443378],
     [27366,190152],[37744,222688],[44078,240250],[47712,184681],[49572,89563],[50606,256934],[50711,190301],[54540,266250],[58491,275148],[63014,154563],[63418,104503],[66007,221797],[66375,222625],[67657,294979],[71108,301862],[75725,310858],[75830,240399],[79659,320174],[81299,127387],[84710,189245],[85114,133077],[85528,329050],[86635,330978],[90597,337814],[90702,266399],[95713,274257],[96081,275085],[97363,349399],[100814,356282],[106463,159179],[107390,364943],[108582,366797],[108687,295128],[112867,300971],[113235,301799],[114517,376113],[119068,239343],[119472,176239],[119886,382974],[120993,384902],[124955,391738],[125060,320323],[129945,326351],[130907,399479],[131760,399656],[132291,330585],[133639,330915],[138448,265343],[138852,199551],[139266,408974],[140373,410902],[145367,206129],[146294,417403],[147486,419257],[147591,349548],[152139,356219],[155813,360001],[157579,290227],[158261,433075],[158603,364260],[159498,365951],[161543,233341],[166829,230977],[167756,442251],[168948,444105],[169053,376262],[174069,449577],[174922,449754],[175453,384509],[176801,384839],[185647,395245],[185989,323814],[187844,254936],[188575,399333],[188915,265013],[189776,401043],[197381,472889],[198234,473066],[198765,410509],[200113,410839],[205211,480025],[205553,416720],[206448,418411],[218110,359855],[218450,289897],[220030,494225],[220951,300125],[221070,433183],[230059,501487],[230401,441568],[231296,443259],[238673,449431],[239874,451141],[252206,325505],[252325,395353],[254018,520973],[254360,464487],[255262,336142],[264673,472743],[265874,474453],[273530,480133],[287727,361565],[289557,494079],[300244,501595],[325624,521081]
   ]
cell #1488 :
  |C| = 245
  W-rep = phi[[2, 2, 1],[2]]+phi[[2, 2],[2, 1]]
  special rep = phi[[2, 2],[2, 1]] , dim = 140
  orbit = [4, 4, 4, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [79670],[97374],[100657],[120836],[124120],[124854],[143606],[144946],[147385],[151156],[165068],[171407],[172492],[173968],[194719],[195804],[202662],[204991],[212018],[227510],[235525],[244817],[245902],[249848],[261525],[279970],[284295],[285380],[313600],[315449],[320416],[349641],[356137],[384757],[416067],
     [27377,85991],[37587,107508],[44089,120349],[49771,130673],[50505,132353],[54551,139729],[58334,146412],[63617,155579],[65392,158283],[66264,160135],[67668,114528],[70951,167874],[74890,173835],[75624,175515],[81963,185669],[83955,188327],[84028,188592],[86478,140216],[89762,197147],[90496,198827],[93323,202529],[95098,205233],[95970,207085],[103344,217862],[103417,218127],[104702,219796],[105663,220902],[106042,166408],[108481,168847],[110477,227377],[112252,230081],[113124,231933],[116321,235767],[118313,238425],[118386,238690],[127866,252157],[128245,187423],[129330,254040],[130806,197280],[133276,258778],[135701,261767],[137693,264425],[137766,264690],[142248,270322],[142321,270587],[144567,273362],[149381,279837],[155712,219929],[156824,289309],[156897,289574],[158041,229839],[160037,224539],[161122,294232],[163710,297036],[163783,297301],[166029,300076],[171028,306081],[176438,312702],[178863,315691],[185105,323596],[185427,253798],[187044,325456],[190394,258911],[191506,329997],[191579,330262],[194340,333037],[199750,339658],[206987,276999],[208072,348652],[210660,351456],[210733,351721],[217298,287400],[217570,359806],[222221,364042],[222543,293990],[224160,365902],[231835,303713],[232920,375366],[240492,312835],[241604,383921],[241677,384186],[244438,386961],[256280,328088],[256552,399284],[259676,340556],[266492,339791],[267604,409921],[267677,410186],[274681,416502],[275003,348410],[276620,418362],[295221,376355],[301395,441350],[301717,375124],[303334,443210],[310204,382012],[310476,449382],[326775,464269],[330833,410757],[337160,408012],[337432,472694],[362583,432175],[362855,494030],[363607,440915],[396199,463834]
   ]
cell #1489 :
  |C| = 245
  W-rep = phi[[2, 2, 1],[2]]+phi[[2, 2],[2, 1]]
  special rep = phi[[2, 2],[2, 1]] , dim = 140
  orbit = [4, 4, 4, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [152318],[176980],[181947],[208426],[213092],[214148],[237255],[238946],[242047],[247083],[263255],[270843],[272094],[273853],[297557],[298808],[306572],[309223],[317179],[333528],[342184],[351977],[353228],[357867],[368898],[387452],[392169],[393420],[419688],[421358],[426434],[452409],[458474],[482534],[508077],
     [66554,160747],[85047,190610],[85565,257502],[96260,207697],[105776,221245],[105842,291067],[106832,223155],[113414,232545],[119405,240708],[119923,311426],[127979,252500],[128045,324174],[130438,326988],[130511,255520],[133818,200292],[138785,266708],[139303,338382],[144680,273705],[144746,345487],[145736,275615],[155344,360138],[155417,287985],[158100,290840],[161476,233274],[166142,300419],[166208,372201],[167198,302329],[171141,306424],[171207,378098],[173600,380912],[173673,309444],[185486,323947],[187157,325799],[187223,397212],[188848,264946],[191949,268047],[194453,333380],[194519,404098],[196912,406912],[196985,336400],[202294,412598],[202367,342405],[205050,345260],[218383,289830],[219561,431075],[219634,361823],[221393,300567],[224273,366245],[224339,435042],[227142,437446],[227215,369119],[229898,371974],[235584,377871],[244551,387304],[244617,454196],[251889,462000],[252648,325947],[253857,396985],[255299,336179],[257365,330518],[258543,466655],[258616,401301],[261584,403871],[276733,418705],[276799,481992],[279602,484396],[279675,421579],[287459,429613],[287764,361602],[292081,494832],[292840,366393],[294049,434815],[303447,443553],[303513,503454],[311289,384442],[312467,509817],[312540,451399],[315508,453969],[323437,395390],[328147,465193],[328452,401080],[338245,410442],[339423,529197],[339496,474711],[346501,533736],[347260,418853],[348469,481765],[363883,433220],[367228,444536],[373215,550890],[373974,443701],[375183,503227],[382071,508355],[382376,451178],[398226,566199],[402311,475721],[408071,527735],[408376,474490],[416343,480170],[432234,545184],[435584,503996],[441191,501632],[464110,521118],[464915,527457],[492622,544906]
   ]
cell #1490 :
  |C| = 315
  W-rep = phi[[2, 1],[3, 1]]+phi[[2],[3, 2]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [72919],[85983],[87791],[92766],[107830],[107896],[109920],[115387],[115722],[120341],[122149],[132418],[132719],[134767],[135102],[139721],[140773],[141317],[146734],[146800],[148824],[158348],[160188],[160523],[162235],[162779],[165738],[168196],[168262],[169478],[170028],[175580],[175881],[177929],[178264],[185734],[186295],[188645],[190575],[192790],[193340],[196573],[198892],[199193],[200662],[205298],[207138],[207473],[209185],[209729],[218180],[218765],[221210],[225510],[229122],[230146],[231986],[232321],[235832],[236393],[238743],[240673],[242888],[243438],[252465],[253029],[254105],[260432],[261832],[262393],[264743],[266673],[270640],[271225],[273670],[277970],[289052],[289627],[294297],[297354],[297939],[300384],[306389],[306953],[315756],[316317],[325764],[329740],[330315],[333345],[333909],[348717],[351774],[352359],[366210],[375431],[383664],[384239],[387269],[387833],[409664],[410239],[418670],[440198],[443518],
     [33831,151859],[42887,173195],[45986,181656],[53349,196507],[56119,203510],[57028,204575],[60840,213509],[60943,213844],[68736,228358],[69645,229423],[72985,236819],[73988,237672],[74091,238007],[78468,246605],[78755,247559],[87857,262819],[88860,263672],[88963,264007],[92225,269254],[92465,271057],[92899,271675],[94064,272570],[98442,280818],[99351,281883],[101350,215146],[109379,295968],[109619,297771],[110053,298389],[111218,299284],[114892,304876],[115137,305044],[115403,306815],[122215,316743],[123218,317596],[123321,317931],[124790,182883],[125699,249291],[128852,325193],[134272,331832],[134517,332000],[134783,333771],[140789,340993],[141288,342811],[144276,212688],[148283,350388],[148523,352191],[148957,352809],[150122,353704],[151925,215212],[152928,284446],[153031,284781],[156133,361137],[156378,361305],[162251,367707],[162750,369525],[169449,376731],[172014,379117],[173261,246671],[177434,385756],[177679,385924],[177945,387695],[181115,318667],[181355,248990],[182954,320597],[186311,396563],[192761,402731],[195326,405117],[203083,413597],[203328,413765],[204034,344047],[204274,281582],[209201,420167],[209700,421985],[213014,282606],[213259,354804],[218736,430630],[227931,438445],[228176,438613],[228882,370761],[234432,314356],[236409,446661],[237177,308029],[237422,379688],[242859,452829],[245424,455215],[262409,469973],[263177,334985],[263422,405688],[270065,343472],[271196,477580],[280391,485395],[280636,485563],[281342,423221],[296779,370186],[297910,499042],[316333,513135],[317101,388909],[317346,455786],[321788,460337],[351199,422646],[352330,537946],[357789,427891],[358034,490468],[391391,459762],[415350,487148]
   ]
cell #1491 :
  |C| = 245
  W-rep = phi[[2, 2, 1],[2]]+phi[[2, 2],[2, 1]]
  special rep = phi[[2, 2],[2, 1]] , dim = 140
  orbit = [4, 4, 4, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [214639],[242538],[248310],[277166],[282497],[283682],[307920],[309716],[312987],[318523],[334876],[342677],[343903],[345703],[369391],[370617],[378314],[380941],[388800],[404314],[412627],[421851],[423077],[427782],[437475],[454412],[458967],[460193],[483027],[484425],[489094],[510955],[516217],[535690],[555944],
     [107323,161318],[131738,191326],[132978,258297],[146227,208268],[158239,221341],[158394,291176],[159424,223926],[167689,233116],[174900,241424],[176140,312221],[185625,252596],[185780,324283],[188438,327068],[188501,255632],[192440,268538],[198212,267424],[199452,339177],[205189,273801],[205344,345596],[206374,276386],[217973,360218],[218036,288097],[220994,290929],[224706,303880],[230037,300515],[230192,372310],[231222,303100],[235723,306520],[235878,378207],[238536,380992],[238599,309556],[252249,324036],[253996,325895],[254151,397321],[255792,336672],[259063,339943],[261723,333476],[261878,404207],[264536,406992],[264599,336512],[270433,412678],[270496,342517],[273454,345349],[288257,362095],[289420,431155],[289483,361935],[291283,372417],[294188,366341],[294343,435151],[297147,437526],[297210,369231],[300168,372063],[306173,377960],[315647,387400],[315802,454305],[323707,462080],[324390,397428],[325548,397074],[327017,406941],[328945,401573],[330108,466735],[330171,401413],[333129,403960],[348608,418801],[348763,482101],[351567,484476],[351630,421691],[359898,429702],[360167,431104],[364153,494912],[364836,435258],[365994,434904],[375322,443649],[375477,503563],[382869,451671],[384032,509897],[384095,451511],[387053,454058],[395234,462029],[399376,465282],[399645,466684],[408869,474983],[410032,529277],[410095,474823],[416613,533816],[417296,482208],[418454,481854],[433064,494861],[436077,504489],[441461,550970],[442144,503670],[443302,503316],[449474,508444],[449743,509846],[464380,566279],[467793,530335],[472786,527824],[473055,529226],[480014,533765],[494122,545273],[496786,552844],[501476,550919],[520962,566228],[521586,570816],[544160,583964]
   ]
cell #1492 :
  |C| = 315
  W-rep = phi[[2, 1],[3, 1]]+phi[[2],[3, 2]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [170499],[191077],[193811],[201660],[223631],[223658],[226508],[234589],[234947],[236142],[241175],[243909],[257552],[257909],[260589],[260947],[262142],[267175],[268836],[269003],[269430],[276091],[276118],[278968],[291117],[293054],[293412],[295550],[295717],[296144],[299786],[302805],[302832],[304649],[311476],[311833],[314513],[314871],[316066],[324224],[324775],[324942],[327232],[329105],[331605],[335793],[338432],[338789],[345537],[347474],[347832],[349970],[350137],[350564],[360382],[360910],[363279],[371151],[372251],[374188],[374546],[378148],[378699],[378866],[381156],[383029],[385529],[395871],[397262],[402957],[404148],[404699],[404866],[407156],[409029],[412842],[413370],[415739],[430856],[431319],[435092],[437690],[438218],[440587],[445969],[454246],[454797],[454964],[463506],[466436],[466899],[469281],[482042],[484640],[485168],[496338],[503504],[509598],[510061],[512443],[528978],[529441],[535242],[550201],[552396],
     [99862,283387],[100034,355559],[117311,308810],[117483,380443],[123854,390756],[123898,319414],[136691,335766],[136863,406443],[141819,343567],[143182,413820],[143340,414715],[143384,344794],[150861,355201],[163281,370281],[164644,438668],[164802,439563],[164846,371508],[169796,445003],[170526,379164],[171574,446351],[172197,380085],[179853,389690],[180025,456541],[193108,468315],[193838,405164],[194886,469663],[195509,406085],[200929,476063],[200981,411757],[201303,413247],[202814,477346],[210231,422741],[211594,485618],[211752,486513],[211796,423968],[215433,357225],[215605,427006],[219083,492977],[225777,497525],[225829,436605],[226151,438095],[227662,498808],[233997,444880],[234163,504729],[243206,511477],[243936,455262],[244984,512825],[245607,456183],[248061,321099],[249582,459127],[249626,392713],[253296,520056],[253348,463084],[259997,468192],[260163,524109],[271543,531881],[273072,354206],[278237,536429],[278289,483555],[278611,485045],[280122,537712],[282684,487537],[283414,357252],[285085,426648],[288617,492854],[288783,544288],[298257,549035],[307220,554414],[307272,506246],[308107,506668],[308837,389717],[313921,511354],[314087,558467],[318735,457254],[319057,392356],[334176,569286],[334228,525626],[335063,526048],[343037,531758],[343203,573994],[344115,478269],[344437,423611],[352677,578741],[354609,424711],[369751,548912],[369917,586611],[370829,499731],[376957,453055],[379493,447360],[388100,594405],[388152,559984],[388987,560406],[405493,470672],[412379,477806],[422211,578618],[422377,607358],[423289,538635],[427969,582102],[437227,499268],[455591,513834],[460405,563799],[484177,538172],[490273,542408],[515969,563336],[533047,579907]
   ]
cell #1493 :
  |C| = 245
  W-rep = phi[[2, 2, 1],[2]]+phi[[2, 2],[2, 1]]
  special rep = phi[[2, 2],[2, 1]] , dim = 140
  orbit = [4, 4, 4, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [182303],[208782],[214191],[242090],[247126],[248256],[272137],[273896],[277112],[282443],[298851],[306615],[307866],[309662],[333571],[334822],[342623],[345287],[353271],[369337],[377898],[387495],[388746],[393463],[403898],[421797],[426477],[427728],[452452],[453996],[458913],[482973],[488678],[510539],[533513],
     [85403,191869],[106875,223990],[107449,293812],[119761,241967],[130554,255696],[130614,327290],[131684,258292],[139141,267967],[145779,276450],[146353,348232],[155460,288161],[155520,360440],[158111,363073],[158185,291171],[161832,233630],[167241,303164],[167815,374946],[173716,309620],[173776,381214],[174846,312216],[185497,395665],[185571,324278],[188416,327000],[191992,268090],[197028,336576],[197088,407214],[198158,339172],[202410,342581],[202470,412900],[205061,415533],[205135,345591],[217951,360150],[219677,361999],[219737,431377],[221436,300610],[224652,303826],[227258,369295],[227318,437748],[229909,440381],[229983,372305],[235595,445763],[235669,378202],[238514,380924],[252691,325990],[253868,463300],[253942,397316],[255738,336618],[258659,401477],[258719,466957],[261595,469075],[261669,404202],[264514,406924],[270411,412610],[279718,421755],[279778,484698],[287470,492058],[288203,362041],[289398,431087],[290867,372001],[292883,366436],[294060,496132],[294134,435146],[297125,437458],[312583,451575],[312643,510119],[315519,512237],[315593,454300],[323685,462012],[323974,397012],[328158,521768],[328891,401519],[330086,466667],[339539,474887],[339599,529499],[347303,418896],[348480,535036],[348554,482096],[351545,484408],[359669,429640],[364131,494844],[364420,434842],[374017,443744],[375194,552190],[375268,503558],[382082,556126],[382815,451617],[384010,509829],[399147,465220],[402354,475764],[408082,570998],[408815,474929],[410010,529209],[416591,533748],[416880,481792],[432245,584146],[436023,504435],[441439,550902],[441728,503254],[449245,508382],[464358,566211],[467377,529919],[472557,527762],[493893,545211],[494609,550667],[519870,565976]
   ]
cell #1494 :
  |C| = 245
  W-rep = phi[[2, 1],[2, 2]]+phi[[1, 1],[3, 2]]
  special rep = phi[[2, 1],[2, 2]] , dim = 140
  orbit = [4, 4, 3, 3]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [196126],[225932],[253451],[259921],[288541],[293643],[295453],[323528],[324678],[329229],[348063],[359714],[363974],[365124],[374777],[383153],[399192],[406674],[409153],[416434],[417584],[439687],[441282],[442432],[449290],[464201],[468439],[471126],[472602],[493101],[493938],[497709],[520240],[524094],[544273],
     [124035,318438],[143521,343818],[151083,282369],[151478,214765],[164983,370532],[170663,377609],[172419,307792],[172814,246224],[180830,247186],[193975,403609],[195731,334748],[201084,278392],[201643,412129],[201903,341890],[203749,272197],[211933,422992],[223795,434553],[226491,436977],[226751,368604],[228597,298911],[233921,313845],[234927,377452],[235178,307375],[244073,453707],[245829,388672],[249763,460108],[257892,466186],[258152,400786],[260927,403452],[261178,334331],[268739,349873],[269554,342961],[269684,412174],[276255,481503],[278951,483927],[279211,421064],[281057,353331],[283551,488389],[285307,427654],[293392,434396],[296268,369675],[296398,437022],[302969,502965],[305303,378602],[308974,507520],[311816,509348],[312076,450884],[314851,453550],[315102,388255],[319397,515719],[319657,458180],[321503,393523],[329359,466231],[332259,404602],[335930,526900],[338772,528728],[339032,474196],[344777,532797],[345037,479195],[347812,481346],[350688,422135],[350818,483972],[355539,488232],[355790,427237],[357389,541869],[371491,549951],[371751,500657],[374526,502808],[378488,554228],[380423,507363],[380674,456772],[383283,509393],[386183,454700],[389854,561258],[390880,459251],[391010,515764],[392696,563086],[392956,517358],[404488,569100],[406423,526743],[409283,528773],[413180,532005],[414839,486637],[414969,532842],[423951,579657],[424211,539561],[425165,489382],[426986,541712],[438028,549159],[439817,549996],[445127,511601],[446223,554598],[447814,514288],[454586,594219],[456521,561101],[459381,563131],[469535,569470],[476247,536613],[476817,573979],[484978,578865],[486767,579702],[498279,586596],[504714,558452],[512697,594589],[537183,607343]
   ]
cell #1495 :
  |C| = 175
  W-rep = phi[[2, 2, 2],[1]]+phi[[2, 1],[2, 2]]
  special rep = phi[[2, 1],[2, 2]] , dim = 140
  orbit = [4, 4, 3, 3]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 140
     105 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [152028],[176690],[180855],[180928],[203774],[203847],[205442],[212979],[228622],[228695],[235203],[235976],[237142],[238455],[261203],[261976],[263142],[269758],[270030],[270352],[273350],[281082],[281155],[293668],[296472],[296744],[297066],[305530],[306069],[315127],[315900],[317066],[321528],[321601],[329433],[329705],[332486],[333025],[341567],[348088],[350892],[351164],[351486],[355815],[356588],[357754],[365351],[368281],[374802],[380699],[383357],[383629],[385208],[386410],[386949],[391084],[391356],[391678],[400463],[406699],[409357],[409629],[415043],[415315],[417811],[419197],[420741],[425392],[425931],[427262],[439891],[440163],[442659],[446297],[448041],[449003],[450561],[451906],[456797],[457857],[459455],[459727],[469609],[471353],[473873],[477314],[478872],[479760],[486841],[487113],[489609],[498776],[500334],[505777],[507769],[512771],[514515],[517035],[525157],[531218],[537680],[539238],[548372],[559515],[578078],
     [133528,200002],[158492,230290],[185878,254249],[188357,264455],[217892,289339],[220890,300064],[222994,294441],[251606,323626],[252145,325444],[256874,330027],[275454,348861],[287147,359794],[291798,364072],[292337,365890],[302168,375575],[310798,383951],[327835,399272],[331284,411208],[337754,409951],[346218,416532],[346757,418350],[366737,444045],[372932,441380],[373471,443198],[381759,449370],[397943,464299],[398905,472315],[401808,475218],[407759,472682],[430364,493651],[431922,494018],[432810,501222],[462615,520708],[464607,527149],[492314,544598]
   ]
cell #1496 :
  |C| = 245
  W-rep = phi[[2, 1],[2, 2]]+phi[[1, 1],[3, 2]]
  special rep = phi[[2, 1],[2, 2]] , dim = 140
  orbit = [4, 4, 3, 3]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [263631],[295927],[325152],[331552],[360857],[365598],[367425],[395304],[396281],[400335],[418058],[429529],[433134],[434111],[442906],[450433],[465109],[471600],[473745],[480084],[481061],[500206],[501546],[502523],[508271],[521032],[524316],[526458],[527651],[544495],[545100],[547896],[565600],[568315],[583517],
     [180846,318451],[203765,343831],[212965,354595],[213468,284405],[228613,370545],[235194,377622],[237128,379479],[237631,317555],[246974,318626],[261194,403622],[263128,405479],[269213,350347],[269657,412214],[270016,412365],[271985,344006],[281073,423005],[293659,434566],[296371,437062],[296730,437213],[298699,370720],[304596,385476],[305429,445402],[305777,379076],[315118,453720],[317052,455577],[321519,460121],[329332,466271],[329691,466422],[332385,468714],[332733,405076],[340711,419885],[341439,413317],[341466,476479],[348079,481516],[350791,484012],[351150,484163],[353119,423180],[355806,488402],[357740,490259],[365250,495771],[368153,438165],[368180,497941],[374793,502978],[377167,446379],[380690,507533],[383256,509433],[383615,509584],[386309,511876],[386657,455174],[390983,515804],[391342,515955],[393311,460296],[400362,522526],[403167,469691],[406690,526913],[409256,528813],[409615,528964],[414942,532882],[415301,533033],[417710,534675],[420613,485115],[420640,536845],[425291,540450],[425639,489856],[427253,541882],[439790,550036],[440149,550187],[442558,551829],[445682,554638],[447940,555390],[448288,514762],[450460,556884],[453265,512853],[456788,561271],[457729,516907],[457756,562009],[459354,563171],[459713,563322],[468994,569510],[471252,570262],[473772,571756],[476761,574201],[478744,539110],[478771,574806],[486740,579742],[487099,579893],[487947,541427],[489508,581535],[498223,586818],[500233,587423],[504936,558674],[505288,590719],[507078,560816],[512156,594629],[514414,595381],[516934,596875],[524668,601181],[530742,577602],[530808,604264],[537127,607565],[539137,608170],[547962,612731],[553443,593434],[559026,617893],[577668,625834]
   ]
cell #1497 :
  |C| = 245
  W-rep = phi[[2, 2, 1],[2]]+phi[[2, 2],[2, 1]]
  special rep = phi[[2, 2],[2, 1]] , dim = 140
  orbit = [4, 4, 4, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [125150],[147681],[152068],[176730],[180968],[181917],[203887],[205482],[208396],[213062],[228735],[236016],[237225],[238916],[262016],[263225],[270813],[273401],[281195],[297527],[306120],[315940],[317149],[321641],[333076],[351947],[356628],[357837],[385248],[387000],[392139],[419658],[425982],[451957],[479811],
     [50801,133466],[66304,160889],[75920,176628],[84068,188775],[85017,191264],[90792,199940],[96010,207839],[103457,218310],[105746,221279],[106830,223912],[108777,169143],[113164,232687],[118426,238873],[119375,241362],[127949,252534],[130429,255280],[130509,255618],[133568,200042],[137806,264873],[138755,267362],[142361,270770],[144650,273739],[145734,276372],[155335,287745],[155415,288083],[156937,289757],[158098,290843],[158532,230330],[161446,233244],[163823,297484],[166112,300453],[167196,303086],[171111,306458],[173591,309204],[173671,309542],[185484,323950],[185918,254289],[187127,325833],[188818,264916],[191619,330445],[194423,333414],[196903,336160],[196983,336498],[202285,342165],[202365,342503],[205048,345263],[210773,351904],[218353,289800],[219552,361583],[219632,361921],[220941,300115],[223034,294481],[224243,366279],[227133,368879],[227213,369217],[229896,371977],[235582,377874],[241717,384369],[244521,387338],[251880,395371],[252196,325495],[253855,396988],[257335,330488],[258534,401061],[258614,401399],[261582,403874],[267717,410369],[275494,348901],[276703,418739],[279593,421339],[279673,421677],[287198,359845],[287457,429616],[292072,433201],[292388,365941],[294047,434818],[302208,375615],[303417,443587],[311259,384412],[312458,451159],[312538,451497],[315506,453972],[327886,399323],[328145,465196],[331324,411248],[338215,410412],[339414,474471],[339494,474809],[346492,480151],[346808,418401],[348467,481768],[367198,444506],[373206,501613],[373522,443249],[375181,503230],[381810,449421],[382069,508358],[398217,521099],[401859,475269],[407810,472733],[408069,527738],[431973,494069],[432232,545187],[432861,501273],[462666,520759]
   ]
cell #1498 :
  |C| = 175
  W-rep = phi[[2, 2, 2],[1]]+phi[[2, 1],[2, 2]]
  special rep = phi[[2, 1],[2, 2]] , dim = 140
  orbit = [4, 4, 3, 3]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 140
     105 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [214146],[242045],[247001],[247081],[272012],[272092],[273851],[282356],[298726],[298806],[305804],[306570],[307779],[309221],[332760],[333526],[334735],[341618],[341877],[342182],[345245],[353146],[353226],[365625],[368332],[368591],[368896],[377359],[377856],[386684],[387450],[388659],[393338],[393418],[400514],[400773],[403359],[403856],[412087],[418085],[420792],[421051],[421356],[425666],[426432],[427641],[434303],[436935],[442933],[448315],[450612],[450871],[452407],[453457],[453954],[457908],[458167],[458472],[466144],[471627],[473924],[474183],[478923],[479182],[481253],[482532],[483885],[488139],[488636],[489883],[500385],[500644],[502715],[505828],[507270],[508075],[509306],[510497],[514789],[515677],[517086],[517345],[525208],[526650],[528686],[531524],[532755],[533471],[539289],[539548],[541619],[548678],[549909],[554186],[555728],[559566],[561008],[563044],[569058],[573650],[578384],[579615],[586267],[594177],[607014],
     [191947,268045],[221391,300565],[252646,325945],[255297,336177],[287762,361600],[290825,371959],[292838,366391],[323435,395388],[323932,396970],[328450,401078],[347258,418851],[359627,429598],[363881,433218],[364378,434800],[373972,443699],[382374,451176],[399105,465178],[402309,475719],[408374,474488],[416341,480168],[416838,481750],[435582,503994],[441189,501630],[441686,503212],[449203,508340],[464108,521116],[464913,527455],[467335,529877],[472515,527720],[492620,544904],[493851,545169],[494567,550625],[519828,565934],[521370,570600],[543944,583748]
   ]
cell #1499 :
  |C| = 175
  W-rep = phi[[2, 2],[2, 1]]+phi[[1],[3, 3]]
  special rep = phi[[2, 2],[2, 1]] , dim = 140
  orbit = [4, 4, 4, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 140
     105 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [132852],[160204],[176014],[188661],[190546],[199326],[207154],[218196],[221181],[223160],[229556],[232002],[238759],[240644],[252436],[255358],[255525],[263688],[264759],[266644],[270656],[273641],[275620],[287823],[287990],[289643],[290917],[295984],[297370],[299255],[300355],[302334],[306360],[309282],[309449],[324024],[325209],[325735],[330331],[331971],[333316],[336238],[336405],[342243],[342410],[345337],[351790],[361276],[361661],[361828],[365655],[366181],[367463],[368957],[369124],[372051],[377948],[384255],[387240],[395449],[396319],[397062],[400754],[401139],[401306],[403948],[410255],[418115],[418641],[421417],[421584],[429567],[429690],[433279],[434149],[434892],[442963],[443489],[450852],[451237],[451404],[454046],[465147],[465270],[471657],[474164],[474549],[474716],[480229],[481099],[481842],[500625],[501691],[502561],[503304],[508309],[508432],[521177],[526496],[527689],[527812],[545138],[545261],[547934],[565638],
     [181789,249424],[204708,282016],[213525,284462],[237688,317612],[247031,318683],[247530,320568],[269270,350404],[272042,344063],[272541,353675],[282337,354775],[298756,370777],[305015,385895],[305834,379133],[307760,379659],[332790,405133],[334716,405659],[340749,419923],[341858,413736],[353176,423237],[368572,438584],[377205,446417],[386714,455231],[388640,455757],[393368,460353],[403205,469729],[421032,485534],[425696,489913],[427622,490439],[448345,514819],[453303,512891],[458148,517326],[479163,539529],[487985,541465],[507116,560854],[530780,577640]
   ]
cell #1500 :
  |C| = 245
  W-rep = phi[[2, 1],[2, 2]]+phi[[1, 1],[3, 2]]
  special rep = phi[[2, 1],[2, 2]] , dim = 140
  orbit = [4, 4, 3, 3]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [335295],[367845],[396701],[402568],[430467],[434531],[436253],[461963],[462732],[466047],[481481],[492004],[494795],[495564],[502943],[509209],[521714],[526878],[528589],[533699],[534468],[549812],[550853],[551622],[556072],[566162],[568486],[570055],[570944],[583688],[584092],[585975],[598737],[600492],[610952],
     [247015,390162],[272026,414121],[282366,424511],[282916,356754],[298740,438969],[305818,445547],[307789,447160],[308339,389219],[318416,390329],[332774,468859],[334745,470472],[341131,420305],[341719,476517],[341887,476640],[343796,414288],[353160,485919],[365639,495916],[368433,497979],[368601,498102],[370510,439136],[376568,452666],[377449,505125],[377587,446799],[386698,512021],[388669,513634],[393352,517711],[400615,522564],[400783,522687],[403449,524505],[403587,470111],[411405,483203],[411990,477417],[412153,530908],[418099,534820],[420893,536883],[421061,537006],[422970,486086],[425680,540595],[427651,542208],[434393,546404],[436838,498879],[437001,548062],[442947,551974],[445195,505894],[448329,555535],[450713,556922],[450881,557045],[453547,558863],[453685,513273],[458009,562047],[458177,562170],[460086,517878],[466210,567170],[468507,525274],[471641,570407],[474025,571794],[474193,571917],[479024,574844],[479192,574967],[481343,576110],[483788,537783],[483951,577768],[488229,580559],[488367,541847],[489897,581680],[500486,587461],[500654,587584],[502805,588727],[506381,590757],[507360,591281],[507498,561236],[509372,592289],[511669,559632],[514803,595526],[515580,562947],[515743,596063],[517187,596913],[517355,597036],[525761,601219],[526740,601743],[528752,602751],[532002,604435],[532658,579518],[532821,604839],[539390,608208],[539558,608331],[540243,581328],[541709,609474],[549156,612902],[549975,613306],[553614,593605],[554577,615449],[555183,595174],[560119,617931],[561098,618455],[563110,619463],[569449,622125],[573358,606722],[573894,624055],[578862,626005],[579681,626409],[586511,629172],[590030,617204],[594568,632100],[607258,636522]
   ]
cell #1501 :
  |C| = 126
  W-rep = phi[[3, 1, 1],[1, 1]]
  special rep = phi[[3, 1, 1],[1, 1]] , dim = 126
  orbit = [6, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [154556],[159893],[184686],[189238],[190207],[206843],[216267],[217120],[221802],[222618],[222788],[231691],[239336],[240305],[251367],[256102],[256939],[259532],[265336],[266305],[274262],[275078],[275248],[284151],[290220],[291559],[292412],[293797],[295034],[300976],[301792],[301962],[310026],[310863],[313456],[320229],[323807],[326356],[329791],[330908],[331078],[336982],[337819],[340412],[345979],[346832],[348217],[349454],[356212],[356382],[359768],[360006],[362405],[364253],[365178],[365702],[366802],[372693],[373546],[374931],[376168],[383715],[384832],[385002],[391743],[395313],[395507],[397704],[399246],[399484],[400344],[401883],[409715],[410832],[411002],[416713],[417638],[418162],[419262],[426006],[429285],[429375],[429518],[433143],[433337],[434100],[441561],[442486],[443010],[444110],[449344],[449582],[450442],[451981],[461512],[461796],[464480],[464955],[465098],[472656],[472894],[473754],[475293],[480093],[480287],[481050],[491643],[493992],[494230],[494628],[501555],[501749],[502512],[508117],[508260],[521041],[521235],[527497],[527640],[533532],[544946],[545089],[550686],[564956],[565995],[583157]
   ]
cell #1502 :
  |C| = 315
  W-rep = phi[[2, 2, 1],[1, 1]]+phi[[2, 1, 1],[2, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [116342],[135722],[142342],[151177],[161143],[163804],[171109],[172513],[173589],[178884],[180949],[181915],[190415],[191600],[194421],[195825],[202283],[202683],[203868],[208093],[208394],[210754],[213060],[222755],[223015],[224241],[227131],[227531],[228716],[232941],[235737],[235997],[237223],[238914],[240513],[241698],[244519],[245923],[258932],[261737],[261997],[263223],[266513],[267698],[270560],[270811],[273399],[275215],[275475],[276701],[279591],[279991],[281176],[285401],[294202],[294462],[295242],[297274],[297525],[301929],[302189],[303415],[306118],[306248],[309185],[312856],[315661],[315921],[317147],[320437],[321622],[330235],[331045],[331305],[333074],[333204],[339812],[342146],[348622],[348882],[349662],[351694],[351945],[356349],[356609],[357835],[365010],[366069],[368860],[375336],[375596],[376376],[384159],[384969],[385229],[386998],[387128],[410159],[410969],[411229],[417470],[418529],[421320],[442318],[443377],
     [27369,257082],[37736,292516],[44081,311006],[50526,328414],[50701,257333],[54543,337962],[58483,346936],[65413,363845],[66285,292386],[67660,366945],[71100,373650],[75645,382338],[75820,311257],[79662,391886],[81984,323399],[84049,327884],[85015,258532],[85531,400198],[86627,401987],[90517,408338],[90692,338213],[95119,416305],[95991,346806],[97366,419405],[100806,426110],[103438,287196],[105744,292070],[107382,433955],[108502,435546],[108677,367196],[112273,441153],[113145,373520],[114520,444253],[118407,381808],[119373,312456],[119889,450296],[120985,452085],[124875,458436],[125050,392137],[127947,251878],[129351,464072],[130427,196901],[130827,464877],[131752,465447],[132281,330486],[133549,401857],[137787,407808],[138753,339412],[139269,473608],[140365,475397],[144648,346490],[146286,480905],[147406,482496],[147581,419656],[152049,425980],[155333,219550],[155733,492584],[156918,431971],[158253,494384],[158513,432859],[159488,365939],[161444,233242],[166110,373204],[167748,502367],[168868,503958],[169043,444504],[173989,508039],[174914,508609],[175443,384410],[176711,451955],[185639,519645],[185899,462664],[187125,398215],[188565,399321],[188816,264914],[189775,401042],[197301,527419],[198226,527989],[198755,410410],[200023,475267],[205203,533288],[205463,479809],[206438,418399],[218100,359843],[218351,289798],[219950,544868],[220939,300113],[221069,433182],[230051,550442],[230311,501271],[231286,443247],[238663,449419],[239873,451140],[252194,325493],[252324,395352],[254010,565751],[254270,520757],[255261,336141],[264663,472731],[265873,474452],[273529,480132],[287726,361564],[289547,494067],[300243,501594],[325623,521080]
   ]
cell #1503 :
  |C| = 245
  W-rep = phi[[2, 2, 1],[2]]+phi[[2, 2],[2, 1]]
  special rep = phi[[2, 2],[2, 1]] , dim = 140
  orbit = [4, 4, 4, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [79697],[97401],[100663],[120842],[124126],[124843],[143612],[144952],[147374],[151145],[165074],[171413],[172481],[173957],[194725],[195793],[202651],[204980],[212024],[227499],[235514],[244823],[245891],[249854],[261514],[279959],[284301],[285369],[313606],[315438],[320405],[349630],[356126],[384746],[416056],
     [27404,86406],[37593,108053],[44116,120764],[49777,130766],[50494,132970],[54578,140144],[58340,146957],[63623,155672],[65381,158386],[66252,160812],[67695,114555],[70957,168419],[74896,173928],[75613,176132],[81952,185772],[83852,188338],[84016,188698],[86484,140222],[89768,197240],[90485,199444],[93329,202622],[95087,205336],[95958,207762],[103241,217873],[103405,218233],[104708,219889],[105556,220913],[106048,166414],[108470,168836],[110483,227470],[112241,230184],[113112,232610],[116310,235870],[118210,238436],[118374,238796],[127759,252168],[128251,187429],[129319,254143],[130795,197269],[133282,258871],[135690,261870],[137590,264436],[137754,264796],[142145,270333],[142309,270693],[144460,273373],[149387,279930],[155701,219918],[156721,289320],[156885,289680],[158030,229828],[160043,224545],[161111,294335],[163607,297047],[163771,297407],[165922,300087],[170921,306092],[176444,312795],[178852,315794],[185002,323607],[185416,253787],[186937,325467],[190383,258900],[191403,330008],[191567,330368],[194233,333048],[199756,339751],[206993,277005],[208061,348755],[210557,351467],[210721,351827],[217287,287389],[217463,359817],[222118,364053],[222532,293979],[224053,365913],[231841,303719],[232909,375469],[240481,312824],[241501,383932],[241665,384292],[244331,386972],[256269,328077],[256445,399295],[259682,340562],[266481,339780],[267501,409932],[267665,410292],[274578,416513],[274992,348399],[276513,418373],[295210,376344],[301292,441361],[301706,375113],[303227,443221],[310193,382001],[310369,449393],[326672,464280],[330822,410746],[337149,408001],[337325,472705],[362572,432164],[362748,494041],[363596,440904],[396188,463823]
   ]
cell #1504 :
  |C| = 126
  W-rep = phi[[3, 1, 1],[1, 1]]
  special rep = phi[[3, 1, 1],[1, 1]] , dim = 126
  orbit = [6, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [37770],[50716],[58517],[63019],[66380],[66499],[71134],[75835],[81318],[84715],[85133],[86661],[90707],[96086],[96205],[100840],[101745],[102687],[106482],[106923],[107416],[108692],[113240],[113359],[119073],[119491],[121019],[125065],[126993],[131261],[132296],[133644],[133763],[138453],[138871],[140399],[145386],[145827],[146320],[147596],[152144],[152263],[157584],[158608],[158785],[159503],[160072],[161562],[166848],[167289],[167782],[169058],[174423],[175458],[176806],[176925],[182033],[185994],[187863],[188580],[188934],[189855],[192040],[197735],[198770],[200118],[200237],[205558],[205735],[206453],[207022],[208512],[214239],[218115],[218469],[220384],[221149],[221484],[222363],[230406],[230583],[231301],[231870],[233360],[238678],[239032],[239953],[242138],[252404],[252739],[254365],[254542],[255226],[255414],[264678],[265032],[265953],[268138],[273609],[273944],[274823],[286838],[287691],[287879],[289562],[289916],[290763],[300323],[300658],[301537],[309150],[309338],[322793],[323870],[325703],[326038],[336106],[336294],[345183],[359051],[361529],[361717],[371897],[394865],[396908],[429148]
   ]
cell #1505 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[3]]+phi[[2, 1],[3, 1]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [236639],[247134],[247261],[262639],[271029],[272145],[272272],[282170],[282423],[297743],[298859],[298986],[304848],[306623],[306776],[307593],[307846],[316563],[318239],[331804],[333579],[333732],[334549],[334802],[340954],[341071],[342603],[343619],[352163],[353279],[353406],[361109],[367668],[367785],[369317],[370333],[376839],[377815],[385728],[387503],[387656],[388473],[388726],[393471],[393598],[396524],[396641],[402839],[403815],[411532],[413569],[420128],[420245],[421777],[422793],[426485],[427455],[427708],[430738],[436380],[438417],[446622],[446739],[452460],[452937],[453913],[457361],[458893],[459909],[462859],[469934],[470051],[477688],[478376],[482953],[483330],[485367],[487619],[488595],[499150],[499838],[506021],[506750],[510456],[513096],[513213],[515122],[525401],[526130],[532200],[533430],[538054],[538742],[549354],[554145],[559759],[560488],[563906],[569017],[579060],[582184],[594136],[597355],[609205],[617071],
     [202418,270759],[202545,342497],[202834,342829],[227266,297473],[227393,369211],[227682,369543],[234183,376749],[235396,377805],[235649,306446],[258667,330434],[258794,401393],[260183,402749],[261396,403805],[261649,333402],[268943,411522],[270212,342081],[279726,351893],[279853,421671],[280142,422003],[288803,430648],[292891,366444],[293861,434749],[294114,366267],[295657,436370],[296926,368795],[304731,376687],[312591,384358],[312718,451491],[314107,452847],[315320,453903],[315573,387326],[324882,462849],[327339,464739],[328871,401499],[329887,400977],[331687,402687],[339547,410358],[339674,474803],[343223,477598],[347311,418904],[348281,481699],[348534,418727],[350077,483320],[351346,421255],[360489,492446],[360992,430586],[363361,432665],[364337,434759],[369937,499060],[374025,443752],[374995,503161],[375248,443575],[378806,506011],[381263,507901],[382795,451597],[383811,451075],[385611,452785],[395953,462470],[398550,464749],[402362,475772],[404806,525391],[407263,527281],[408795,474909],[409811,474387],[412949,531350],[413452,477536],[415821,479615],[416797,481709],[422397,537964],[430009,492456],[431426,544730],[436003,504415],[437797,548504],[438300,498998],[440669,501077],[441645,503171],[446051,505632],[448648,507911],[454904,559749],[463588,520563],[467006,567612],[467294,529836],[469363,525012],[471960,527291],[476959,531360],[484747,578210],[485250,537902],[493296,544740],[494526,550584],[496420,546911],[498421,548514],[510168,592731],[512525,559370],[519787,565893],[523006,567622],[529548,603193],[535324,576617],[537325,578220],[546135,585334],[552478,589234],[557364,592741],[572236,603203],[575841,606081],[588458,614548],[600359,623747]
   ]
cell #1506 :
  |C| = 245
  W-rep = phi[[2, 2, 1],[2]]+phi[[2, 2],[2, 1]]
  special rep = phi[[2, 2],[2, 1]] , dim = 140
  orbit = [4, 4, 4, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [214638],[242537],[248309],[277165],[282496],[283672],[307919],[309715],[312977],[318513],[334875],[342676],[343893],[345693],[369390],[370607],[378304],[380931],[388799],[404304],[412617],[421850],[423067],[427781],[437465],[454402],[458966],[460183],[483026],[484415],[489084],[510945],[516207],[535680],[555934],
     [107322,161317],[131737,191325],[132966,258289],[146226,208267],[158238,221340],[158382,291168],[159414,223916],[167688,233115],[174899,241423],[176128,312213],[185624,252595],[185768,324275],[188334,326997],[188491,255622],[192439,268537],[198211,267423],[199440,339169],[205188,273800],[205332,345588],[206364,276376],[217869,360147],[218026,288087],[220897,290847],[224705,303879],[230036,300514],[230180,372302],[231212,303090],[235722,306519],[235866,378199],[238432,380921],[238589,309546],[252152,323954],[253995,325894],[254139,397313],[255791,336671],[259053,339933],[261722,333475],[261866,404199],[264432,406921],[264589,336502],[270329,412607],[270486,342507],[273357,345267],[288256,362094],[289316,431084],[289473,361925],[291273,372407],[294187,366340],[294331,435143],[297043,437455],[297200,369221],[300071,371981],[306076,377878],[315646,387399],[315790,454297],[323603,462009],[324380,397418],[325451,396992],[327007,406931],[328944,401572],[330004,466664],[330161,401403],[333032,403878],[348607,418800],[348751,482093],[351463,484405],[351620,421681],[359801,429620],[360157,431094],[364049,494841],[364826,435248],[365897,434822],[375321,443648],[375465,503555],[382868,451670],[383928,509826],[384085,451501],[386956,453976],[395224,462019],[399279,465200],[399635,466674],[408868,474982],[409928,529206],[410085,474813],[416509,533745],[417286,482198],[418357,481772],[433054,494851],[436076,504488],[441357,550899],[442134,503660],[443205,503234],[449377,508362],[449733,509836],[464276,566208],[467783,530325],[472689,527742],[473045,529216],[480004,533755],[494025,545191],[496776,552834],[501466,550909],[520952,566218],[521576,570806],[544150,583954]
   ]
cell #1507 :
  |C| = 245
  W-rep = phi[[2, 2, 1],[2]]+phi[[2, 2],[2, 1]]
  special rep = phi[[2, 2],[2, 1]] , dim = 140
  orbit = [4, 4, 4, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [182302],[208781],[214190],[242089],[247125],[248245],[272136],[273895],[277101],[282432],[298850],[306614],[307855],[309651],[333570],[334811],[342612],[345276],[353270],[369326],[377887],[387494],[388735],[393462],[403887],[421786],[426476],[427717],[452451],[453985],[458902],[482962],[488667],[510528],[533502],
     [85402,191868],[106874,223989],[107437,293813],[119760,241966],[130553,255695],[130602,327291],[131673,258291],[139140,267966],[145778,276449],[146341,348233],[155459,288160],[155508,360441],[158004,363074],[158174,291170],[161831,233629],[167240,303163],[167803,374947],[173715,309619],[173764,381215],[174835,312215],[185390,395666],[185560,324277],[188313,326999],[191991,268089],[197027,336575],[197076,407215],[198147,339171],[202409,342580],[202458,412901],[204954,415534],[205124,345590],[217848,360149],[219676,361998],[219725,431378],[221435,300609],[224641,303815],[227257,369294],[227306,437749],[229802,440382],[229972,372304],[235488,445764],[235658,378201],[238411,380923],[252690,325989],[253761,463301],[253931,397315],[255727,336607],[258658,401476],[258707,466958],[261488,469076],[261658,404201],[264411,406923],[270308,412609],[279717,421754],[279766,484699],[287363,492059],[288192,362030],[289295,431086],[290856,371990],[292882,366435],[293953,496133],[294123,435145],[297022,437457],[312582,451574],[312631,510120],[315412,512238],[315582,454299],[323582,462011],[323963,397001],[328051,521769],[328880,401508],[329983,466666],[339538,474886],[339587,529500],[347302,418895],[348373,535037],[348543,482095],[351442,484407],[359658,429629],[364028,494843],[364409,434831],[374016,443743],[375087,552191],[375257,503557],[381975,556127],[382804,451606],[383907,509828],[399136,465209],[402353,475763],[407975,570999],[408804,474918],[409907,529208],[416488,533747],[416869,481781],[432138,584147],[436012,504424],[441336,550901],[441717,503243],[449234,508371],[464255,566210],[467366,529908],[472546,527751],[493882,545200],[494598,550656],[519859,565965]
   ]
cell #1508 :
  |C| = 245
  W-rep = phi[[2, 1],[2, 2]]+phi[[1, 1],[3, 2]]
  special rep = phi[[2, 1],[2, 2]] , dim = 140
  orbit = [4, 4, 3, 3]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [196114],[225920],[253439],[259909],[288529],[293631],[295452],[323516],[324677],[329217],[348051],[359713],[363962],[365123],[374765],[383141],[399191],[406662],[409141],[416422],[417583],[439675],[441270],[442431],[449289],[464189],[468427],[471125],[472601],[493089],[493937],[497708],[520239],[524093],[544272],
     [124036,318335],[143522,343715],[151082,282262],[151466,214753],[164984,370429],[170664,377506],[172418,307685],[172802,246212],[180818,247174],[193976,403506],[195730,334641],[201072,278380],[201644,412118],[201902,341783],[203737,272185],[211934,422889],[223796,434450],[226492,436966],[226750,368497],[228585,298899],[233909,313833],[234926,377440],[235166,307363],[244074,453604],[245828,388565],[249764,460005],[257893,466175],[258151,400679],[260926,403440],[261166,334319],[268738,349872],[269542,342949],[269683,412173],[276256,481400],[278952,483916],[279210,420957],[281045,353319],[283552,488286],[285306,427547],[293391,434384],[296256,369663],[296397,437021],[302970,502862],[305302,378601],[308975,507417],[311817,509337],[312075,450777],[314850,453538],[315090,388243],[319398,515708],[319656,458073],[321491,393511],[329358,466230],[332258,404601],[335931,526797],[338773,528717],[339031,474089],[344778,532786],[345036,479088],[347811,481334],[350676,422123],[350817,483971],[355538,488220],[355778,427225],[357390,541766],[371492,549940],[371750,500550],[374525,502796],[378489,554217],[380422,507351],[380662,456760],[383282,509392],[386182,454699],[389855,561155],[390868,459239],[391009,515763],[392697,563075],[392955,517251],[404489,569089],[406422,526731],[409282,528772],[413179,531993],[414827,486625],[414968,532841],[423952,579646],[424210,539454],[425164,489381],[426985,541700],[438027,549147],[439816,549995],[445115,511589],[446222,554597],[447813,514287],[454587,594208],[456520,561089],[459380,563130],[469534,569469],[476246,536612],[476816,573978],[484977,578853],[486766,579701],[498278,586595],[504713,558451],[512696,594588],[537182,607342]
   ]
cell #1509 :
  |C| = 175
  W-rep = phi[[2, 2, 2],[1]]+phi[[2, 1],[2, 2]]
  special rep = phi[[2, 1],[2, 2]] , dim = 140
  orbit = [4, 4, 3, 3]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 140
     105 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [152016],[176678],[180752],[180916],[203671],[203835],[205430],[212872],[228519],[228683],[235100],[235964],[237035],[238443],[261100],[261964],[263035],[269747],[269923],[270340],[273349],[280979],[281143],[293565],[296461],[296637],[297054],[305518],[306068],[315024],[315888],[316959],[321425],[321589],[329422],[329598],[332474],[333024],[341566],[347985],[350881],[351057],[351474],[355712],[356576],[357647],[365339],[368280],[374699],[380596],[383346],[383522],[385196],[386398],[386948],[391073],[391249],[391666],[400462],[406596],[409346],[409522],[415032],[415208],[417799],[419185],[420740],[425380],[425930],[427159],[439880],[440056],[442647],[446286],[448029],[448991],[450560],[451905],[456694],[457856],[459444],[459620],[469598],[471341],[473872],[477302],[478871],[479759],[486830],[487006],[489597],[498764],[500333],[505776],[507768],[512760],[514503],[517034],[525156],[531217],[537668],[539237],[548371],[559514],[578077],
     [133516,199990],[158480,230278],[185866,254237],[188345,264443],[217880,289327],[220889,300063],[222982,294429],[251594,323614],[252144,325443],[256862,330015],[275442,348849],[287146,359793],[291786,364060],[292336,365889],[302156,375563],[310786,383939],[327834,399271],[331272,411196],[337742,409939],[346206,416520],[346756,418349],[366725,444033],[372920,441368],[373470,443197],[381758,449369],[397931,464287],[398893,472303],[401807,475217],[407758,472681],[430352,493639],[431921,494017],[432809,501221],[462614,520707],[464606,527148],[492313,544597]
   ]
cell #1510 :
  |C| = 126
  W-rep = phi[[3, 1, 1],[1, 1]]
  special rep = phi[[3, 1, 1],[1, 1]] , dim = 126
  orbit = [6, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [102624],[107175],[127097],[131198],[131997],[146079],[153619],[154506],[158889],[159664],[159735],[167541],[174360],[175159],[184565],[189188],[190011],[192292],[197672],[198471],[205839],[206614],[206685],[214491],[220321],[221681],[222568],[223136],[224965],[230687],[231462],[231533],[239286],[240109],[242390],[248569],[251990],[254646],[257437],[259303],[259374],[265286],[266109],[268390],[274141],[275028],[275596],[277425],[283922],[283993],[287213],[287562],[290170],[292182],[292403],[292939],[294838],[300855],[301742],[302310],[304139],[311361],[313227],[313298],[320033],[323444],[323757],[326235],[327901],[328250],[328459],[330858],[338317],[340183],[340254],[346602],[346823],[347359],[349258],[356162],[359371],[359484],[359613],[363890],[364203],[364364],[373316],[373537],[374073],[375972],[381825],[382174],[382383],[384782],[394670],[395053],[398327],[398962],[399091],[407825],[408174],[408383],[410782],[416350],[416663],[416824],[428998],[431988],[432337],[432883],[441198],[441511],[441672],[449060],[449189],[464117],[464430],[472372],[472501],[479833],[493708],[493837],[501295],[519210],[520781],[543608]
   ]
cell #1511 :
  |C| = 315
  W-rep = phi[[2, 2, 1],[1, 1]]+phi[[2, 1, 1],[2, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [116343],[135723],[142341],[151178],[161144],[163803],[171097],[172514],[173481],[178885],[180948],[181903],[190416],[191599],[194409],[195826],[202175],[202684],[203867],[208094],[208382],[210753],[213048],[222756],[223014],[224229],[227023],[227532],[228715],[232942],[235738],[235996],[237211],[238902],[240514],[241697],[244507],[245924],[258933],[261738],[261996],[263211],[266514],[267697],[270559],[270799],[273387],[275216],[275474],[276689],[279483],[279992],[281175],[285402],[294203],[294461],[295243],[297273],[297513],[301930],[302188],[303403],[306106],[306247],[309184],[312857],[315662],[315920],[317135],[320438],[321621],[330234],[331046],[331304],[333062],[333203],[339813],[342145],[348623],[348881],[349663],[351693],[351933],[356350],[356608],[357823],[365011],[366068],[368859],[375337],[375595],[376377],[384158],[384970],[385228],[386986],[387127],[410158],[410970],[411228],[417471],[418528],[421319],[442319],[443376],
     [27372,257081],[37737,292515],[44084,311005],[50527,328413],[50700,257321],[54546,337961],[58484,346935],[65414,363844],[66284,292374],[67663,366944],[71101,373649],[75646,382337],[75819,311245],[79665,391885],[81985,323398],[84048,327872],[85003,258424],[85534,400197],[86628,401986],[90518,408337],[90691,338201],[95120,416304],[95990,346794],[97369,419404],[100807,426109],[103437,287184],[105732,291962],[107383,433954],[108503,435545],[108676,367184],[112274,441152],[113144,373508],[114523,444252],[118406,381796],[119361,312348],[119892,450295],[120986,452084],[124876,458435],[125049,392125],[127935,251770],[129352,464071],[130319,196793],[130828,464876],[131753,465446],[132280,330474],[133548,401845],[137786,407796],[138741,339304],[139272,473607],[140366,475396],[144636,346382],[146287,480904],[147407,482495],[147580,419644],[152048,425968],[155225,219442],[155734,492583],[156917,431959],[158254,494383],[158512,432847],[159487,365927],[161432,233230],[166098,373096],[167749,502366],[168869,503957],[169042,444492],[173990,508038],[174915,508608],[175442,384398],[176710,451943],[185640,519644],[185898,462652],[187113,398107],[188564,399309],[188804,264902],[189774,401041],[197302,527418],[198227,527988],[198754,410398],[200022,475255],[205204,533287],[205462,479797],[206437,418387],[218099,359831],[218339,289786],[219951,544867],[220927,300101],[221068,433181],[230052,550441],[230310,501259],[231285,443235],[238662,449407],[239872,451139],[252182,325481],[252323,395351],[254011,565750],[254269,520745],[255260,336140],[264662,472719],[265872,474451],[273528,480131],[287725,361563],[289546,494055],[300242,501593],[325622,521079]
   ]
cell #1512 :
  |C| = 126
  W-rep = phi[[3, 1, 1],[1, 1]]
  special rep = phi[[3, 1, 1],[1, 1]] , dim = 126
  orbit = [6, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [27373],[37746],[44085],[47714],[50608],[50709],[54547],[58493],[63012],[66009],[66373],[67664],[71110],[75727],[75828],[79666],[81275],[84708],[85090],[85535],[86637],[90599],[90700],[95715],[96079],[97370],[100816],[102404],[106439],[107392],[108584],[108685],[112869],[113233],[114524],[119066],[119448],[119893],[120995],[124957],[125058],[126307],[129947],[130909],[130978],[131762],[132289],[133637],[138446],[138828],[139273],[140375],[145343],[146296],[147488],[147589],[152137],[155815],[157577],[158263],[158601],[159496],[161519],[166805],[167758],[168950],[169051],[174071],[174140],[174924],[175451],[176799],[181990],[185649],[185987],[187820],[188573],[188891],[189767],[197383],[197452],[198236],[198763],[200111],[205213],[205551],[206446],[208469],[218108],[218426],[220032],[220101],[220847],[221061],[230061],[230399],[231294],[233317],[238671],[238989],[239865],[251111],[252102],[252316],[254020],[254358],[255181],[264671],[264989],[265865],[273307],[273521],[286484],[287646],[289555],[289873],[300021],[300235],[309105],[322748],[325401],[325615],[336061],[359237],[361484],[394820]
   ]
cell #1513 :
  |C| = 126
  W-rep = phi[[3, 1, 1],[1, 1]]
  special rep = phi[[3, 1, 1],[1, 1]] , dim = 126
  orbit = [6, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [27374],[37738],[44086],[50528],[50699],[54548],[58485],[65415],[66283],[67665],[71102],[75647],[75818],[79667],[81986],[84047],[84991],[85536],[86629],[90519],[90690],[95121],[95989],[97371],[100808],[103436],[105720],[107384],[108504],[108675],[112275],[113143],[114525],[118405],[119349],[119894],[120987],[124877],[125048],[127923],[129353],[130212],[130829],[131754],[132279],[133547],[137785],[138729],[139274],[140367],[144624],[146288],[147408],[147579],[152047],[155118],[155735],[156916],[158255],[158511],[159486],[161420],[166086],[167750],[168870],[169041],[173374],[173991],[174916],[175441],[176709],[181891],[183978],[185641],[185897],[187101],[188563],[188792],[189766],[196686],[197303],[198228],[198753],[200021],[205205],[205461],[206436],[208370],[218098],[218327],[219335],[219952],[220835],[221060],[230053],[230309],[231284],[233218],[238661],[238890],[239864],[251004],[252090],[252315],[254012],[254268],[255180],[264661],[264890],[265864],[273295],[273520],[286472],[287645],[289545],[289774],[300009],[300234],[309104],[322747],[325389],[325614],[336060],[359225],[361483],[394819]
   ]
cell #1514 :
  |C| = 126
  W-rep = phi[[3, 1, 1],[1, 1]]
  special rep = phi[[3, 1, 1],[1, 1]] , dim = 126
  orbit = [6, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [27402],[37782],[44114],[50536],[50754],[54576],[58529],[65423],[66293],[67693],[71146],[75655],[75873],[79695],[81994],[84057],[84992],[86016],[86673],[90527],[90745],[95129],[95999],[97399],[100852],[103446],[105721],[107942],[108512],[108730],[112283],[113153],[114553],[118415],[119350],[120374],[121031],[124885],[125103],[127924],[129361],[130213],[130837],[132428],[132905],[133557],[137795],[138730],[139754],[140411],[144625],[146846],[147416],[147634],[152057],[155119],[155743],[156926],[158358],[158521],[160212],[161421],[166087],[168308],[168878],[169096],[173375],[173999],[175590],[176067],[176719],[181892],[183979],[185744],[185907],[187102],[188669],[188793],[190528],[196687],[197311],[198902],[199379],[200031],[205308],[205471],[207162],[208371],[218204],[218328],[219336],[219960],[220836],[221163],[230156],[230319],[232010],[233219],[238767],[238891],[240626],[251005],[252091],[252418],[254115],[254278],[255188],[264767],[264891],[266626],[273296],[273623],[286473],[287653],[289651],[289775],[300010],[300337],[309112],[322755],[325390],[325717],[336068],[359226],[361491],[394827]
   ]
cell #1515 :
  |C| = 245
  W-rep = phi[[2, 2, 1],[2]]+phi[[2, 2],[2, 1]]
  special rep = phi[[2, 2],[2, 1]] , dim = 140
  orbit = [4, 4, 4, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [79698],[97402],[100664],[120843],[124127],[124855],[143613],[144953],[147386],[151157],[165075],[171414],[172493],[173969],[194726],[195805],[202663],[204992],[212025],[227511],[235526],[244824],[245903],[249855],[261526],[279971],[284302],[285381],[313607],[315450],[320417],[349642],[356138],[384758],[416068],
     [27405,86407],[37594,108054],[44117,120765],[49778,130767],[50506,132971],[54579,140145],[58341,146958],[63624,155673],[65393,158387],[66263,160811],[67696,114556],[70958,168420],[74897,173929],[75625,176133],[81964,185773],[83956,188339],[84027,188697],[86485,140223],[89769,197241],[90497,199445],[93330,202623],[95099,205337],[95969,207761],[103345,217874],[103416,218232],[104709,219890],[105662,220912],[106049,166415],[108482,168848],[110484,227471],[112253,230185],[113123,232609],[116322,235871],[118314,238437],[118385,238795],[127865,252167],[128252,187430],[129331,254144],[130807,197281],[133283,258872],[135702,261871],[137694,264437],[137765,264795],[142249,270334],[142320,270692],[144566,273372],[149388,279931],[155713,219930],[156825,289321],[156896,289679],[158042,229840],[160044,224546],[161123,294336],[163711,297048],[163782,297406],[166028,300086],[171027,306091],[176445,312796],[178864,315795],[185106,323608],[185428,253799],[187043,325466],[190395,258912],[191507,330009],[191578,330367],[194339,333047],[199757,339752],[206994,277006],[208073,348756],[210661,351468],[210732,351826],[217299,287401],[217569,359816],[222222,364054],[222544,293991],[224159,365912],[231842,303720],[232921,375470],[240493,312836],[241605,383933],[241676,384291],[244437,386971],[256281,328089],[256551,399294],[259683,340563],[266493,339792],[267605,409933],[267676,410291],[274682,416514],[275004,348411],[276619,418372],[295222,376356],[301396,441362],[301718,375125],[303333,443220],[310205,382013],[310475,449392],[326776,464281],[330834,410758],[337161,408013],[337431,472704],[362584,432176],[362854,494040],[363608,440916],[396200,463835]
   ]
cell #1516 :
  |C| = 245
  W-rep = phi[[2, 2, 1],[2]]+phi[[2, 2],[2, 1]]
  special rep = phi[[2, 2],[2, 1]] , dim = 140
  orbit = [4, 4, 4, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [79718],[97422],[100669],[120848],[124132],[124844],[143618],[144958],[147375],[151146],[165080],[171419],[172482],[173958],[194731],[195794],[202652],[204981],[212030],[227500],[235515],[244829],[245892],[249860],[261515],[279960],[284307],[285370],[313612],[315439],[320406],[349631],[356127],[384747],[416057],
     [27425,51475],[37599,67189],[44137,76594],[49783,84240],[50495,86037],[54599,91466],[58346,96895],[63629,103629],[65382,105926],[66251,107986],[67716,114576],[70963,114049],[74902,118598],[75614,120395],[81953,128129],[83853,130346],[84015,130699],[86490,140228],[89774,137978],[90486,139775],[93335,142533],[95088,144830],[95957,146890],[103242,155252],[103404,155605],[104714,157109],[105555,158014],[106054,166420],[108471,168837],[110489,163995],[112242,166292],[113111,168352],[116311,171291],[118211,173508],[118373,173861],[127758,185400],[128257,187435],[129320,187307],[130796,197270],[133288,191791],[135691,194603],[137591,196820],[137753,197173],[142146,202202],[142308,202555],[144459,204964],[149393,210945],[155702,219919],[156722,219469],[156884,219822],[158031,229829],[160049,224551],[161112,224423],[163608,227050],[163770,227403],[165921,229812],[170920,235498],[176450,241889],[178853,244701],[185003,251797],[185417,253788],[186936,253771],[190384,258901],[191404,258451],[191566,258804],[194232,261498],[199762,267889],[206999,277011],[208062,276883],[210558,279510],[210720,279863],[217288,287390],[217462,287373],[222119,291989],[222533,293980],[224052,293963],[231847,303725],[232910,303597],[240482,312825],[241502,312375],[241664,312728],[244330,315422],[256270,328078],[256444,328061],[259688,340568],[266482,339781],[267502,339331],[267664,339684],[274579,346409],[274993,348400],[276512,348383],[295211,376345],[301293,373123],[301707,375114],[303226,375097],[310194,382002],[310368,381985],[326673,398134],[330823,410747],[337150,408002],[337324,407985],[362573,432165],[362747,432148],[363597,440905],[396189,463824]
   ]
cell #1517 :
  |C| = 175
  W-rep = phi[[2, 2],[2, 1]]+phi[[1],[3, 3]]
  special rep = phi[[2, 2],[2, 1]] , dim = 140
  orbit = [4, 4, 4, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 140
     105 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [27635],[37927],[44347],[49846],[50903],[54809],[58674],[63692],[65465],[66731],[69980],[71291],[74965],[76022],[82036],[83864],[84107],[89213],[89837],[90894],[93398],[95171],[96437],[103253],[103496],[104777],[105567],[109467],[110552],[111609],[112325],[113591],[116394],[118222],[118465],[127770],[128940],[129403],[133351],[134583],[135774],[137602],[137845],[142157],[142400],[144471],[149456],[156444],[156733],[156976],[160732],[161195],[162149],[163619],[163862],[165933],[170932],[176513],[178936],[185014],[186209],[186948],[191126],[191415],[191658],[194244],[199825],[207682],[208145],[210569],[210812],[217394],[217474],[222130],[223325],[224064],[232530],[232993],[241224],[241513],[241756],[244342],[256376],[256456],[264216],[267224],[267513],[267756],[274590],[275785],[276524],[299835],[301304],[302499],[303238],[310300],[310380],[326684],[335460],[337256],[337336],[362679],[362759],[368010],[396866],
     [46321,79928],[57363,99686],[61193,100997],[74341,123571],[78929,124195],[79146,125252],[92313,148371],[94238,143681],[94455,150513],[99911,151229],[111392,165143],[115203,177745],[115931,172102],[117360,172565],[135311,195414],[136740,195877],[140687,209099],[141868,203394],[150296,212093],[163330,228242],[170193,236307],[178473,245512],[179902,245975],[183128,249923],[193505,262307],[210280,280702],[214053,284990],[215482,285453],[238216,318140],[243603,316231],[248110,321148],[273121,354255],[283081,356919],[308504,389384],[341296,420470]
   ]
cell #1518 :
  |C| = 315
  W-rep = phi[[2, 1],[3, 1]]+phi[[2],[3, 2]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [72847],[85938],[87719],[92681],[107758],[107840],[109835],[115374],[115631],[116023],[120296],[122077],[132407],[132634],[134754],[135011],[135403],[139676],[140760],[140838],[141306],[146662],[146744],[148739],[158337],[160175],[160432],[162222],[162300],[162768],[165693],[168124],[168206],[169467],[175569],[175796],[177916],[178173],[178565],[185723],[186282],[186360],[188632],[190564],[192779],[196517],[198881],[199108],[205287],[207125],[207382],[209172],[209250],[209718],[218167],[218754],[221199],[229111],[230135],[231973],[232230],[235821],[236380],[236458],[238730],[240662],[242877],[252454],[254094],[260421],[261821],[262380],[262458],[264730],[266662],[270627],[271214],[273659],[289041],[289614],[294286],[297341],[297928],[300373],[306378],[315745],[316304],[316382],[325753],[329729],[330302],[333334],[348706],[351761],[352348],[366199],[375420],[383653],[384226],[387258],[409653],[410226],[418659],[440187],[443507],
     [33786,151787],[33839,213753],[42842,173123],[42895,237916],[45900,247548],[45930,181571],[53304,196435],[53357,263916],[56074,202779],[56515,270884],[56942,272559],[56972,204490],[60829,213496],[68691,227627],[69132,297598],[69559,299273],[69589,229338],[72385,305033],[72929,236048],[73136,306024],[73977,237659],[78423,246533],[78476,317840],[87257,331989],[87801,262048],[88008,332980],[88849,263659],[92086,340902],[92214,269241],[92454,270257],[93028,342053],[98397,280087],[98838,352018],[99265,353693],[99295,281798],[101305,215074],[101358,284690],[104251,361294],[109240,367616],[109368,295955],[109608,296971],[110182,368767],[114881,304776],[114941,376659],[121615,385913],[122159,315972],[122366,386904],[123207,317583],[124745,182838],[125613,320586],[125643,249206],[128713,396472],[128841,325180],[134261,331732],[134321,402659],[143155,413754],[144231,212643],[148144,420076],[148272,350375],[148512,351391],[149086,421227],[151325,354793],[151869,215156],[152917,284433],[156122,361037],[156182,430558],[164617,438602],[171875,446570],[172003,379104],[172661,379677],[173205,246615],[177423,385656],[177483,452757],[181104,318654],[181344,248979],[195187,469882],[195315,405104],[195973,405677],[203072,413497],[203132,477508],[204023,344034],[204263,281571],[211567,485552],[213003,282595],[227920,438345],[227980,498970],[228871,370748],[234421,314345],[237166,308018],[245285,513044],[245413,455202],[246071,455775],[263166,334974],[270054,343461],[280380,485295],[280440,537874],[281331,423208],[285549,490457],[296768,370175],[317090,388898],[321777,460324],[351188,422635],[357778,427880],[391380,459751],[415339,487137]
   ]
cell #1519 :
  |C| = 245
  W-rep = phi[[2, 2, 1],[2]]+phi[[2, 2],[2, 1]]
  special rep = phi[[2, 2],[2, 1]] , dim = 140
  orbit = [4, 4, 4, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [125186],[147717],[152076],[176738],[180976],[181918],[203895],[205490],[208397],[213063],[228743],[236024],[237226],[238917],[262024],[263226],[270814],[273402],[281203],[297528],[306121],[315948],[317150],[321649],[333077],[351948],[356636],[357838],[385256],[387001],[392140],[419659],[425983],[451958],[479812],
     [50837,86379],[66312,108047],[75956,120737],[84076,130760],[85018,132981],[90828,140117],[96018,146951],[103465,155666],[105747,158397],[106829,160824],[108813,169179],[113172,168413],[118434,173922],[119376,176143],[127950,185783],[130430,188441],[130508,188710],[133576,200050],[137814,197234],[138756,199455],[142369,202616],[144651,205347],[145733,207774],[155336,217976],[155414,218245],[156945,219883],[158097,221012],[158540,230338],[161447,233245],[163831,227464],[166113,230195],[167195,232622],[171112,235881],[173592,238539],[173670,238808],[185483,252267],[185926,254297],[187128,254154],[188819,264917],[191627,258865],[194424,261881],[196904,264539],[196982,264808],[202286,270436],[202364,270705],[205047,273472],[210781,279924],[218354,289801],[219553,289423],[219631,289692],[220942,300116],[223042,294489],[224244,294346],[227134,297150],[227212,297419],[229895,300186],[235581,306191],[241725,312789],[244522,315805],[251881,323710],[252197,325496],[253854,325566],[257336,330489],[258535,330111],[258613,330380],[261581,333147],[267725,339745],[275502,348909],[276704,348766],[279594,351570],[279672,351839],[287199,359846],[287456,359916],[292073,364156],[292389,365942],[294046,366012],[302216,375623],[303418,375480],[311260,384413],[312459,384035],[312537,384304],[315505,387071],[327887,399324],[328144,399394],[331332,411256],[338216,410413],[339415,410035],[339493,410304],[346493,416616],[346809,418402],[348466,418472],[367199,444507],[373207,441464],[373523,443250],[375180,443320],[381811,449422],[382068,449492],[398218,464383],[401860,475270],[407811,472734],[408068,472804],[431974,494070],[432231,494140],[432862,501274],[462667,520760]
   ]
cell #1520 :
  |C| = 175
  W-rep = phi[[2, 2, 2],[1]]+phi[[2, 1],[2, 2]]
  special rep = phi[[2, 1],[2, 2]] , dim = 140
  orbit = [4, 4, 3, 3]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 140
     105 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [34091],[44551],[46035],[57077],[57819],[60916],[69694],[73486],[74064],[74738],[78830],[88358],[88936],[92872],[93171],[94139],[94909],[99400],[110026],[110325],[111293],[115704],[115832],[116132],[122716],[123294],[125748],[132825],[135084],[135212],[135512],[141546],[141606],[148930],[149229],[150197],[152426],[153004],[160505],[160633],[163008],[163068],[175987],[177088],[178246],[178374],[178674],[181762],[182061],[183029],[190804],[190864],[199299],[204681],[207455],[207583],[208540],[209958],[210018],[213826],[213954],[214254],[229529],[232303],[232431],[237989],[238117],[239060],[240902],[240962],[242153],[247788],[247848],[249397],[263989],[264117],[266902],[266962],[270957],[272799],[272859],[273959],[281989],[284763],[284891],[297671],[299513],[299573],[305932],[306678],[309237],[317913],[318041],[320826],[320886],[332888],[333634],[342198],[352091],[353933],[353993],[368912],[386812],[387558],[421372],
     [27839,55013],[37072,70436],[48367,83233],[49619,89610],[63465,104550],[65203,112063],[66662,108397],[81346,127434],[81774,129141],[85161,133124],[96368,147301],[102702,154837],[106510,159226],[106938,160933],[113522,168763],[119519,176286],[131276,189519],[133926,200400],[138899,199598],[145414,206176],[145842,207883],[161590,233388],[166876,231024],[167304,232731],[174438,239617],[187891,254983],[188962,265060],[192055,268153],[197750,265617],[218497,289944],[220399,290501],[221499,300673],[252754,326053],[255313,336193],[287778,361616]
   ]
cell #1521 :
  |C| = 245
  W-rep = phi[[2, 2, 1],[2]]+phi[[2, 2],[2, 1]]
  special rep = phi[[2, 2],[2, 1]] , dim = 140
  orbit = [4, 4, 4, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [182250],[208729],[214284],[242183],[247878],[248374],[272889],[273989],[277230],[283247],[299603],[306708],[308670],[309780],[320916],[333664],[335626],[342741],[345382],[354023],[356523],[357085],[369455],[377993],[385143],[387588],[389550],[392046],[403993],[419565],[421915],[426068],[452043],[454091],[480349],
     [37889,293024],[49808,327202],[58636,347444],[63654,360352],[65233,363126],[71253,374158],[74927,381126],[81804,395718],[83839,327064],[85350,191196],[89799,407126],[93360,412812],[94939,415586],[102732,288067],[103228,360214],[104739,431289],[106968,223237],[110514,437660],[112093,440434],[116162,445816],[118197,380988],[119708,241294],[127197,324187],[129171,463353],[131306,255602],[131802,257515],[133313,466869],[135542,469128],[137577,406988],[139088,267294],[141636,342487],[142132,412674],[145872,275697],[149418,484610],[154867,492111],[156708,431151],[158989,291080],[160963,496185],[161779,233577],[163098,369201],[163594,437522],[167334,302411],[170359,378111],[174468,309526],[174964,311439],[176475,510031],[178704,512290],[184989,462076],[189549,521821],[190894,401383],[191390,466731],[192085,268183],[193671,404111],[197780,336482],[198276,338395],[199787,529411],[205939,345500],[207913,535089],[210048,421661],[210544,484472],[217182,429735],[220429,361905],[221529,300703],[222105,494908],[222929,366529],[223491,435055],[224770,303944],[230787,372214],[232761,552243],[239647,556179],[240992,451481],[241488,509893],[243769,454209],[252784,326083],[254746,397225],[255856,336736],[256164,465315],[257242,401637],[265647,571051],[266992,474793],[267488,529273],[274565,533812],[275389,418989],[275951,482005],[288321,362159],[290531,584199],[290962,372096],[292474,434937],[301279,550966],[302103,443837],[302665,503467],[310088,508477],[311166,451735],[324069,397107],[326659,566275],[331219,411143],[337044,527857],[338122,475047],[346894,481887],[362467,545306],[367105,444413],[373608,503349],[395569,521297],[401945,475355],[433399,501811]
   ]
cell #1522 :
  |C| = 245
  W-rep = phi[[2, 1],[2, 2]]+phi[[1, 1],[3, 2]]
  special rep = phi[[2, 1],[2, 2]] , dim = 140
  orbit = [4, 4, 3, 3]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [111616],[134590],[156451],[162156],[186216],[191133],[192658],[217401],[218633],[223332],[241231],[251647],[256383],[257615],[267231],[275792],[291839],[299842],[302506],[310307],[311539],[335467],[337263],[338495],[346259],[362686],[368017],[371214],[372973],[396873],[397984],[403020],[430919],[436283],[462762],
     [79153,125259],[94462,150520],[99918,151236],[99930,212969],[115210,177752],[117367,172572],[117379,237132],[124022,180863],[136747,195884],[136759,263132],[140694,209106],[141875,203401],[141887,270020],[143508,203782],[163337,228249],[163349,296734],[164970,228630],[169346,242756],[170200,236314],[170308,305433],[170650,235211],[179909,245982],[179921,317056],[191145,329695],[193512,262314],[193620,332389],[193962,261211],[201366,271093],[201534,269861],[210287,280709],[210299,351154],[211920,281090],[215489,285460],[215501,357744],[223440,365254],[223782,293676],[226214,297807],[226382,296575],[234760,305571],[241243,383619],[243610,316238],[243718,386313],[244060,315135],[248117,321155],[248129,391346],[249750,321536],[257783,329536],[260760,332527],[267243,409619],[273128,354262],[273140,415305],[275900,417714],[276242,348096],[278674,352227],[278842,350995],[283088,356926],[283196,425295],[283538,355823],[293225,365392],[299854,440153],[302614,442562],[302956,374810],[308511,389391],[308619,447944],[308961,380707],[311707,383460],[314684,386451],[319120,392419],[319288,391187],[321167,459717],[335575,471256],[335917,406707],[338663,409460],[341303,420477],[342031,476765],[344500,423674],[344668,415146],[347645,417852],[354274,487103],[355372,425433],[357034,489512],[357376,427270],[368745,498227],[371382,439994],[374359,442700],[377020,453118],[377759,446971],[380256,448082],[389499,514418],[389841,456805],[392587,459558],[403759,470283],[406256,471394],[411435,483233],[412442,477869],[421205,537131],[423842,486944],[426819,489650],[437290,499331],[445225,505924],[453857,513445],[456354,514556],[468537,525304],[484240,538235],[511699,559662]
   ]
cell #1523 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[2, 1]]+phi[[1, 1, 1],[3, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [38640],[48531],[63077],[66826],[81233],[84773],[96532],[102608],[106397],[107207],[113686],[119131],[131182],[131926],[137135],[138511],[145301],[146111],[157642],[159648],[159772],[162678],[166763],[167573],[174344],[175088],[186738],[187778],[190111],[192324],[192731],[197656],[198400],[206598],[206722],[214523],[217684],[218706],[220305],[223854],[224894],[225414],[231446],[231570],[240209],[242422],[248498],[251720],[251974],[252933],[256666],[257688],[259287],[259411],[266209],[268422],[276314],[277354],[283906],[284030],[287117],[287235],[291912],[292166],[292976],[293125],[294938],[303028],[304068],[310590],[311612],[313211],[313335],[320133],[327805],[327923],[329009],[337546],[338568],[340167],[340291],[346332],[346586],[347396],[347545],[349358],[362969],[364515],[373046],[373300],[374110],[374259],[376072],[381729],[381847],[382933],[398057],[398311],[407729],[407847],[408933],[416975],[431892],[432010],[441823],
     [30173,59387],[41843,73650],[52305,88522],[55875,92783],[55887,141512],[68492,109937],[68504,162974],[72738,115591],[77424,122880],[85739,132736],[85751,190770],[87610,134971],[98198,148841],[98210,209924],[100306,152590],[107219,222805],[107649,160392],[117755,180297],[120097,175898],[120109,240868],[121968,178133],[124546,181673],[124558,247754],[132025,257051],[132093,190235],[139477,199210],[139489,266868],[141216,209628],[144032,204592],[144044,272765],[146123,275265],[146553,207342],[151678,213713],[165494,229440],[165506,299479],[167585,301979],[168015,232190],[169419,242829],[170722,236836],[170734,305898],[173014,237876],[175187,310975],[175255,240333],[182639,249308],[182651,320792],[192336,331095],[194034,262836],[194046,332854],[196326,263876],[198499,337931],[198567,266333],[200566,277874],[201439,271166],[201546,341537],[201984,270144],[212444,281900],[212456,353899],[214535,356399],[214965,284650],[223866,365719],[224993,366914],[225061,295062],[226287,297880],[226394,368251],[226832,296858],[234660,306857],[234833,305644],[242434,385019],[244132,316760],[244144,386778],[246424,317800],[248597,391855],[248665,320257],[257465,400167],[257795,400433],[258233,329819],[260660,333813],[260833,332600],[268434,411019],[269593,341655],[276326,418179],[277453,419374],[277521,349482],[278747,352300],[278854,420711],[279292,351278],[293298,365465],[296307,368369],[303040,443027],[304167,444222],[304235,376196],[311389,450265],[311719,450531],[312157,383743],[314584,387737],[314757,386524],[329268,400551],[338345,473577],[338675,473843],[339113,409743],[347718,417925],[350727,420829],[374432,442773],[383192,450649],[409192,473961]
   ]
cell #1524 :
  |C| = 126
  W-rep = phi[[3, 1, 1],[1, 1]]
  special rep = phi[[3, 1, 1],[1, 1]] , dim = 126
  orbit = [6, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [34502],[35141],[47517],[47618],[50210],[62903],[65812],[65913],[66451],[66535],[75329],[84599],[85214],[85300],[90201],[95518],[95619],[96157],[96241],[105141],[107033],[107134],[112672],[112773],[113311],[113395],[118957],[119572],[119658],[127573],[129750],[129851],[133715],[133799],[138337],[138952],[139038],[145937],[146038],[152215],[152299],[154232],[154597],[155033],[157468],[159365],[160108],[161643],[161729],[167399],[167500],[176877],[176961],[182114],[182200],[183834],[184734],[185178],[189279],[189715],[190487],[192150],[192251],[200189],[200273],[206315],[207058],[208593],[208679],[214349],[214450],[216272],[217105],[217125],[221850],[222294],[222659],[223095],[231163],[231906],[233441],[233527],[239377],[239813],[240585],[242248],[242349],[251372],[255122],[256087],[256107],[256987],[265377],[265813],[266585],[268248],[268349],[274310],[274754],[275119],[275555],[290261],[290697],[291564],[292417],[301024],[301468],[301833],[302269],[310011],[310031],[310911],[326404],[326848],[336967],[336987],[337867],[345984],[346837],[362390],[362410],[372698],[373551],[395040],[397709],[429290]
   ]
cell #1525 :
  |C| = 126
  W-rep = phi[[3, 1, 1],[1, 1]]
  special rep = phi[[3, 1, 1],[1, 1]] , dim = 126
  orbit = [6, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [62129],[62919],[81095],[81209],[84615],[102594],[106259],[106373],[107049],[107163],[118973],[131168],[131902],[132007],[138353],[145163],[145277],[145953],[146067],[157484],[159634],[159748],[166625],[166739],[167415],[167529],[174330],[175064],[175169],[185194],[187640],[187754],[192166],[192280],[197642],[198376],[198481],[206584],[206698],[214365],[214479],[216860],[217208],[217660],[220291],[222310],[223124],[224870],[224975],[231432],[231546],[242264],[242378],[248474],[248579],[250684],[251517],[251960],[256190],[256642],[257447],[259273],[259387],[268264],[268378],[274770],[275584],[277330],[277435],[283892],[284006],[286292],[287031],[287047],[291709],[292152],[292500],[292952],[301484],[302298],[304044],[304149],[310114],[310566],[311371],[313197],[313311],[323244],[326864],[327719],[327735],[328552],[337070],[337522],[338327],[340153],[340267],[346129],[346572],[346920],[347372],[362493],[362945],[363690],[364445],[372843],[373286],[373634],[374086],[381643],[381659],[382476],[397854],[398297],[407643],[407659],[408476],[416150],[416905],[431806],[431822],[440998],[441753],[461786],[463917],[491839]
   ]
cell #1526 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[2, 1]]+phi[[1, 1, 1],[3, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [38641],[48532],[63078],[66827],[81234],[84774],[96533],[102620],[106398],[107153],[107208],[113687],[119132],[131194],[131927],[131993],[137136],[138512],[145302],[146057],[146112],[157643],[159660],[162679],[166764],[167519],[167574],[174356],[175089],[175155],[186739],[187779],[192270],[192325],[192732],[197668],[198401],[198467],[206610],[214469],[214524],[217685],[218707],[220317],[223114],[223855],[224895],[224961],[225423],[231458],[242368],[242423],[248499],[248565],[251721],[251986],[252942],[256667],[257433],[257689],[259299],[268368],[268423],[275574],[276315],[277355],[277421],[283918],[287209],[287244],[291913],[292178],[292399],[293134],[302288],[303029],[304069],[304135],[310591],[311357],[311613],[313223],[327897],[327932],[337547],[338313],[338569],[340179],[346333],[346598],[346819],[347554],[362970],[373047],[373312],[373533],[374268],[381821],[381856],[398058],[398323],[407821],[407856],[431984],[432019],
     [30174,59388],[30643,141524],[39110,162986],[41844,73651],[41924,115592],[51055,190782],[52306,88523],[52386,134972],[55876,92784],[59857,209936],[66583,222817],[66907,160393],[68493,109938],[76174,240880],[77425,122881],[77505,178134],[79298,247766],[85315,257063],[85368,190236],[85740,132737],[91046,266880],[94607,272777],[96289,275277],[96613,207343],[98199,148842],[100307,152591],[100387,213714],[111761,299491],[113443,301991],[113767,232191],[115975,305910],[117756,180298],[117836,237877],[119673,310987],[119726,240334],[120098,175899],[124547,181674],[125404,320804],[133847,331107],[135355,332866],[137216,263877],[139053,337943],[139106,266334],[139478,199211],[141217,209629],[141572,341629],[141956,270145],[144033,204593],[150665,353911],[152347,356411],[152671,284651],[160776,365731],[161744,366926],[161797,295063],[163034,368343],[163418,296859],[165495,229441],[169420,242830],[170314,305645],[170723,236837],[177009,385031],[178517,386790],[180378,317801],[182215,391867],[182268,320258],[182640,249309],[190502,400179],[190830,400525],[191214,329820],[193626,332601],[194035,262837],[200321,411031],[200575,277883],[201440,271167],[201462,341664],[207726,418191],[208694,419386],[208747,349483],[209984,420803],[210368,351279],[212445,281901],[223446,365466],[226288,297881],[226310,368378],[232574,443039],[233542,444234],[233595,376197],[234669,306866],[240600,450277],[240928,450623],[241312,383744],[243724,386525],[244133,316761],[257711,400560],[260669,333822],[266600,473589],[266928,473935],[267312,409744],[275906,417926],[278748,352301],[278770,420838],[302620,442774],[311635,450658],[314593,387746],[338591,473970]
   ]
cell #1527 :
  |C| = 126
  W-rep = phi[[3, 1, 1],[1, 1]]
  special rep = phi[[3, 1, 1],[1, 1]] , dim = 126
  orbit = [6, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [35142],[47617],[50211],[62141],[62891],[65912],[66452],[66541],[75330],[81107],[84587],[85213],[85301],[90202],[95618],[96158],[96247],[105142],[106271],[107021],[107133],[112772],[113312],[113401],[118945],[119571],[119659],[127574],[129850],[133716],[133805],[138325],[138951],[139039],[145175],[145925],[146037],[152216],[152305],[154598],[155032],[157456],[159366],[160114],[161642],[161730],[166637],[167387],[167499],[176878],[176967],[182113],[182201],[184733],[185166],[187652],[189280],[189714],[190488],[192138],[192250],[200190],[200279],[206316],[207064],[208592],[208680],[214337],[214449],[216872],[217013],[217118],[221849],[222282],[222660],[223094],[231164],[231912],[233440],[233528],[239378],[239812],[240586],[242236],[242348],[250768],[251293],[255123],[255995],[256100],[256986],[265378],[265812],[266586],[268236],[268348],[274309],[274742],[275120],[275554],[286361],[290262],[290696],[291485],[292410],[301023],[301456],[301834],[302268],[309919],[310024],[310910],[326403],[326836],[336875],[336980],[337866],[345905],[346830],[362298],[362403],[372619],[373544],[394948],[397630],[429211]
   ]
cell #1528 :
  |C| = 245
  W-rep = phi[[2, 1],[2, 2]]+phi[[1, 1],[3, 2]]
  special rep = phi[[2, 1],[2, 2]] , dim = 140
  orbit = [4, 4, 3, 3]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [111606],[134580],[156441],[162146],[186206],[191123],[192667],[217391],[218642],[223322],[241221],[251656],[256373],[257624],[267221],[275782],[291848],[299832],[302496],[310297],[311548],[335457],[337253],[338504],[346268],[362676],[368007],[371223],[372982],[396863],[397993],[403029],[430928],[436337],[462816],
     [60973,212874],[74121,237037],[78908,180761],[79143,125249],[88993,263037],[92929,269925],[94217,203680],[94452,150510],[99908,151226],[110083,296639],[111371,228528],[115200,177742],[115620,305520],[115910,235109],[117357,172562],[123351,316961],[132882,329600],[135000,332476],[135290,261109],[136737,195874],[140684,209096],[141561,269851],[141865,203391],[148987,351059],[150275,280988],[153061,357649],[160421,365341],[160711,293574],[163023,296565],[163327,228239],[169355,242765],[170190,236304],[170232,305580],[176044,383524],[178162,386400],[178452,315033],[179899,245972],[181819,391251],[183107,321434],[190819,329526],[193502,262304],[193544,332536],[199356,409524],[201375,271102],[204738,415210],[207371,417801],[207661,347994],[209973,350985],[210277,280699],[213742,425382],[214032,355721],[215479,285450],[223364,365401],[226223,297816],[229586,440058],[232219,442649],[232509,374708],[237905,448031],[238195,380605],[240917,383450],[243600,316228],[243642,386460],[247803,391177],[248107,321145],[249454,459622],[263905,471343],[264195,406605],[266917,409450],[270173,477304],[272814,415136],[273118,354252],[275824,417861],[278683,352236],[282046,487008],[283078,356916],[283120,425442],[284679,489599],[284969,427168],[296887,498766],[299528,439984],[302538,442709],[305947,446961],[308501,389381],[308543,448091],[317829,514505],[318119,456703],[319129,392428],[320841,459548],[332903,470273],[335499,471403],[341293,420467],[341955,477878],[344509,423683],[351307,537670],[353948,486934],[356958,489659],[368669,499340],[377029,453127],[377152,505978],[386827,513435],[389423,514565],[403152,525358],[411489,483287],[421129,538244],[453250,559716]
   ]
cell #1529 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[2, 1]]+phi[[1, 1, 1],[3, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [67878],[82395],[102809],[107152],[107197],[107559],[127219],[131383],[131824],[131981],[146056],[146101],[146463],[154648],[159011],[159553],[167518],[167563],[167925],[174545],[174986],[175143],[189330],[192269],[192314],[196236],[197857],[198298],[198455],[205961],[206503],[214468],[214513],[220506],[223113],[223844],[224792],[224949],[226042],[230809],[231351],[239428],[242367],[242412],[248396],[248553],[253561],[254768],[255878],[257421],[257586],[259192],[260031],[265428],[268367],[268412],[275573],[276304],[277252],[277409],[283811],[288343],[288651],[290312],[291151],[291412],[292307],[293038],[295534],[302287],[303018],[303966],[304123],[309802],[311345],[311510],[313116],[324258],[324519],[324759],[327185],[327216],[336758],[338301],[338466],[340072],[345571],[345832],[346727],[347458],[360335],[360366],[362181],[372285],[372546],[373441],[374172],[381109],[381140],[397296],[397557],[407109],[407140],[431272],[431303],
     [30644,201598],[39111,226446],[41923,170381],[51056,257847],[52385,193693],[55261,97584],[55865,141713],[59858,278906],[66584,292757],[66906,223513],[68482,163175],[72648,116753],[76175,311771],[77504,243791],[79299,319352],[85316,328631],[85367,257264],[85729,190971],[87520,136133],[91047,338727],[94608,344732],[96290,347177],[96612,275973],[98188,210125],[100386,283269],[111762,371446],[113444,373891],[113766,302687],[115976,378443],[117835,308692],[119674,382555],[119725,311188],[120087,241069],[121878,179295],[124536,247955],[125405,392651],[133848,402228],[135356,404443],[137215,335648],[139054,408555],[139105,338144],[139467,267069],[141573,412795],[141955,342763],[144022,272966],[150666,423906],[151588,214875],[152348,426351],[152670,357107],[160777,435387],[161745,435763],[161796,367127],[163035,437643],[163417,369477],[165484,299680],[170313,378182],[170712,307485],[172924,246334],[177010,452326],[178518,454541],[180377,389572],[182216,458653],[182267,392068],[182629,320993],[190503,465934],[190831,466852],[191213,401659],[193625,404182],[194024,334441],[200322,475638],[201194,278502],[201337,343071],[201453,412826],[207727,482337],[208695,482713],[208746,419587],[209985,484593],[210367,421937],[212434,354100],[223445,435126],[226185,369785],[226301,437674],[232575,503799],[233543,504175],[233594,444435],[234031,313955],[234573,378683],[240601,509096],[240929,510014],[241311,451757],[243723,454280],[244122,388365],[257702,466883],[260573,404683],[266601,528476],[266929,529394],[267311,475069],[268820,349954],[275905,482076],[278645,422245],[278761,484624],[302619,503538],[311626,510045],[314497,454781],[338582,529425]
   ]
cell #1530 :
  |C| = 245
  W-rep = phi[[2, 1],[2, 2]]+phi[[1, 1],[3, 2]]
  special rep = phi[[2, 1],[2, 2]] , dim = 140
  orbit = [4, 4, 3, 3]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [164781],[191111],[193087],[219062],[223215],[225565],[241209],[253084],[255580],[257522],[259967],[267209],[275675],[288045],[288587],[291087],[299820],[302389],[309504],[311446],[324194],[335350],[336460],[338402],[345507],[361883],[367900],[371121],[372221],[396756],[397232],[402927],[430826],[436327],[462806],
     [60974,354579],[74122,379463],[78907,318471],[88994,405463],[92930,412349],[94216,343851],[99896,282663],[110084,437197],[111370,370565],[115621,445269],[115909,377642],[117345,308086],[123352,455561],[123833,249561],[132883,466406],[135001,468581],[135289,403642],[136725,335042],[141560,342465],[141853,271522],[143319,211731],[148988,484147],[150274,423025],[153062,490243],[160422,495638],[160710,434586],[163022,369179],[163315,298236],[169775,243185],[170083,307008],[170222,378118],[176045,509568],[178163,511743],[178451,453740],[179887,388966],[181820,515939],[183106,460141],[190818,401361],[193395,333964],[193534,404118],[199357,528948],[200717,278025],[201273,343007],[204739,533017],[207372,534542],[207660,481536],[209972,421639],[210265,352656],[213743,540317],[214031,488422],[215467,427948],[223354,435062],[226121,369721],[229587,550171],[232220,551696],[232508,502998],[233967,313891],[237906,555257],[238194,507553],[240916,451459],[243493,387888],[243632,454216],[247802,390384],[248095,321133],[249455,563306],[263906,570129],[264194,526933],[266916,474771],[270174,573593],[272813,414343],[273106,354240],[275814,482012],[278581,422181],[282047,579877],[282971,356809],[283110,424681],[284680,581402],[284968,541902],[296888,586210],[299527,439191],[302528,503474],[305946,446854],[308394,389274],[308533,447330],[317830,595248],[318118,561291],[319027,392326],[320840,517933],[332902,470166],[335489,470642],[341186,420360],[341945,477776],[344407,423581],[351308,606957],[353947,486141],[356948,542378],[368659,499238],[376927,453025],[377142,505968],[386826,513328],[389413,513804],[403142,525348],[411479,483277],[421119,538142],[453240,559706]
   ]
cell #1531 :
  |C| = 245
  W-rep = phi[[2, 1],[2, 2]]+phi[[1, 1],[3, 2]]
  special rep = phi[[2, 1],[2, 2]] , dim = 140
  orbit = [4, 4, 3, 3]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [165320],[193174],[219149],[225473],[252992],[258131],[259872],[287294],[288492],[293184],[312055],[323479],[327982],[329180],[339011],[347604],[363925],[371730],[374318],[381906],[383104],[406215],[407906],[409104],[416385],[432069],[436735],[439638],[441233],[463214],[464152],[468390],[493052],[497439],[519970],
     [99931,282358],[117380,307781],[124021,247010],[124372,182465],[136760,334737],[141888,341879],[143507,272021],[143858,212270],[151062,213158],[163350,368593],[164969,298735],[169862,243272],[170309,377361],[170649,305813],[172398,237321],[179922,388661],[191146,400775],[193621,403361],[193961,332769],[195710,263321],[200625,277933],[201533,341714],[201882,271609],[210300,421053],[211919,353155],[215502,427643],[223441,434305],[223781,365634],[226381,368428],[226730,298323],[233872,313796],[234719,306916],[234751,377403],[241244,450873],[243719,453459],[244059,386693],[245808,317245],[248130,458169],[249749,393347],[257782,400610],[260719,333872],[260751,403403],[267244,474185],[269505,342912],[273141,479184],[275901,481255],[276241,418094],[278841,420888],[279190,352743],[283197,488141],[283537,425675],[285286,357933],[293216,434347],[296219,369626],[299855,500646],[302615,502717],[302955,442942],[308620,507272],[308960,448324],[311706,450708],[314643,387796],[314675,453501],[319287,458004],[319636,392935],[321168,517347],[335576,526652],[335916,471636],[338662,474020],[342032,531526],[344667,479019],[345016,424190],[347636,481297],[350639,422086],[354275,539550],[355331,426778],[355363,488183],[357035,541621],[357375,489892],[368746,548680],[371381,500481],[374350,502759],[377758,506376],[380215,456313],[380247,507314],[389500,561010],[389840,514798],[390831,459202],[392586,517182],[403758,525756],[406247,526694],[411887,483685],[412433,531956],[414790,486588],[421206,578386],[423841,539385],[426810,541663],[437281,549110],[445078,511552],[445180,554328],[453856,560114],[456345,561052],[468492,569200],[475977,536343],[484231,578816],[511654,594319]
   ]
cell #1532 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[2, 1]]+phi[[1, 1, 1],[3, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [107151],[107185],[107460],[109105],[128578],[130625],[131717],[131969],[146055],[146089],[146364],[155531],[158218],[159445],[167517],[167551],[167826],[173787],[174879],[175131],[185604],[188522],[192268],[192302],[196137],[197099],[198191],[198443],[205168],[206395],[214467],[214501],[218057],[219748],[223112],[223832],[224685],[224937],[225943],[230016],[231243],[238620],[242366],[242400],[248289],[248541],[253462],[253975],[255771],[257409],[257574],[259084],[260019],[264620],[268366],[268400],[275572],[276292],[277145],[277397],[283703],[288236],[288639],[289504],[291139],[291304],[292295],[293037],[295533],[302286],[303006],[303859],[304111],[309695],[311333],[311498],[313008],[324246],[324411],[324758],[327173],[327215],[336651],[338289],[338454],[339964],[345559],[345724],[346715],[347457],[360323],[360365],[362074],[372273],[372438],[373429],[374171],[381097],[381139],[397284],[397449],[407097],[407139],[431260],[431302],
     [30645,270517],[39112,297231],[41922,235702],[51057,330192],[52384,261702],[55853,202481],[59859,351651],[66585,364857],[66905,294167],[68470,227329],[72549,171740],[76176,384116],[77503,315626],[79300,318544],[85317,399801],[85366,328924],[85717,258730],[87421,195052],[91048,410116],[91951,148009],[94609,343924],[96291,417317],[96611,348587],[98176,279789],[100385,282476],[111763,370638],[113445,442165],[113765,375301],[115977,378335],[117834,307899],[119675,449899],[119724,382848],[120075,312654],[121779,245150],[124524,247197],[125406,460214],[133849,467814],[135357,404335],[137214,334855],[139055,473211],[139104,408848],[139455,339610],[141574,412783],[141954,342656],[144010,272208],[150667,423098],[151489,214776],[152349,489115],[152669,427761],[160778,435279],[161746,496942],[161795,436056],[163036,437631],[163416,369370],[165472,298922],[170312,378170],[170700,307386],[172825,246235],[177011,510976],[178519,454433],[180376,388779],[182217,516373],[182266,458946],[182617,393534],[190504,522332],[190832,466840],[191212,401552],[193624,404170],[194012,334342],[200323,530356],[201095,278403],[201325,343059],[201452,412825],[207728,482229],[208696,535846],[208745,483006],[209986,484581],[210366,421830],[212422,353342],[223444,435114],[226173,369773],[226300,437673],[232576,503691],[233544,553000],[233593,504468],[234019,313943],[234572,378682],[240602,556690],[240930,510002],[241310,451650],[243722,454268],[244110,388266],[257701,466882],[260572,404682],[266602,571562],[266930,529382],[267310,474962],[268819,349953],[275904,482064],[278633,422233],[278760,484623],[302618,503526],[311625,510044],[314496,454780],[338581,529424]
   ]
cell #1533 :
  |C| = 245
  W-rep = phi[[2, 1],[2, 2]]+phi[[1, 1],[3, 2]]
  special rep = phi[[2, 1],[2, 2]] , dim = 140
  orbit = [4, 4, 3, 3]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [164782],[191112],[193088],[219063],[223216],[225566],[241210],[253085],[255581],[257532],[259977],[267210],[275676],[288046],[288597],[291097],[299821],[302390],[309505],[311456],[324204],[335351],[336461],[338412],[345517],[361884],[367901],[371131],[372231],[396757],[397242],[402937],[430836],[436391],[462870],
     [60980,354589],[74128,379473],[78915,318472],[89000,405473],[92936,412359],[94224,343852],[99897,282664],[110090,437207],[111378,370566],[115714,445333],[115917,377643],[117346,308087],[123358,455571],[123834,249562],[132889,466416],[135094,468645],[135297,403643],[136726,335043],[141660,342466],[141854,271523],[143320,211732],[148994,484157],[150282,423026],[153068,490253],[160515,495702],[160718,434587],[163122,369180],[163316,298237],[169776,243186],[170084,307009],[170327,378128],[176051,509578],[178256,511807],[178459,453741],[179888,388967],[181826,515949],[183114,460142],[190918,401362],[193396,333965],[193639,404128],[199363,528958],[200718,278026],[201283,343017],[204745,533027],[207465,534606],[207668,481537],[210072,421640],[210266,352657],[213836,540381],[214039,488423],[215468,427949],[223459,435072],[226131,369731],[229593,550181],[232313,551760],[232516,502999],[233977,313901],[237999,555321],[238202,507554],[241016,451460],[243494,387889],[243737,454226],[247902,390385],[248096,321134],[249461,563316],[263999,570193],[264202,526934],[267016,474772],[270967,573867],[272913,414344],[273107,354241],[275919,482022],[278591,422191],[282053,579887],[282972,356810],[283215,424691],[284773,581466],[284976,541903],[297681,586484],[299627,439192],[302633,503484],[306732,446855],[308395,389275],[308638,447340],[317923,595312],[318126,561292],[319037,392336],[320940,517934],[333688,470167],[335594,470652],[341187,420361],[342709,477786],[344417,423591],[352101,607231],[354047,486142],[357053,542388],[369423,499248],[376937,453035],[377826,506032],[387612,513329],[389518,513814],[403826,525412],[411543,483341],[421883,538152],[453924,559770]
   ]
cell #1534 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[2, 1]]+phi[[1, 1, 1],[3, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [107159],[107186],[107461],[109106],[128579],[130626],[131718],[131970],[146063],[146090],[146365],[155532],[158219],[159446],[167525],[167552],[167827],[173788],[174880],[175132],[185605],[188523],[192276],[192303],[196138],[197100],[198192],[198444],[205169],[206396],[214475],[214502],[218058],[219749],[223120],[223833],[224686],[224938],[225944],[230017],[231244],[238621],[242374],[242401],[248290],[248542],[253463],[253976],[255772],[257410],[257575],[259085],[260020],[264621],[268374],[268401],[275580],[276293],[277146],[277398],[283704],[288237],[288640],[289505],[291140],[291305],[292296],[293046],[295542],[302294],[303007],[303860],[304112],[309696],[311334],[311499],[313009],[324247],[324412],[324767],[327174],[327224],[336652],[338290],[338455],[339965],[345560],[345725],[346716],[347466],[360324],[360374],[362075],[372274],[372439],[373430],[374180],[381098],[381148],[397285],[397450],[407098],[407148],[431261],[431311],
     [30651,270518],[39118,297232],[41930,235703],[51063,330193],[52392,261703],[55854,202482],[59865,351652],[66591,364858],[66913,294168],[68471,227330],[72550,171741],[76182,384117],[77511,315627],[79306,318545],[85323,399802],[85374,328925],[85718,258731],[87422,195053],[91054,410117],[91952,148010],[94615,343925],[96297,417318],[96619,348588],[98177,279790],[100393,282477],[111769,370639],[113451,442166],[113773,375302],[115983,378336],[117842,307900],[119681,449900],[119732,382849],[120076,312655],[121780,245151],[124525,247198],[125412,460215],[133855,467815],[135363,404336],[137222,334856],[139061,473212],[139112,408849],[139456,339611],[141672,412784],[141962,342657],[144011,272209],[150673,423099],[151490,214777],[152355,489116],[152677,427762],[160784,435280],[161752,496943],[161803,436057],[163134,437632],[163424,369371],[165473,298923],[170415,378171],[170701,307387],[172826,246236],[177017,510977],[178525,454434],[180384,388780],[182223,516374],[182274,458947],[182618,393535],[190510,522333],[190930,466841],[191220,401553],[193727,404171],[194013,334343],[200329,530357],[201096,278404],[201326,343060],[201557,412834],[207734,482230],[208702,535847],[208753,483007],[210084,484582],[210374,421831],[212423,353343],[223547,435115],[226174,369774],[226405,437682],[232582,503692],[233550,553001],[233601,504469],[234020,313944],[234581,378691],[240608,556691],[241028,510003],[241318,451651],[243825,454269],[244111,388267],[257806,466891],[260581,404691],[266608,571563],[267028,529383],[267318,474963],[268828,349962],[276007,482065],[278634,422234],[278865,484632],[302721,503527],[311730,510053],[314505,454789],[338686,529433]
   ]
cell #1535 :
  |C| = 245
  W-rep = phi[[2, 1],[2, 2]]+phi[[1, 1],[3, 2]]
  special rep = phi[[2, 1],[2, 2]] , dim = 140
  orbit = [4, 4, 3, 3]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [53231],[68166],[82683],[86938],[103932],[107847],[108992],[127330],[128465],[132506],[146751],[154732],[159122],[160257],[168213],[175668],[189414],[196524],[198980],[206072],[207207],[229210],[230920],[232055],[239512],[254879],[260520],[263741],[265512],[289140],[290396],[296037],[325262],[331567],[360872],
     [33713,101232],[42769,78350],[45937,124220],[45949,180728],[55549,97872],[56979,143706],[56991,203647],[60899,151006],[69596,165168],[69608,228495],[72066,121296],[72936,117041],[72948,235076],[74047,172342],[87808,136421],[87820,261076],[88919,195654],[91838,147896],[92553,142836],[92652,269631],[92855,201826],[99302,212118],[99314,280955],[107859,293541],[109707,164298],[109806,296345],[110009,226674],[115456,171627],[115600,170492],[122166,179583],[122178,315000],[123277,245752],[125650,249948],[125662,321401],[132605,329306],[132808,258075],[134836,194939],[134980,193804],[141501,201682],[146763,347961],[148611,211248],[148710,350765],[148913,279134],[151876,215163],[151888,355688],[152987,285230],[160401,223624],[162963,226530],[168225,374675],[173212,246622],[173224,380572],[175767,383230],[175970,311999],[177998,245037],[178142,243902],[181443,249078],[181542,390957],[181745,319580],[190759,257931],[196536,406572],[199079,409230],[199282,338955],[204362,281670],[204461,414916],[204664,344960],[207351,276084],[209913,278990],[213578,284515],[213722,283380],[215175,427135],[229309,439764],[229512,371674],[232199,302798],[234520,314444],[235319,445656],[237741,317665],[237885,308803],[240857,311855],[246634,456670],[247743,319436],[249177,459328],[249380,392879],[261319,468968],[263885,335759],[266857,338811],[269323,350457],[270153,343560],[272754,344816],[281769,486714],[281972,424134],[284659,357218],[296867,370274],[299468,371530],[304611,385491],[305887,379186],[315243,512130],[317809,389683],[320781,392735],[332843,405186],[341454,413332],[351287,422734],[353888,423990],[368168,438180],[386767,455284],[420628,485130]
   ]
cell #1536 :
  |C| = 175
  W-rep = phi[[2, 2],[2, 1]]+phi[[1],[3, 3]]
  special rep = phi[[2, 2],[2, 1]] , dim = 140
  orbit = [4, 4, 4, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 140
     105 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [67041],[85604],[96747],[105881],[107439],[113901],[119962],[128084],[130604],[132348],[137350],[139342],[144785],[146343],[155510],[158006],[158278],[165359],[166247],[167805],[171246],[173766],[175510],[185392],[185664],[187262],[188322],[193213],[194558],[196116],[197078],[198822],[202460],[204956],[205228],[217857],[219188],[219727],[224378],[225922],[227308],[229804],[230076],[235490],[235762],[238420],[244656],[253441],[253763],[254035],[258170],[258709],[259911],[261490],[261762],[264420],[270317],[276838],[279768],[287365],[288531],[289304],[293633],[293955],[294227],[297031],[303552],[312094],[312633],[315414],[315686],[323518],[323591],[328053],[329219],[329992],[339050],[339589],[348053],[348375],[348647],[351451],[363964],[364037],[371769],[374767],[375089],[375361],[381977],[383143],[383916],[406664],[407977],[409143],[409916],[416424],[416497],[432140],[439677],[441272],[441345],[464191],[464264],[468429],[493091],
     [100521,152805],[117970,180512],[124411,182504],[143897,212309],[151101,213197],[151468,214755],[169901,243311],[172437,237360],[172804,246214],[180820,247176],[195749,263360],[201074,278382],[201921,271648],[203739,272187],[226769,298362],[228587,298901],[233911,313835],[235168,307365],[245847,317284],[261168,334321],[269544,342951],[279229,352782],[281047,353321],[285325,357972],[296258,369665],[315092,388245],[319675,392974],[321493,393513],[345055,424229],[350678,422125],[355780,427227],[380664,456762],[390870,459241],[414829,486627],[445117,511591]
   ]
cell #1537 :
  |C| = 245
  W-rep = phi[[2, 1],[2, 2]]+phi[[1, 1],[3, 2]]
  special rep = phi[[2, 1],[2, 2]] , dim = 140
  orbit = [4, 4, 3, 3]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [69533],[87231],[104225],[109035],[128508],[132799],[134121],[154775],[155982],[160300],[175961],[184883],[189457],[190664],[199273],[207250],[221999],[229503],[232098],[239555],[240762],[263784],[265555],[266762],[274459],[290439],[296080],[299373],[301173],[325305],[326553],[332089],[361394],[367548],[396404],
     [33778,212863],[42834,237026],[45874,125587],[45945,180771],[53296,263026],[56066,269914],[56916,99239],[56987,203690],[60890,151299],[68683,296628],[69604,228538],[72359,121589],[72767,305422],[72944,235119],[74038,172635],[78415,316950],[85930,329589],[87639,332378],[87816,261119],[88910,195947],[91881,147939],[92648,201725],[92846,143129],[98389,351048],[99310,280998],[101297,357638],[107678,365243],[107855,293584],[109802,226573],[110000,164591],[114741,177283],[115499,171670],[115548,234981],[120288,383513],[121997,386302],[122174,315043],[123268,246045],[124737,391240],[125658,321444],[132601,257974],[134879,194982],[134928,260981],[139668,409513],[141406,202932],[144223,415199],[146582,417703],[146759,348004],[148706,279033],[148904,211541],[151707,425284],[151884,355731],[152978,285523],[160349,293446],[162868,227780],[165685,440047],[168044,442551],[168221,374718],[173043,447933],[173220,380615],[175763,311898],[178041,245080],[178090,314905],[181538,319479],[181736,249371],[182830,459611],[196355,471245],[196532,406615],[199075,338854],[202013,476754],[204457,344859],[204655,281963],[207299,347866],[209818,280240],[212635,486997],[213621,284558],[213670,355593],[214994,489501],[215171,427178],[226861,498216],[229305,371573],[232147,374580],[235315,379229],[237784,317708],[237833,380477],[246453,514407],[246630,456713],[247648,320686],[249173,392778],[261315,405229],[263833,406477],[269366,350500],[270101,413854],[272659,353793],[279321,537120],[281765,424033],[284607,427040],[296815,438702],[305133,386013],[305270,446502],[315239,455327],[317757,456575],[332226,469814],[340834,420008],[351235,485652],[386150,512976]
   ]
cell #1538 :
  |C| = 245
  W-rep = phi[[2, 1],[2, 2]]+phi[[1, 1],[3, 2]]
  special rep = phi[[2, 1],[2, 2]] , dim = 140
  orbit = [4, 4, 3, 3]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [69534],[87232],[104226],[109036],[128509],[132800],[134122],[154776],[155983],[160301],[175962],[184884],[189458],[190665],[199274],[207251],[222000],[229504],[232099],[239556],[240763],[263785],[265556],[266763],[274460],[290440],[296081],[299374],[301174],[325306],[326554],[332090],[361395],[367549],[396405],
     [33784,212864],[42840,237027],[45875,125588],[45953,180772],[53302,263027],[56072,269915],[56917,99240],[56995,203691],[60891,151300],[68689,296629],[69612,228539],[72360,121590],[72773,305423],[72952,235120],[74039,172636],[78421,316951],[85936,329590],[87645,332379],[87824,261120],[88911,195948],[91882,147940],[92656,201726],[92847,143130],[98395,351049],[99318,280999],[101303,357639],[107684,365244],[107863,293585],[109810,226574],[110001,164592],[114742,177284],[115500,171671],[115549,234982],[120294,383514],[122003,386303],[122182,315044],[123269,246046],[124743,391241],[125666,321445],[132609,257975],[134880,194983],[134929,260982],[139674,409514],[141407,202933],[144229,415200],[146588,417704],[146767,348005],[148714,279034],[148905,211542],[151713,425285],[151892,355732],[152979,285524],[160350,293447],[162869,227781],[165691,440048],[168050,442552],[168229,374719],[173049,447934],[173228,380616],[175771,311899],[178042,245081],[178091,314906],[181546,319480],[181737,249372],[182836,459612],[196361,471246],[196540,406616],[199083,338855],[202019,476755],[204465,344860],[204656,281964],[207300,347867],[209819,280241],[212641,486998],[213622,284559],[213671,355594],[215000,489502],[215179,427179],[226867,498217],[229313,371574],[232148,374581],[235323,379230],[237785,317709],[237834,380478],[246459,514408],[246638,456714],[247649,320687],[249181,392779],[261323,405230],[263834,406478],[269367,350501],[270102,413855],[272660,353794],[279327,537121],[281773,424034],[284608,427041],[296816,438703],[305134,386014],[305271,446503],[315247,455328],[317758,456576],[332227,469815],[340835,420009],[351236,485653],[386151,512977]
   ]
cell #1539 :
  |C| = 245
  W-rep = phi[[2, 1],[2, 2]]+phi[[1, 1],[3, 2]]
  special rep = phi[[2, 1],[2, 2]] , dim = 140
  orbit = [4, 4, 3, 3]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [111209],[132789],[134508],[156369],[160195],[162242],[175951],[186302],[188652],[190557],[192772],[199263],[207145],[218187],[218747],[221192],[229493],[231993],[238750],[240655],[252447],[263679],[264750],[266655],[273652],[289634],[295975],[299266],[300366],[325200],[325746],[331982],[361287],[367537],[396393],
     [33785,282348],[42841,307771],[45952,247022],[53303,334727],[56073,341869],[56994,272033],[60880,213250],[68690,368583],[69611,298747],[72774,377279],[72951,305825],[74028,237413],[78422,388651],[78746,182945],[85937,400765],[87646,403279],[87823,332781],[88900,263413],[92655,270647],[92836,203319],[94055,150113],[98396,421043],[99317,353167],[101304,427633],[107685,434223],[107862,365646],[109809,297361],[109990,228167],[115128,177670],[115394,236400],[115537,306371],[120295,450863],[122004,453377],[122181,386705],[123258,317337],[124744,458159],[125665,393359],[132608,330322],[134774,262400],[134917,333327],[139675,474175],[140780,209192],[141299,271207],[144230,479174],[146589,481173],[146766,418106],[148713,351781],[148894,280627],[151714,488059],[151891,425687],[152968,358025],[160338,366192],[162761,297921],[165692,500636],[168051,502635],[168228,442954],[169460,242870],[173050,507190],[173227,448336],[175770,384246],[177936,316324],[178079,387251],[181545,318674],[181726,249361],[182837,517337],[196362,526570],[196539,471648],[199082,410246],[202020,531119],[204464,344054],[204645,281953],[207288,418652],[209711,352341],[212642,539540],[213516,284453],[213659,354786],[215001,541539],[215178,489904],[226868,548273],[229312,370768],[232136,443500],[235322,379124],[237679,317603],[237822,379670],[246460,560928],[246637,514810],[247541,320579],[249180,460344],[261322,405124],[263822,405670],[269261,350395],[270090,413747],[272552,353686],[279328,577979],[281772,423228],[284596,490450],[296804,438595],[305026,385906],[305259,446491],[315246,455222],[317746,455768],[332215,469803],[340823,419997],[351224,485545],[386139,512965]
   ]
cell #1540 :
  |C| = 245
  W-rep = phi[[2, 1],[2, 2]]+phi[[1, 1],[3, 2]]
  special rep = phi[[2, 1],[2, 2]] , dim = 140
  orbit = [4, 4, 3, 3]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [53446],[68220],[82737],[86947],[103941],[107901],[108993],[127339],[128466],[132515],[146805],[154733],[159131],[160258],[168267],[175677],[189415],[196578],[198989],[206081],[207208],[229219],[230929],[232056],[239513],[254888],[260529],[263742],[265513],[289149],[290397],[296038],[325263],[331568],[360873],
     [33928,61643],[42984,78565],[45956,123922],[45991,79008],[55603,97926],[56998,143408],[57033,94317],[60908,99864],[69615,164870],[69650,111471],[72075,121305],[72955,170550],[72990,117095],[74056,117313],[87827,193862],[87862,136475],[88928,136693],[91839,147897],[92562,142845],[92659,201514],[92864,141821],[99321,211820],[99356,150375],[107866,223682],[109716,164307],[109813,226362],[110018,163283],[115457,171628],[115609,170501],[122185,243960],[122220,179637],[123286,179855],[125669,249650],[125704,183207],[132612,257763],[132817,191079],[134837,194940],[134989,193813],[141502,201683],[146770,276142],[148620,211257],[148717,278822],[148922,210233],[151895,283438],[151930,215217],[152996,215435],[160410,223633],[162964,226531],[168232,302856],[173231,308861],[173266,246676],[175774,311687],[175979,241177],[177999,245038],[178151,243911],[181452,249087],[181549,319268],[181754,248063],[190760,257932],[196543,335817],[199086,338643],[199291,267177],[204371,281679],[204468,344648],[204673,273074],[207360,276093],[209914,278991],[213579,284516],[213731,283389],[215182,357276],[229316,371362],[229521,299788],[232208,302807],[234529,314453],[235326,377739],[237742,317666],[237894,308812],[240858,311856],[246641,389741],[247744,319437],[249184,392567],[249389,321101],[261326,403739],[263894,335768],[266858,338812],[269324,350458],[270162,343569],[272755,344817],[281776,423822],[281981,354208],[284668,357227],[296876,370283],[299469,371531],[304612,385492],[305888,379187],[315250,453837],[317818,389692],[320782,392736],[332844,405187],[341455,413333],[351296,422743],[353889,423991],[368169,438181],[386768,455285],[420629,485131]
   ]
cell #1541 :
  |C| = 245
  W-rep = phi[[2, 1],[2, 2]]+phi[[1, 1],[3, 2]]
  special rep = phi[[2, 1],[2, 2]] , dim = 140
  orbit = [4, 4, 3, 3]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [53447],[68221],[82738],[86948],[103942],[107902],[108994],[127340],[128467],[132516],[146806],[154734],[159132],[160259],[168268],[175678],[189416],[196579],[198990],[206082],[207209],[229220],[230930],[232057],[239514],[254889],[260530],[263743],[265514],[289150],[290398],[296039],[325264],[331569],[360874],
     [33929,61644],[42985,78566],[45992,79009],[55604,97927],[57034,94318],[60909,99865],[69651,111472],[72076,121306],[72991,117096],[74057,117314],[78839,123934],[87863,136476],[88929,136694],[91840,147898],[92563,142846],[92865,141822],[94148,143420],[99357,150376],[109717,164308],[110019,163284],[111302,164882],[115458,171629],[115610,170502],[115841,170562],[122221,179638],[123287,179856],[125705,183208],[132818,191080],[134838,194941],[134990,193814],[135221,193874],[141503,201684],[141555,201526],[148621,211258],[148923,210234],[150206,211832],[151931,215218],[152997,215436],[160411,223634],[160642,223694],[162965,226532],[163017,226374],[173267,246677],[175980,241178],[178000,245039],[178152,243912],[178383,243972],[181453,249088],[181755,248064],[183038,249662],[190761,257933],[190813,257775],[199292,267178],[204372,281680],[204674,273075],[207361,276094],[207592,276154],[209915,278992],[209967,278834],[213580,284517],[213732,283390],[213963,283450],[229522,299789],[232209,302808],[232440,302868],[234530,314454],[237743,317667],[237895,308813],[238126,308873],[240859,311857],[240911,311699],[247745,319438],[247797,319280],[249390,321102],[263895,335769],[264126,335829],[266859,338813],[266911,338655],[269325,350459],[270163,343570],[272756,344818],[272808,344660],[281982,354209],[284669,357228],[284900,357288],[296877,370284],[299470,371532],[299522,371374],[304613,385493],[305889,379188],[305941,377751],[317819,389693],[318050,389753],[320783,392737],[320835,392579],[332845,405188],[332897,403751],[341456,413334],[351297,422744],[353890,423992],[353942,423834],[368170,438182],[386769,455286],[386821,453849],[420630,485132]
   ]
cell #1542 :
  |C| = 126
  W-rep = phi[[3, 1, 1],[1, 1]]
  special rep = phi[[3, 1, 1],[1, 1]] , dim = 126
  orbit = [6, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [81238],[85394],[102627],[106402],[107212],[119752],[126190],[127067],[131201],[131931],[132080],[139132],[145306],[146116],[154422],[158859],[159667],[161823],[166768],[167578],[174363],[175093],[175242],[182294],[187783],[189104],[189981],[191240],[192329],[197675],[198405],[198554],[205809],[206617],[208773],[214528],[217689],[220324],[223859],[224899],[225048],[230657],[231465],[233621],[239202],[240079],[241338],[242427],[248503],[248652],[251725],[251993],[254616],[256671],[257693],[258220],[259306],[265202],[266079],[267338],[268427],[276319],[277359],[277508],[283925],[287303],[287532],[290086],[291917],[292185],[293193],[294808],[303033],[304073],[304222],[310595],[311617],[312144],[313230],[320003],[323102],[323225],[323459],[327991],[328220],[329160],[337551],[338573],[339100],[340186],[346337],[346605],[347613],[349228],[359026],[359460],[362974],[363671],[363905],[373051],[373319],[374327],[375942],[381915],[382144],[383084],[394646],[398062],[398330],[398938],[407915],[408144],[409084],[416131],[416365],[432078],[432307],[440979],[441213],[449036],[463898],[464132],[472348],[491820],[493684],[519186]
   ]
cell #1543 :
  |C| = 126
  W-rep = phi[[3, 1, 1],[1, 1]]
  special rep = phi[[3, 1, 1],[1, 1]] , dim = 126
  orbit = [6, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [132209],[159923],[175371],[184814],[189936],[190285],[198683],[206873],[217269],[221930],[222514],[225177],[231721],[240034],[240383],[248781],[250637],[251535],[256251],[256803],[259035],[259562],[266034],[266383],[274390],[274974],[277637],[284181],[286984],[291727],[294527],[294763],[295112],[301104],[301688],[304351],[310175],[310727],[312959],[313486],[319958],[320307],[326484],[327555],[327672],[329946],[330569],[330804],[337131],[337683],[339915],[340442],[346147],[348947],[349183],[349532],[356108],[360705],[362554],[363420],[363578],[365855],[366666],[372861],[375661],[375897],[376246],[381479],[381596],[383870],[384493],[384728],[391607],[396012],[396170],[397872],[398723],[398834],[400941],[407479],[407596],[409870],[410493],[410728],[415880],[416038],[418315],[419126],[430182],[430293],[431642],[431759],[432421],[432629],[440728],[440886],[443163],[443974],[448821],[448932],[451039],[461739],[462226],[462434],[463647],[463805],[464529],[472133],[472244],[474351],[479371],[479579],[491685],[492236],[493469],[493580],[500833],[501041],[507691],[519092],[520319],[520527],[527071],[543598],[544520],[564918]
   ]
cell #1544 :
  |C| = 175
  W-rep = phi[[2, 2],[2, 1]]+phi[[1],[3, 3]]
  special rep = phi[[2, 2],[2, 1]] , dim = 140
  orbit = [4, 4, 4, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 140
     105 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [38126],[50948],[58873],[65510],[66736],[71490],[76067],[82081],[84112],[85552],[89412],[90939],[95216],[96442],[103501],[105572],[105829],[111654],[112370],[113596],[116439],[118470],[119910],[127775],[128032],[129448],[130329],[134628],[135819],[137045],[137850],[139290],[142405],[144476],[144733],[155235],[156489],[156981],[161240],[162588],[163867],[165938],[166195],[170937],[171194],[173491],[178981],[186648],[186953],[187210],[191171],[191663],[192713],[194249],[194506],[196803],[202185],[208190],[210817],[217479],[218688],[219452],[223764],[224069],[224326],[227033],[233038],[241269],[241761],[244347],[244604],[251702],[251780],[256461],[257670],[258434],[267269],[267761],[276224],[276529],[276786],[279493],[291894],[291972],[299880],[302938],[303243],[303500],[310385],[311594],[312358],[335899],[337341],[338550],[339314],[346314],[346392],[362764],[371269],[373028],[373106],[398039],[398117],[403075],[430974],
     [61392,101196],[74540,123770],[79191,125297],[94500,150558],[99956,151274],[100216,152500],[115248,177790],[117405,172610],[117665,180207],[124004,181012],[136785,195922],[141126,209538],[141913,203439],[143490,203931],[163375,228287],[164952,228779],[169401,242811],[170632,236746],[179947,246020],[193944,262746],[201421,271148],[210325,280747],[211902,281239],[215527,285498],[226269,297862],[244042,316670],[248155,321193],[249732,321685],[273166,354300],[278729,352282],[283520,357358],[308943,389823],[319175,392474],[344555,423729],[377075,453173]
   ]
cell #1545 :
  |C| = 50
  W-rep = phi[[4],[1, 1, 1]]+phi[[],[5, 1, 1]]
  special rep = phi[[4],[1, 1, 1]] , dim = 35
  orbit = [8, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 1
  number of tau_infinity subcells = 35
     20 tau_infinity subcells with 1 member(s)
     15 tau_infinity subcells with 2 member(s)
  subcells = [
     [137426],[165466],[193320],[196219],[219295],[226025],[229151],[253544],[259847],[260461],[288467],[289081],[295413],[322883],[324638],[331432],[359160],[360737],[394732],[428945],
     [80199,126025],[100597,152881],[118046,180588],[124518,182611],[144004,212416],[151571,214858],[170008,243418],[172907,246317],[181384,249019],[201177,278485],[204303,281611],[233847,313771],[234461,314385],[268699,349833],[304476,385356]
   ]
cell #1546 :
  |C| = 175
  W-rep = phi[[3],[2, 1, 1]]+phi[[1],[4, 1, 1]]
  special rep = phi[[3],[2, 1, 1]] , dim = 105
  orbit = [6, 4, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [111922],[137107],[137420],[162650],[165315],[165380],[186710],[193169],[193234],[196108],[196109],[219144],[219209],[225468],[225914],[225915],[229038],[252987],[253433],[253434],[259823],[259904],[260348],[288443],[288524],[288968],[295392],[295425],[322859],[324617],[324650],[331437],[359139],[360742],[394737],
     [61972,101573],[79459,125565],[80178,125940],[80193,126019],[94768,150826],[100188,151442],[100278,152562],[100591,152875],[117637,172778],[117727,180269],[118040,180582],[124066,181074],[124367,182460],[124432,182525],[137017,196090],[141188,209600],[143552,203993],[143853,212265],[143918,212330],[151057,213153],[151460,214747],[151461,214748],[165014,228841],[169857,243267],[169922,243332],[170694,236808],[172393,237316],[172796,246206],[172797,246207],[180179,246188],[180813,247169],[181271,248906],[183622,250480],[194006,262808],[195705,263316],[200620,277928],[201066,278374],[201067,278375],[201877,271604],[203732,272180],[204190,281498],[211964,281301],[215759,285666],[226725,298318],[228580,298894],[233823,313747],[233904,313828],[234348,314272],[234714,306911],[235161,307358],[244104,316732],[245803,317240],[249794,321747],[260714,333867],[261161,334314],[268678,349812],[268711,349845],[269537,342944],[279185,352738],[281040,353314],[285281,357928],[296251,369658],[304481,385361],[305275,378574],[314638,387791],[315085,388238],[321486,393506],[332231,404574],[350671,422118],[386155,454672]
   ]
cell #1547 :
  |C| = 126
  W-rep = phi[[2],[3, 1, 1]]
  special rep = phi[[2],[3, 1, 1]] , dim = 126
  orbit = [5, 5, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [101503],[124330],[125916],[143816],[151122],[151418],[165278],[172458],[172754],[180696],[180812],[195770],[196066],[201942],[203615],[203731],[212228],[212759],[212930],[216113],[226790],[228463],[228579],[234344],[235160],[236922],[237093],[245868],[246164],[246770],[250058],[250456],[260344],[261160],[262922],[263093],[269124],[269456],[269981],[271781],[279250],[280923],[281039],[285346],[285642],[285842],[288964],[295838],[296170],[296695],[298495],[304675],[304914],[305242],[314268],[315084],[316846],[317017],[318978],[321369],[321485],[325063],[331631],[331870],[332198],[340806],[341324],[343384],[344358],[350258],[350590],[351115],[352915],[354956],[357534],[357705],[360936],[361175],[367520],[368038],[370098],[371072],[376589],[378987],[379840],[385555],[385794],[386122],[390450],[393107],[396376],[402589],[404987],[405840],[413396],[413635],[414409],[419980],[420498],[422558],[423532],[424776],[428763],[430488],[438244],[438483],[439257],[446474],[447425],[452687],[455085],[455938],[460648],[469786],[470737],[477438],[485194],[485433],[486207],[490620],[498900],[512948],[513899],[517999],[537804],[542473]
   ]
cell #1548 :
  |C| = 175
  W-rep = phi[[2, 2],[2, 1]]+phi[[1],[3, 3]]
  special rep = phi[[2, 2],[2, 1]] , dim = 140
  orbit = [4, 4, 4, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 140
     105 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [85909],[107490],[120267],[130655],[132350],[139647],[146394],[155561],[158280],[160138],[165664],[167856],[173817],[175512],[185666],[188324],[188595],[196167],[197129],[198824],[202511],[205230],[207088],[217859],[218130],[219778],[220905],[225973],[227359],[229054],[230078],[231936],[235764],[238422],[238693],[252160],[253492],[254037],[258760],[260364],[261764],[264422],[264693],[270319],[270590],[273365],[279819],[288984],[289306],[289577],[293684],[294229],[295480],[297033],[297304],[300079],[306084],[312684],[315688],[323593],[324705],[325459],[329672],[329994],[330265],[333040],[339640],[348104],[348649],[351453],[351724],[359741],[359809],[364039],[365151],[365905],[374818],[375363],[383596],[383918],[384189],[386964],[399219],[399287],[406715],[409596],[409918],[410189],[416499],[417611],[418365],[440130],[441347],[442459],[443213],[449317],[449385],[464266],[471153],[472629],[472697],[493965],[494033],[497736],[520267],
     [124716,182809],[144202,212614],[151519,214806],[172855,246265],[180871,247227],[181287,248922],[201125,278433],[203790,272238],[204206,281514],[212946,282538],[228638,298952],[234364,314288],[235219,307416],[237109,307961],[261219,334372],[263109,334917],[268766,349900],[269997,343404],[281098,353372],[296711,370118],[305330,378629],[315143,388296],[317033,388841],[321544,393564],[332286,404629],[351131,422578],[355831,427278],[357721,427823],[380715,456813],[386210,454727],[391323,459694],[415282,487080],[425192,489409],[447841,514315],[476274,536640]
   ]
cell #1549 :
  |C| = 245
  W-rep = phi[[2, 1],[2, 2]]+phi[[1, 1],[3, 2]]
  special rep = phi[[2, 1],[2, 2]] , dim = 140
  orbit = [4, 4, 3, 3]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [88836],[109355],[128828],[134153],[156014],[160620],[162101],[184915],[186161],[190696],[207570],[217346],[222031],[223277],[232418],[240794],[256328],[264104],[266794],[274491],[275737],[299405],[301205],[302451],[310252],[326585],[332121],[335412],[337208],[361426],[362631],[367962],[396818],[402644],[430543],
     [45950,246881],[56992,271892],[60816,152904],[60898,212895],[69609,298606],[72949,305684],[73964,123194],[74046,237058],[78817,181091],[87821,332640],[88918,263058],[92201,148259],[92653,341514],[92854,269946],[94126,204010],[99315,353026],[107860,365505],[109807,368228],[110008,296660],[111280,228858],[114773,177315],[115599,235013],[115819,171990],[122179,386564],[123276,316982],[125663,393218],[132606,400410],[132807,329621],[134979,261013],[135199,195302],[140639,209051],[141438,202964],[141489,269806],[146764,417965],[148711,420688],[148912,351080],[150184,281318],[151889,425546],[152986,357670],[160400,293478],[162900,227812],[162951,296520],[168226,442813],[170145,236259],[173225,448195],[175768,450508],[175969,383545],[178141,314937],[178361,245400],[181543,457804],[181744,391272],[183016,321764],[190747,329481],[193457,262259],[196537,471507],[199080,473820],[199281,409545],[204462,478819],[204663,415231],[207350,347898],[209850,280272],[209901,350940],[213721,355625],[213941,284878],[215176,489763],[229310,500281],[229511,440079],[232198,374612],[235320,505336],[237884,380509],[238104,318028],[240845,383405],[243555,316183],[246635,514669],[247680,320718],[247731,391132],[249178,516982],[249379,459643],[261320,524716],[263884,406509],[266845,409405],[270152,413886],[272691,353825],[272742,415091],[281770,539185],[281971,487029],[283033,356871],[284658,427072],[296866,438734],[299456,439939],[305165,386045],[305875,446916],[308456,389336],[315244,559074],[317808,456607],[320769,459503],[332831,470228],[341248,420422],[341379,477493],[351286,485684],[353876,486889],[368093,498955],[376644,452742],[386755,513390],[420553,537859]
   ]
cell #1550 :
  |C| = 175
  W-rep = phi[[2, 2],[2, 1]]+phi[[1],[3, 3]]
  special rep = phi[[2, 2],[2, 1]] , dim = 140
  orbit = [4, 4, 4, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 140
     105 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [107836],[132349],[132403],[146740],[158279],[158333],[160139],[168202],[175511],[175565],[185665],[185719],[188323],[188596],[196513],[198823],[198877],[205229],[205283],[207089],[217858],[218131],[220906],[229107],[230077],[230131],[231937],[235763],[235817],[238421],[238694],[252161],[254036],[254090],[260417],[261763],[261817],[263623],[264421],[264694],[270318],[270591],[273366],[289037],[289305],[289578],[294228],[294282],[295919],[297032],[297305],[300080],[306085],[315687],[315741],[323592],[325144],[325460],[329725],[329993],[330266],[331544],[333041],[348648],[348702],[351452],[351725],[359810],[360849],[364038],[365590],[365906],[375362],[375416],[383649],[383917],[384190],[386965],[395296],[399288],[400327],[409649],[409917],[410190],[416498],[418050],[418366],[433126],[440183],[441346],[442898],[443214],[449386],[450425],[464265],[471592],[472698],[473737],[480076],[494034],[500198],[501538],[521024],[524308],[544487],
     [151865,215152],[173201,246611],[181340,248975],[204259,281567],[212999,282591],[213460,284397],[234417,314341],[237162,308014],[237623,317547],[246966,318618],[263162,334970],[269205,350339],[270050,343457],[271977,343998],[296764,370171],[298691,370712],[304588,385468],[305769,379068],[317086,388894],[332725,405068],[341431,413309],[351184,422631],[353111,423172],[357774,427876],[368145,438157],[386649,455166],[391376,459747],[393303,460288],[415335,487133],[420605,485107],[425631,489848],[448280,514754],[457721,516899],[478736,539102],[504928,558666]
   ]
cell #1551 :
  |C| = 175
  W-rep = phi[[2, 2],[2, 1]]+phi[[1],[3, 3]]
  special rep = phi[[2, 2],[2, 1]] , dim = 140
  orbit = [4, 4, 4, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 140
     105 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [160681],[190598],[191260],[207631],[221233],[221275],[223153],[232479],[240696],[241358],[252488],[252530],[255276],[255518],[264165],[266696],[267358],[273693],[273735],[275613],[287741],[287983],[290838],[299307],[300407],[300449],[302327],[306412],[306454],[309200],[309442],[323945],[325787],[325829],[332023],[333368],[333410],[335288],[336156],[336398],[342161],[342403],[345258],[361328],[361579],[361821],[366233],[366275],[367838],[368875],[369117],[371972],[377869],[387292],[387334],[395367],[396694],[396983],[400806],[401057],[401299],[402561],[403869],[418693],[418735],[421335],[421577],[429611],[430460],[433197],[434524],[434813],[443541],[443583],[450904],[451155],[451397],[453967],[461956],[465191],[466040],[474216],[474467],[474709],[480147],[481474],[481763],[494788],[500677],[501609],[502936],[503225],[508353],[509202],[521095],[526871],[527733],[528582],[533692],[545182],[549805],[550846],[566155],[568479],[583681],
     [214002,284939],[238165,318089],[247582,320620],[272593,353727],[282389,354827],[282909,356747],[305067,385947],[307812,379711],[308332,389212],[318409,390322],[334768,405711],[341124,420298],[341910,413788],[343789,414281],[368624,438636],[370503,439129],[376561,452659],[377580,446792],[388692,455809],[403580,470104],[411983,477410],[421084,485586],[422963,486079],[427674,490491],[436831,498872],[453678,513266],[458200,517378],[460079,517871],[479215,539581],[483781,537776],[488360,541840],[507491,561229],[515573,562940],[532651,579511],[553607,593598]
   ]
cell #1552 :
  |C| = 245
  W-rep = phi[[2, 2, 1],[2]]+phi[[2, 2],[2, 1]]
  special rep = phi[[2, 2],[2, 1]] , dim = 140
  orbit = [4, 4, 4, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [248787],[277643],[283734],[313039],[318575],[319795],[343955],[345755],[349020],[354661],[370669],[378366],[379545],[381316],[404366],[405545],[413002],[415543],[423129],[437850],[445773],[454464],[455643],[460245],[469085],[484800],[489146],[490325],[511007],[512247],[516592],[536065],[540821],[557815],[575303],
     [132215,191803],[159476,223978],[160814,223915],[175377,241901],[188553,255684],[188700,255621],[189773,258290],[198689,267901],[206426,276438],[207764,276375],[218088,288149],[218235,288086],[220915,290846],[221067,291169],[225183,304357],[231274,303152],[232612,303089],[238651,309608],[238798,309545],[239871,312214],[252170,323953],[252322,324276],[255259,326998],[259115,339995],[264651,336564],[264798,336501],[265871,339170],[270548,342569],[270695,342506],[273375,345266],[273527,345589],[287724,360148],[289535,361987],[289682,361924],[291335,372469],[294600,375734],[297262,369283],[297409,369220],[300089,371980],[300241,372303],[306094,377877],[306246,378200],[309183,380922],[324442,397480],[325469,396991],[325621,397314],[327392,407316],[330223,401465],[330370,401402],[333050,403877],[333202,404200],[336139,406922],[342144,412608],[351682,421743],[351829,421680],[359819,429619],[360542,431479],[361562,431085],[363083,440391],[364888,435310],[365915,434821],[366067,435144],[368858,437456],[384147,451563],[384294,451500],[386974,453975],[387126,454298],[395350,462010],[395675,463310],[399297,465199],[400020,467059],[401040,466665],[410147,474875],[410294,474812],[417348,482260],[418375,481771],[418527,482094],[421318,484406],[429494,492068],[433180,494842],[433505,496142],[442196,503722],[443223,503233],[443375,503556],[449395,508361],[450118,510221],[451138,509827],[465074,521778],[467845,530387],[472707,527741],[473430,529601],[474450,529207],[480130,533746],[480455,535046],[494043,545190],[497161,553219],[501592,550900],[501917,552200],[508236,556136],[521078,566209],[523457,572687],[527616,571008],[545065,584156],[545597,587920],[565355,598962]
   ]
cell #1553 :
  |C| = 245
  W-rep = phi[[2, 1],[2, 2]]+phi[[1, 1],[3, 2]]
  special rep = phi[[2, 1],[2, 2]] , dim = 140
  orbit = [4, 4, 3, 3]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [195496],[225816],[253335],[259897],[288517],[293527],[295451],[323504],[324676],[329205],[347947],[359712],[363950],[365122],[374661],[383129],[399190],[406558],[409129],[416410],[417582],[439663],[441258],[442430],[449288],[464177],[468415],[471124],[472600],[493077],[493936],[497707],[520238],[524092],[544271],
     [123947,390063],[143433,414022],[150848,285072],[150984,354509],[164895,438870],[170575,445448],[172184,245594],[172320,379393],[180714,318722],[193887,468760],[195632,405393],[200968,278276],[201635,476444],[201804,412279],[203633,344102],[211845,485820],[223707,495817],[226483,497906],[226652,437127],[228481,370816],[233897,313821],[234915,377428],[235062,307259],[243985,511922],[245730,455491],[249675,517612],[257884,522491],[258053,466336],[260915,403428],[261062,334215],[268737,349871],[269530,342937],[269682,412172],[276167,534721],[278943,536810],[279112,484077],[280941,423276],[283463,540496],[285208,490173],[293380,434372],[296244,369651],[296396,437020],[302881,551875],[305301,378600],[308886,555436],[311808,556849],[311977,509498],[314839,453526],[314986,388139],[319389,561974],[319558,515869],[321387,460392],[329357,466229],[332257,404600],[335842,570308],[338764,571721],[338933,528878],[344769,574771],[344938,532947],[347800,481322],[350664,422111],[350816,483970],[355527,488208],[355674,427121],[357301,581581],[371483,587388],[371652,550101],[374514,502784],[378480,590474],[380411,507339],[380558,456656],[383281,509391],[386181,454698],[389766,595427],[390856,459227],[391008,515762],[392688,596840],[392857,563236],[404480,600936],[406411,526719],[409281,528771],[413168,531981],[414815,486613],[414967,532840],[423943,608135],[424112,579807],[425163,489380],[426974,541688],[438016,549135],[439815,549994],[445103,511577],[446221,554596],[447812,514286],[454578,617648],[456509,561077],[459379,563129],[469533,569468],[476245,536611],[476815,573977],[484966,578841],[486765,579700],[498277,586594],[504712,558450],[512695,594587],[537181,607341]
   ]
cell #1554 :
  |C| = 175
  W-rep = phi[[2, 2, 2],[1]]+phi[[2, 1],[2, 2]]
  special rep = phi[[2, 1],[2, 2]] , dim = 140
  orbit = [4, 4, 3, 3]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 140
     105 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [152015],[176677],[180753],[180915],[203672],[203834],[205429],[212871],[228520],[228682],[235101],[235963],[237034],[238442],[261101],[261963],[263034],[269748],[269922],[270339],[273341],[280980],[281142],[293566],[296462],[296636],[297053],[305517],[306060],[315025],[315887],[316958],[321426],[321588],[329423],[329597],[332473],[333016],[341558],[347986],[350882],[351056],[351473],[355713],[356575],[357646],[365338],[368272],[374700],[380597],[383347],[383521],[385195],[386397],[386940],[391074],[391248],[391665],[400454],[406597],[409347],[409521],[415033],[415207],[417798],[419184],[420732],[425379],[425922],[427160],[439881],[440055],[442646],[446287],[448028],[448990],[450552],[451897],[456695],[457848],[459445],[459619],[469599],[471340],[473864],[477301],[478863],[479751],[486831],[487005],[489596],[498763],[500325],[505768],[507732],[512761],[514502],[517026],[525148],[531181],[537667],[539229],[548335],[559506],[578041],
     [133515,199989],[158479,230277],[185865,254236],[188344,264442],[217879,289326],[220881,300055],[222981,294428],[251593,323613],[252136,325435],[256861,330014],[275441,348848],[287138,359785],[291785,364059],[292328,365881],[302155,375562],[310785,383938],[327826,399263],[331271,411195],[337741,409938],[346205,416519],[346748,418341],[366724,444032],[372919,441367],[373462,443189],[381750,449361],[397930,464286],[398892,472302],[401799,475209],[407750,472673],[430351,493638],[431913,494009],[432801,501213],[462606,520699],[464570,527112],[492277,544561]
   ]
cell #1555 :
  |C| = 175
  W-rep = phi[[3],[2, 1, 1]]+phi[[1],[4, 1, 1]]
  special rep = phi[[3],[2, 1, 1]] , dim = 105
  orbit = [6, 4, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [89153],[111263],[111576],[134562],[136568],[136633],[156423],[162499],[162564],[164752],[164753],[186559],[186624],[192704],[193058],[193059],[195482],[218679],[219033],[219034],[225357],[225445],[225802],[252876],[252964],[253321],[259803],[259848],[286558],[288423],[288468],[295357],[322839],[324582],[359104],
     [46747,126040],[61133,153221],[61951,153465],[61957,153341],[74281,123511],[78800,182999],[79113,183312],[79119,181263],[94109,150167],[94422,150480],[94428,204182],[99739,215310],[99804,215375],[99890,213304],[111582,229030],[115182,177724],[117188,179730],[117253,179795],[117339,237467],[123804,249532],[123805,249533],[123915,247279],[136719,263467],[141037,209449],[141102,209514],[141847,203373],[143290,211702],[143291,211703],[143401,272290],[150486,281490],[150834,285058],[150947,282635],[153471,286135],[163309,228221],[164863,299004],[169392,242802],[169746,243156],[169747,243157],[170543,236657],[172170,245580],[172283,308058],[179881,317391],[183318,321936],[193855,262657],[195595,335014],[200509,277817],[200597,277905],[200954,278262],[201412,271139],[201767,271494],[210259,280681],[211813,353424],[215461,358079],[226260,297853],[226615,298208],[233803,313727],[233848,313772],[234691,306888],[243953,316581],[245693,388938],[249643,393616],[260691,333844],[268643,349777],[269481,342888],[278720,352273],[279075,352628],[285171,427920],[296195,369602],[314615,387768],[350615,422062]
   ]
cell #1556 :
  |C| = 245
  W-rep = phi[[2, 1],[2, 2]]+phi[[1, 1],[3, 2]]
  special rep = phi[[2, 1],[2, 2]] , dim = 140
  orbit = [4, 4, 3, 3]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [111196],[134495],[156356],[162133],[186193],[191038],[192665],[217378],[218640],[223309],[241136],[251654],[256360],[257622],[267136],[275769],[291846],[299747],[302483],[310284],[311546],[335444],[337240],[338502],[346266],[362663],[367994],[371221],[372980],[396850],[397991],[403027],[430926],[436335],[462814],
     [60904,282241],[74052,307664],[78733,182932],[78826,246913],[88924,334620],[92860,341762],[94042,150100],[94135,271924],[99823,213237],[110014,368476],[111289,298638],[115115,177657],[115605,377267],[115828,305716],[117272,237400],[123282,388544],[132813,400658],[134985,403267],[135208,332672],[136652,263400],[140671,209083],[141542,269838],[141780,203306],[148918,420936],[150193,353058],[152992,427526],[160406,434211],[160629,365537],[163004,296552],[163242,228154],[169353,242763],[170177,236291],[170230,305578],[175975,450756],[178147,453365],[178370,386596],[179814,317324],[181750,458052],[183025,393250],[190800,329513],[193489,262291],[193542,332534],[199287,474068],[201373,271100],[204669,479067],[207356,481161],[207579,417997],[209954,350972],[210192,280614],[213727,488047],[213950,425578],[215394,358012],[223362,365399],[226221,297814],[229517,500529],[232204,502623],[232427,442845],[237890,507178],[238113,448227],[240898,383437],[243587,316215],[243640,386458],[247784,391164],[248022,321060],[249385,517230],[263890,526558],[264113,471539],[266898,409437],[270158,531107],[272795,415123],[273033,354167],[275822,417859],[278681,352234],[281977,539433],[283065,356903],[283118,425440],[284664,541527],[284887,489795],[296872,548261],[299509,439971],[302536,442707],[305928,446948],[308488,389368],[308541,448089],[317814,560916],[318037,514701],[319127,392426],[320822,459535],[332884,470260],[335497,471401],[341280,420454],[341953,477876],[344507,423681],[351292,577967],[353929,486921],[356956,489657],[368667,499338],[377027,453125],[377150,505976],[386808,513422],[389421,514563],[403150,525356],[411487,483285],[421127,538242],[453248,559714]
   ]
cell #1557 :
  |C| = 245
  W-rep = phi[[2, 1],[2, 2]]+phi[[1, 1],[3, 2]]
  special rep = phi[[2, 1],[2, 2]] , dim = 140
  orbit = [4, 4, 3, 3]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [164757],[193063],[219038],[225449],[252968],[258020],[259870],[287270],[288490],[293160],[311944],[323477],[327958],[329178],[338900],[347580],[363923],[371619],[374294],[381882],[383102],[406191],[407882],[409102],[416383],[432045],[436711],[439636],[441231],[463190],[464150],[468388],[493050],[497437],[519968],
     [99851,354482],[117300,379366],[123809,249537],[123929,318355],[136680,405366],[141808,412252],[143295,211707],[143415,343735],[150951,282639],[163270,437100],[164877,370449],[169751,243161],[170301,445259],[170557,377526],[172287,308062],[179842,455464],[191066,466309],[193613,468571],[193869,403526],[195599,335018],[200601,277909],[201521,341690],[201771,271498],[210220,484050],[211827,422909],[215422,490146],[223433,495628],[223689,434470],[226369,368404],[226619,298212],[233870,313794],[234695,306892],[234749,377401],[241164,509471],[243711,511733],[243967,453624],[245697,388942],[248050,515842],[249657,460025],[257770,400586],[260695,333848],[260749,403401],[267164,528851],[269503,342910],[273061,532920],[275893,534532],[276149,481420],[278829,420864],[279079,352632],[283189,540307],[283445,488306],[285175,427924],[293214,434345],[296217,369624],[299775,550074],[302607,551686],[302863,502882],[308612,555247],[308868,507437],[311694,450684],[314619,387772],[314673,453499],[319275,457980],[319525,392824],[321088,563209],[335568,570119],[335824,526817],[338650,473996],[342024,573583],[344655,478995],[344905,424079],[347634,481295],[350637,422084],[354195,579780],[355307,426754],[355361,488181],[357027,581392],[357283,541786],[368738,586200],[371369,500457],[374348,502757],[377746,506352],[380191,456289],[380245,507312],[389492,595238],[389748,561175],[390829,459200],[392574,517158],[403746,525732],[406245,526692],[411863,483661],[412431,531954],[414788,486586],[421198,606947],[423829,539361],[426808,541661],[437279,549108],[445076,511550],[445178,554326],[453844,560090],[456343,561050],[468490,569198],[475975,536341],[484229,578814],[511652,594317]
   ]
cell #1558 :
  |C| = 245
  W-rep = phi[[2, 1],[2, 2]]+phi[[1, 1],[3, 2]]
  special rep = phi[[2, 1],[2, 2]] , dim = 140
  orbit = [4, 4, 3, 3]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [165307],[193161],[219136],[225460],[252979],[258118],[259863],[287281],[288483],[293171],[312042],[323470],[327969],[329171],[338998],[347591],[363916],[371717],[374305],[381893],[383095],[406202],[407893],[409095],[416376],[432056],[436722],[439629],[441224],[463201],[464143],[468381],[493043],[497402],[519933],
     [124359,182452],[143845,212257],[150979,212888],[151049,213145],[169849,243259],[172315,237051],[172385,237308],[180736,246901],[195627,263051],[195697,263308],[200612,277920],[201799,269939],[201869,271596],[203655,271912],[226647,296653],[226717,298310],[228503,298626],[233863,313787],[234706,306903],[234815,305626],[235084,305704],[245725,316975],[245795,317232],[258048,329614],[260706,333859],[260815,332582],[261084,332660],[269496,342903],[269639,341701],[279107,351073],[279177,352730],[280963,353046],[285203,357663],[285273,357920],[293280,365447],[293549,365525],[296210,369617],[296353,368415],[305374,377394],[311972,383538],[314630,387783],[314739,386506],[315008,386584],[319553,391265],[319623,392922],[321409,393238],[329314,400597],[332330,403394],[338928,409538],[344933,415224],[345003,424177],[347700,417907],[347969,417985],[350630,422077],[350773,420875],[355318,426765],[355427,425488],[355696,425566],[365195,434338],[371647,440072],[374414,442755],[374683,442833],[380202,456300],[380311,448137],[380580,448215],[383238,450695],[386254,453492],[390822,459193],[390965,457991],[392852,459636],[406311,471449],[406580,471527],[409238,474007],[411874,483672],[412497,477924],[414781,486579],[414924,479006],[417655,481288],[424107,487022],[425236,488174],[426874,489705],[427143,489783],[437345,499386],[439772,500468],[442503,502750],[445069,511543],[445664,506363],[447885,507305],[456409,514611],[456678,514689],[459336,517169],[468976,525743],[471197,526685],[475940,536306],[476706,531947],[484295,538290],[486722,539372],[489453,541654],[498168,549101],[505002,554291],[512138,560101],[514359,561043],[524382,569163],[537072,578807],[558740,594282]
   ]
cell #1559 :
  |C| = 245
  W-rep = phi[[2, 1],[2, 2]]+phi[[1, 1],[3, 2]]
  special rep = phi[[2, 1],[2, 2]] , dim = 140
  orbit = [4, 4, 3, 3]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [229052],[260362],[288982],[295478],[324703],[329670],[331519],[359739],[360824],[365149],[383594],[395271],[399217],[400302],[409594],[417609],[433101],[440128],[442457],[449315],[450400],[471151],[472627],[473712],[480051],[493963],[497734],[500173],[501513],[520265],[520999],[524283],[544462],[547745],[565449],
     [151089,282264],[172425,307687],[180850,318344],[181285,248920],[195737,334643],[201909,341785],[203769,343724],[204204,281512],[212944,282536],[226757,368499],[228617,370438],[234362,314286],[234933,377442],[235198,377515],[237107,307959],[245835,388567],[258158,400681],[260933,403442],[261198,403515],[263107,334915],[268764,349898],[269753,412199],[269995,343402],[279217,420959],[281077,422898],[285313,427549],[293398,434386],[293663,434459],[296467,437047],[296709,370116],[304563,385443],[305328,378627],[305461,445369],[312082,450779],[314857,453540],[315122,453613],[317031,388839],[319663,458075],[321523,460014],[329428,466256],[332284,404627],[332417,468681],[339038,474091],[341406,413284],[345043,479090],[347818,481336],[348083,481409],[350887,483997],[351129,422576],[355545,488222],[355810,488295],[357719,427821],[365282,495738],[368120,438132],[371757,500552],[374532,502798],[374797,502871],[380429,507353],[380694,507426],[383352,509418],[386208,454725],[386341,511843],[391079,515789],[391321,459692],[392962,517253],[406429,526733],[406694,526806],[409352,528798],[413186,531995],[415038,532867],[415280,487078],[417742,534642],[420580,485082],[424217,539456],[425190,489407],[425323,540417],[426992,541702],[427257,541775],[438034,549149],[439886,550021],[442590,551796],[446292,554623],[447839,514313],[447972,555357],[456527,561091],[456792,561164],[457696,516874],[459450,563156],[469604,569495],[471284,570229],[476272,536638],[477245,574168],[478711,539077],[484984,578855],[486836,579727],[489540,581502],[498707,586785],[504903,558641],[505390,590568],[512766,594614],[514446,595348],[524770,601030],[530591,577451],[537611,607532],[559128,617742]
   ]
cell #1560 :
  |C| = 126
  W-rep = phi[[3, 1, 1],[1, 1]]
  special rep = phi[[3, 1, 1],[1, 1]] , dim = 126
  orbit = [6, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [102645],[107314],[127121],[131219],[132170],[146218],[153621],[154508],[158913],[159685],[159926],[167680],[174381],[175332],[184567],[189190],[190035],[192431],[197693],[198644],[205863],[206635],[206876],[214630],[220342],[221683],[222570],[224620],[225138],[230711],[231483],[231724],[239288],[240133],[242529],[248742],[252011],[254670],[258996],[259324],[259565],[265288],[266133],[268529],[274143],[275030],[277080],[277598],[283943],[284184],[287413],[287586],[290172],[292203],[294003],[294530],[294862],[300857],[301744],[303794],[304312],[312920],[313248],[313489],[320057],[323635],[323759],[326237],[328101],[328274],[330036],[330860],[339876],[340204],[340445],[346623],[348423],[348950],[349282],[356164],[359373],[359486],[359774],[364081],[364205],[365870],[373337],[375137],[375664],[375996],[382025],[382198],[383960],[384784],[394672],[395062],[398348],[398964],[399252],[408025],[408198],[409960],[410784],[416541],[416665],[418330],[429007],[432188],[432361],[432892],[441389],[441513],[443178],[449062],[449350],[464308],[464432],[472374],[472662],[479842],[493710],[493998],[501304],[519212],[520790],[543617]
   ]
cell #1561 :
  |C| = 245
  W-rep = phi[[2, 1],[2, 2]]+phi[[1, 1],[3, 2]]
  special rep = phi[[2, 1],[2, 2]] , dim = 140
  orbit = [4, 4, 3, 3]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [263622],[295918],[325143],[331543],[360848],[365589],[367437],[395295],[396293],[400326],[418049],[429541],[433125],[434123],[442897],[450424],[465121],[471591],[473736],[480075],[481073],[500197],[501537],[502535],[508283],[521023],[524307],[526470],[527663],[544486],[545112],[547908],[565612],[568363],[583565],
     [180868,318346],[203787,343726],[212988,354499],[213459,284396],[228635,370440],[235216,377517],[237151,379383],[237622,317546],[246965,318617],[261216,403517],[263151,405383],[269204,350338],[269866,412201],[270039,412269],[271976,343997],[281095,422900],[293681,434461],[296580,437049],[296753,437117],[298690,370711],[304587,385467],[305631,445393],[305768,379067],[315140,453615],[317075,455481],[321541,460016],[329541,466258],[329714,466326],[332587,468705],[332724,405067],[340723,419897],[341430,413308],[341645,476491],[348101,481411],[351000,483999],[351173,484067],[353110,423171],[355828,488297],[357763,490163],[365452,495762],[368144,438156],[368359,497953],[374815,502873],[377179,446391],[380712,507428],[383465,509420],[383638,509488],[386511,511867],[386648,455165],[391192,515791],[391365,515859],[393302,460287],[400541,522538],[403179,469703],[406712,526808],[409465,528800],[409638,528868],[415151,532869],[415324,532937],[417912,534666],[420604,485106],[420819,536857],[425493,540441],[425630,489847],[427275,541777],[439999,550023],[440172,550091],[442760,551820],[446976,554625],[448142,555381],[448279,514753],[450639,556896],[453277,512865],[456810,561166],[457720,516898],[457935,562021],[459563,563158],[459736,563226],[470288,569497],[471454,570253],[473951,571768],[477929,574192],[478735,539101],[478950,574818],[486949,579729],[487122,579797],[487959,541439],[489710,581526],[499391,586809],[500412,587435],[504927,558665],[506307,590731],[507090,560828],[513450,594616],[514616,595372],[517113,596887],[525687,601193],[530754,577614],[531569,604312],[538295,607556],[539316,608182],[548723,612779],[553491,593482],[560045,617905],[578429,625882]
   ]
cell #1562 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[2, 1]]+phi[[1, 1, 1],[3, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [190243],[192664],[218639],[222782],[240341],[251573],[251653],[256841],[257112],[257621],[266341],[275242],[287162],[291765],[291845],[292352],[295070],[301956],[310765],[311036],[311545],[320265],[327850],[329827],[331072],[337721],[337992],[338501],[346185],[346265],[346772],[349490],[356376],[365696],[366704],[366975],[371220],[372899],[372979],[373486],[376204],[381774],[383751],[384996],[391645],[391916],[397910],[397990],[398872],[400275],[400848],[401823],[403026],[407774],[409751],[410996],[418156],[419164],[419435],[425946],[430331],[430925],[431937],[432622],[432825],[434093],[436334],[443004],[444012],[444283],[448970],[450373],[450946],[451921],[462427],[462630],[462813],[464703],[465977],[468056],[472282],[473685],[474258],[475233],[479572],[479775],[481043],[492410],[492718],[493618],[494400],[501034],[501237],[502505],[507865],[509139],[519661],[520520],[520723],[527245],[528519],[533304],[544694],[550458],[565767],
     [115596,305497],[134976,332453],[141531,341582],[159881,433723],[160397,365318],[162993,368296],[169352,242762],[170229,305577],[178138,386377],[190240,399957],[190789,400478],[193541,332533],[201372,271099],[206831,480673],[207347,417778],[209943,420756],[213718,425359],[222824,433791],[223361,365398],[226220,297813],[231679,502135],[232195,442626],[237881,448008],[240338,450055],[240887,450576],[243639,386457],[247773,457872],[259520,523675],[263881,471320],[266338,473367],[266887,473888],[270149,477281],[272784,478887],[275284,480741],[275821,417858],[278680,352233],[283117,425439],[284139,541039],[284655,489576],[293785,546615],[295067,497098],[296863,498743],[299498,500349],[301998,502203],[302535,442706],[305649,505589],[305917,505792],[308540,448088],[313444,558033],[317805,514482],[319126,392425],[320262,516529],[320811,517050],[329824,523328],[331114,523743],[332605,524969],[332873,525172],[335496,471400],[340400,572905],[341723,531314],[341952,477875],[344506,423680],[348205,576321],[349487,536002],[351283,537647],[353918,539253],[356418,541107],[356955,489656],[365470,546868],[365738,547071],[368437,548468],[368666,499337],[374919,588938],[376201,553156],[377026,453124],[377149,505975],[377383,554019],[383748,557686],[385038,558101],[386529,559327],[386797,559530],[389420,514562],[400619,567576],[403149,525355],[403383,568891],[409748,572558],[411038,572973],[411486,483284],[411920,531622],[417930,576574],[418198,576777],[420897,578174],[421126,538241],[434327,585208],[436768,548776],[442778,589191],[443046,589394],[444744,511218],[450717,592695],[453247,559713],[453481,594010],[474029,603157],[481277,605955],[483718,578482],[502739,614422]
   ]
cell #1563 :
  |C| = 140
  W-rep = phi[[3, 1],[1, 1, 1]]+phi[[],[4, 2, 1]]
  special rep = phi[[3, 1],[1, 1, 1]] , dim = 105
  orbit = [6, 2, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     70 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [223826],[258126],[276286],[287289],[293179],[293626],[299949],[303000],[312050],[323511],[327977],[329212],[335961],[335994],[339006],[347599],[348046],[359686],[363957],[365096],[371292],[371725],[371819],[374313],[374760],[381901],[383136],[395054],[399164],[403098],[406210],[406224],[406657],[407901],[409136],[416417],[417556],[428999],[430997],[432064],[432884],[436730],[436744],[439618],[439670],[441265],[442404],[449262],[463209],[463223],[464184],[468370],[468422],[471098],[472574],[479834],[493032],[493084],[493910],[497370],[497681],[501296],[519901],[520212],[520782],[524002],[543568],[543609],[544181],[564904],
     [215984,286081],[248224,321262],[250279,322351],[273235,354369],[283582,357420],[283615,357453],[285889,358642],[309005,389885],[309038,389918],[319198,392497],[319631,392930],[319725,393024],[344578,423752],[345011,424185],[345105,424279],[355326,426773],[355340,426787],[355773,427220],[377098,453196],[380210,456308],[380224,456322],[380657,456755],[390811,459182],[390863,459234],[411882,483680],[411896,483694],[414770,486568],[414822,486620],[425137,489354],[445058,511532],[445110,511584],[447786,514260],[475908,536274],[476219,536585],[504622,558360]
   ]
cell #1564 :
  |C| = 315
  W-rep = phi[[2, 2, 1],[1, 1]]+phi[[2, 1, 1],[2, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [234910],[238401],[260910],[269731],[270298],[293375],[296445],[297012],[305476],[314834],[328832],[329406],[332432],[347795],[350865],[351432],[355522],[364771],[364788],[365297],[374509],[380406],[382756],[383330],[386356],[391057],[391624],[406406],[408756],[409330],[413163],[415016],[417231],[417248],[417757],[419143],[425338],[426969],[435964],[438011],[439864],[442079],[442096],[442605],[446108],[446270],[447987],[448949],[456504],[458854],[459428],[467220],[467728],[467745],[469420],[469582],[471299],[477134],[477260],[479452],[482914],[484961],[486814],[489029],[489046],[489555],[496477],[496639],[496656],[498596],[498722],[504376],[505469],[505605],[507749],[510382],[510890],[510907],[512582],[512744],[514461],[523181],[524849],[524985],[529762],[530270],[530287],[531198],[535381],[535543],[535560],[537500],[537626],[546884],[548352],[552535],[552697],[552714],[557539],[559207],[559343],[572411],[576590],[578058],[589207],
     [132203,399977],[159921,433767],[175365,450075],[184812,395154],[188303,264401],[189934,465519],[190287,399936],[198677,473387],[206871,480717],[217271,359585],[217838,289285],[221928,432984],[222516,433567],[225171,497118],[231719,502179],[240032,508681],[240385,450034],[248775,516549],[251552,323572],[256253,399063],[256820,329973],[259029,523348],[259560,523719],[266032,528061],[266385,473346],[274388,479934],[274976,480517],[277631,536022],[284179,541083],[291744,364018],[294525,547047],[294761,547230],[295114,497077],[301102,501396],[301690,501979],[304345,553176],[310177,449161],[310744,383897],[312953,557706],[313484,558077],[319956,562419],[320309,516508],[326482,520882],[327553,566752],[329944,567443],[330571,523307],[330806,523519],[337133,472473],[337700,409897],[339909,572578],[340440,572949],[346164,416478],[348945,576753],[349181,576936],[349534,535981],[356110,540883],[360703,543870],[362556,493809],[363418,584519],[363580,545869],[365857,546748],[366683,443991],[372878,441326],[375659,589370],[375895,589553],[376248,553135],[381477,591871],[383868,592562],[384495,557665],[384730,557877],[396010,565078],[396172,519521],[397889,464245],[398725,566722],[398851,472261],[400950,567460],[407477,602333],[409868,603024],[410495,572537],[410730,572749],[415878,605266],[416040,575575],[418317,576454],[430184,543840],[430310,493597],[431640,611389],[432502,500914],[432638,584536],[440726,613733],[440888,588192],[443165,589071],[448823,591841],[451048,592579],[462307,520400],[462443,565095],[463645,620974],[463807,599234],[464587,527129],[472135,602303],[474360,603041],[479588,605283],[492294,544578],[493471,611359],[501050,613750],[520536,620991]
   ]
cell #1565 :
  |C| = 140
  W-rep = phi[[3, 1],[1, 1, 1]]+phi[[],[4, 2, 1]]
  special rep = phi[[3, 1],[1, 1, 1]] , dim = 105
  orbit = [6, 2, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     70 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [160675],[191045],[207625],[217385],[223316],[223665],[232473],[241143],[251683],[256367],[257651],[264159],[267143],[275776],[276125],[286301],[287223],[291875],[293113],[299227],[299754],[302490],[302839],[310291],[311575],[323253],[327911],[335215],[335451],[335800],[337247],[338531],[346295],[347533],[362670],[363699],[368001],[370392],[371015],[371250],[373009],[374247],[381835],[396857],[398020],[402898],[403056],[405333],[406144],[407835],[416159],[430797],[430955],[431998],[436553],[436664],[438771],[441007],[463032],[463143],[463926],[468001],[468209],[491848],[492663],[492871],[497361],[519131],[519892],[543559],
     [213996,284933],[215921,358771],[238159,318083],[247502,393839],[248029,321067],[250186,394366],[272513,353647],[273040,354174],[282836,428121],[283072,356910],[283421,357259],[285785,428706],[308259,389139],[308495,389375],[308844,389724],[318298,459968],[318921,460591],[319156,392455],[341287,420461],[343678,422852],[344301,423475],[344536,423710],[354449,490113],[355260,426707],[376898,452996],[377056,453154],[379333,455431],[380144,456242],[389964,517513],[411705,483503],[411816,483614],[413923,485721],[444689,511163],[444897,511371],[475899,536265]
   ]
cell #1566 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[2, 1]]+phi[[1, 1, 1],[3, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [259878],[288498],[323485],[328774],[328837],[329186],[359648],[363931],[364399],[364722],[382698],[382761],[383110],[395215],[399126],[399626],[408698],[408761],[409110],[416391],[416859],[417182],[433045],[435906],[435969],[439644],[441239],[441707],[442030],[449224],[449724],[458796],[458859],[464158],[467162],[467225],[467356],[467679],[468396],[472536],[473036],[479995],[482856],[482919],[488657],[488980],[493058],[493872],[494588],[496105],[496590],[496767],[497481],[501457],[504318],[504381],[510324],[510387],[510518],[510841],[516198],[519849],[520012],[520943],[521476],[521567],[522844],[522862],[524074],[529704],[529767],[529898],[530221],[533492],[535009],[535494],[535671],[544050],[544141],[544253],[545498],[545516],[550646],[552163],[552648],[552825],[555834],[555925],[557202],[557220],[565256],[565274],[565955],[570706],[570797],[572074],[572092],[575204],[575222],[583854],[583945],[587821],[587839],[598863],[598881],
     [170396,445313],[193708,468625],[201617,412108],[223528,495682],[226465,436956],[233878,313802],[234852,377409],[243806,511787],[257279,522157],[257866,466165],[260852,403409],[269511,342918],[275988,534586],[278925,483906],[283284,540361],[292776,495301],[292794,546072],[293317,434353],[296225,369632],[302702,551740],[308707,555301],[311203,556515],[311790,509327],[314776,453507],[319371,515698],[335663,570173],[338159,571387],[338746,528707],[342778,573847],[344751,532776],[347196,534205],[347214,575778],[347737,481303],[350645,422092],[355464,488189],[357122,581446],[367142,585650],[369492,586464],[371465,549930],[373910,551359],[373928,588395],[374451,502765],[378289,590393],[378462,554207],[380348,507320],[389587,595292],[390837,459208],[392083,596506],[392670,563065],[401674,600085],[402247,568072],[402265,600296],[404289,600855],[404462,569079],[406348,526700],[412981,573756],[413105,531962],[414796,486594],[419602,606397],[421952,607211],[423925,579636],[426370,581065],[426388,609142],[426911,541669],[435233,611955],[435406,585396],[435424,612036],[437829,586373],[437953,549116],[444450,614864],[445084,511558],[445736,554370],[446024,590375],[451772,616797],[452345,593191],[452363,617008],[454387,617567],[454560,594198],[456446,561058],[467038,599994],[469048,569242],[469336,600837],[475084,623473],[475657,603653],[475675,623684],[476019,536385],[476797,573959],[482183,625058],[482356,606143],[482374,625139],[484779,607120],[484903,578822],[496393,611937],[498259,586576],[503645,630175],[503818,614610],[503836,630256],[504694,558432],[510200,616706],[512210,594361],[512498,617549],[529580,623382],[535297,625040],[537163,607323],[552451,630157]
   ]
cell #1567 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[2, 1]]+phi[[1, 1, 1],[3, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [328848],[331517],[360822],[364723],[382772],[395216],[395269],[399627],[399919],[400300],[408772],[417183],[429485],[433046],[433099],[433496],[435980],[442031],[449725],[450017],[450398],[458870],[465065],[467236],[467680],[473037],[473329],[473710],[479996],[480049],[480446],[482930],[488981],[496591],[496768],[497060],[500171],[501458],[501511],[501908],[504392],[508227],[510398],[510842],[516199],[516491],[520944],[520997],[521568],[522863],[523290],[523448],[524281],[527607],[529778],[530222],[535495],[535672],[535964],[540812],[544142],[544460],[545056],[545517],[545588],[546667],[547743],[552649],[552826],[553118],[555926],[557221],[557648],[557806],[565275],[565346],[565447],[566480],[567402],[568322],[570798],[572093],[572520],[572678],[575223],[575294],[576373],[583402],[583524],[583946],[584359],[587840],[587911],[588990],[591599],[592521],[598525],[598882],[598953],[602061],[602983],[605106],[611117],[613573],[620814],
     [234912,445314],[260912,468626],[269729,476435],[292803,495311],[293377,495683],[296443,497897],[304561,385441],[305459,445367],[314836,511788],[328834,522158],[329404,522482],[332415,468679],[341404,413282],[347223,534215],[347797,534587],[350863,536801],[355524,540362],[364769,546063],[365280,495736],[368118,438130],[373937,551369],[374511,551741],[380408,555302],[382758,556516],[383328,556840],[386339,511841],[391055,561965],[402274,568082],[406408,570174],[408758,571388],[409328,571712],[413165,573848],[415014,574762],[417229,575769],[417740,534640],[420578,485080],[425321,540415],[426397,581075],[426971,581447],[435433,585406],[435966,585651],[438013,586465],[439862,587379],[442077,588386],[442588,551794],[446110,590394],[446268,590465],[447970,555355],[452372,593201],[456506,595293],[457694,516872],[458856,596507],[459426,596831],[467222,600086],[467726,600287],[469422,600856],[469580,600927],[471282,570227],[475684,603663],[477132,604149],[477243,574166],[478709,539075],[482383,606153],[482916,606398],[484963,607212],[486812,608126],[489027,609133],[489538,581500],[496479,611956],[496637,612027],[498594,612616],[498705,586783],[503845,614620],[504378,614865],[504901,558639],[505388,590566],[505596,615237],[510384,616798],[510888,616999],[512584,617568],[512742,617639],[514444,595346],[523179,621431],[524768,601028],[524976,621913],[529764,623474],[530268,623675],[530589,577449],[531140,604271],[535383,625059],[535541,625130],[537498,625719],[537609,607530],[546875,628720],[548294,612738],[552537,630176],[552695,630247],[553450,593441],[557537,631406],[559126,617740],[559334,631888],[572409,635208],[576581,636070],[578000,625841],[589198,638799]
   ]
cell #1568 :
  |C| = 126
  W-rep = phi[[2],[3, 1, 1]]
  special rep = phi[[2],[3, 1, 1]] , dim = 126
  orbit = [5, 5, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [183453],[213433],[215870],[236722],[237596],[247344],[247451],[262722],[263596],[271493],[272355],[272462],[282208],[282634],[298207],[299069],[299176],[306800],[307245],[307631],[308057],[316646],[317520],[318263],[318708],[322447],[333756],[334201],[334587],[335013],[340978],[341109],[342843],[343643],[344088],[352627],[353489],[353596],[354415],[358208],[358720],[367692],[367823],[369557],[370357],[370802],[376763],[376863],[378506],[379299],[387680],[388125],[388511],[388937],[393681],[393788],[394021],[396548],[396679],[402763],[402863],[404506],[405299],[411564],[411671],[420152],[420283],[422017],[422817],[423262],[425031],[427493],[427919],[430662],[430762],[436412],[436519],[446646],[446777],[447680],[452861],[452961],[454604],[455397],[457399],[459933],[460378],[462891],[462998],[469958],[470089],[470992],[477612],[477712],[478414],[483362],[483469],[487643],[490079],[499074],[499174],[499876],[506053],[506160],[506774],[513120],[513251],[514154],[515261],[518825],[525433],[525540],[526154],[532339],[537978],[538078],[538780],[542728],[549493],[559791],[559898],[560512],[563944],[579199],[582208],[597494]
   ]
cell #1569 :
  |C| = 553
  W-rep = phi[[2, 1],[2, 1, 1]]+phi[[1, 1],[3, 1, 1]]+phi[[2],[2, 2, 1]]+phi[[1],[3, 2, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     91 tau_infinity subcells with 4 member(s)
  subcells = [
     [160669],[191043],[207619],[217383],[223314],[223667],[225419],[232467],[241141],[251685],[252938],[256365],[257653],[264153],[267141],[275774],[276127],[287240],[291877],[293130],[299221],[299752],[302488],[302841],[310289],[311577],[327928],[335213],[335449],[335802],[337245],[338533],[346297],[347550],[362668],[367999],[370390],[371252],[373011],[374264],[381852],[396855],[398022],[402896],[403058],[407852],[430795],[430957],[432015],
     [69770,371017],[88885,405335],[109404,436555],[111201,438780],[128877,463034],[132843,400706],[134500,468218],[136560,406161],[141549,269843],[156361,492880],[160636,365542],[162138,497419],[162491,436681],[163011,296557],[170283,305609],[176005,450804],[186198,519950],[186551,463160],[190807,329518],[191048,400689],[192696,468082],[193595,332565],[199317,474116],[200571,277879],[201458,341660],[207586,418002],[209961,350977],[213990,284927],[215915,358765],[218671,492744],[223415,365430],[226306,368374],[229547,500577],[232434,442850],[234665,306862],[238153,318077],[240905,383442],[241146,450787],[243693,386489],[247496,393833],[248027,321065],[250184,394364],[257707,400556],[260665,333818],[263602,526366],[264120,471544],[266905,409442],[267146,474099],[272507,353641],[273038,354172],[275875,417890],[278766,420834],[282834,428119],[283070,356908],[283423,357261],[299757,500560],[302589,442738],[308257,389137],[308493,389373],[308846,389726],[311631,450654],[314589,387742],[318296,459966],[319158,392457],[338587,473966],[341285,420459],[343676,422850],[344538,423712],[376896,452994],[377058,453156],
     [34342,153480,285787,428708],[34348,215787,215882,428355],[46111,125824,318923,460593],[46117,247368,247463,457575],[46726,183390,250189,460828],[57153,99476,344303,423477],[57159,272379,272474,478590],[60865,152953,354451,490115],[60934,282289,282312,487676],[61112,213370,282839,487838],[69776,299093,299188,500052],[74013,123243,379335,455433],[74082,307712,307735,506807],[74260,237533,308262,506969],[78738,182937,389973,517522],[78833,246918,247791,391169],[78866,181140,318388,515297],[88954,334668,334691,526187],[89132,263533,335218,526349],[92250,148308,411707,483505],[92890,341810,341833,477745],[94047,150105,413932,485730],[94142,271929,272802,415128],[94175,204059,343768,532375],[99482,353513,353608,538956],[99731,215302,355277,426724],[99828,213242,354464,539954],[99833,282272,283171,425471],[110044,368524,368547,499207],[111296,298643,299516,439976],[111329,228907,370482,549529],[115120,177662,444906,511380],[115835,305721,305935,446953],[115868,172039,377559,506196],[117180,179722,380161,456259],[117277,237405,379348,554894],[117282,307695,308594,448120],[123312,388592,388615,560545],[123490,317457,389142,560707],[123907,247271,319212,457950],[125830,393705,393800,564120],[135215,332677,332891,470265],[135248,195351,403559,525576],[136657,263405,405348,569766],[136662,334651,335550,471432],[140676,209088,475957,536323],[141029,209441,411833,483631],[141785,203311,412234,531784],[141790,341793,342006,477907],[143393,272282,344592,478965],[148948,420984,421007,538111],[150200,353063,353936,486926],[150233,281367,422942,579235],[153022,427574,427597,582241],[153200,358145,428124,582403],[153486,358732,428805,543280],[163247,228159,437082,548938],[163252,368507,368720,499369],[164855,298996,371306,500427],[169384,242794,444770,511244],[170182,236296,445160,554308],[170535,236649,377683,506322],[178377,386601,386815,513427],[178410,245449,453657,559934],[179819,317329,455446,594885],[179824,388575,389474,514594],[181780,249415,458100,517278],[183032,320829,393255,459540],[183065,321813,460058,597530],[183459,322453,460845,564645],[183637,394369,394492,564628],[193494,262296,468472,569180],[193847,262649,403683,525702],[201404,271131,411946,531648],[204699,282007,479115,539481],[210197,280619,484032,578644],[210202,420967,421180,538273],[211805,353416,423766,539331],[213439,358214,487855,582420],[213957,284894,425583,489800],[215399,358017,490128,609954],[215404,357009,427557,489688],[226252,297845,436794,548802],[237602,317526,506986,560724],[238120,318044,448232,514706],[243592,316220,511634,594299],[243945,316573,453781,560060],[248032,321070,458083,517261],[249635,392511,393608,517128],[273043,354177,479098,539464],[278712,352265,483744,578508]
   ]
cell #1570 :
  |C| = 126
  W-rep = phi[[2],[3, 1, 1]]
  special rep = phi[[2],[3, 1, 1]] , dim = 126
  orbit = [5, 5, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [34350],[46119],[46722],[57161],[60936],[61108],[69778],[74084],[74256],[78790],[78811],[88956],[89128],[92892],[94099],[94120],[99484],[99749],[99810],[110046],[111253],[111274],[115172],[115813],[117198],[117259],[123314],[123486],[123819],[125832],[134552],[135193],[136578],[136639],[141047],[141336],[141767],[143305],[148950],[150157],[150178],[153024],[153196],[153488],[156413],[162509],[162798],[163229],[164767],[169497],[169761],[170069],[177714],[178355],[179740],[179801],[182989],[183010],[183633],[186569],[192809],[193073],[193381],[200703],[201262],[203363],[209459],[209748],[210179],[211717],[213294],[215320],[215381],[215839],[218784],[219048],[225551],[226110],[228211],[233956],[236667],[237457],[242907],[243171],[243479],[247289],[247420],[249547],[253070],[259956],[262667],[263457],[271244],[271508],[272300],[272431],[278011],[278570],[280671],[282649],[288576],[297958],[298222],[299014],[299145],[306994],[308072],[313880],[316591],[317381],[333950],[335028],[342996],[352378],[352642],[353434],[353565],[358069],[369710],[387874],[388952],[393626],[393757],[422170],[427934],[428857]
   ]
cell #1571 :
  |C| = 50
  W-rep = phi[[4],[1, 1, 1]]+phi[[],[5, 1, 1]]
  special rep = phi[[4],[1, 1, 1]] , dim = 35
  orbit = [8, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 1
  number of tau_infinity subcells = 35
     20 tau_infinity subcells with 1 member(s)
     15 tau_infinity subcells with 2 member(s)
  subcells = [
     [89434],[111729],[134703],[137120],[156564],[162663],[165384],[186723],[192624],[193238],[218599],[219213],[225370],[250954],[252889],[259765],[286571],[288385],[322801],[358903],
     [46763,80230],[61414,101218],[74562,123792],[79266,125372],[94575,150633],[100291,152575],[115323,177865],[117740,180282],[124436,182529],[141201,209613],[143922,212334],[169312,242722],[169926,243336],[200522,277830],[233765,313689]
   ]
cell #1572 :
  |C| = 175
  W-rep = phi[[3],[2, 1, 1]]+phi[[1],[4, 1, 1]]
  special rep = phi[[3],[2, 1, 1]] , dim = 105
  orbit = [6, 4, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [89154],[111264],[111575],[134563],[136580],[136632],[156424],[162511],[162563],[164751],[164765],[186571],[186623],[192811],[193057],[193071],[195483],[218786],[219032],[219046],[225356],[225549],[225803],[252875],[253068],[253322],[259804],[259941],[286557],[288424],[288561],[295363],[322840],[324588],[359110],
     [34364,153342],[46133,181264],[46748,126041],[57175,204183],[60940,213305],[61134,153222],[61950,153464],[69792,229031],[74088,237468],[74282,123512],[78801,183000],[78813,247291],[79112,183311],[88960,263468],[92896,203374],[94110,150168],[94122,272302],[94421,150479],[99498,281491],[99751,215322],[99803,215374],[99808,282647],[101589,286136],[110050,228222],[111276,299016],[115183,177725],[115815,236669],[117200,179742],[117252,179794],[117257,308070],[123318,317392],[123803,249531],[123817,249545],[125846,321937],[135195,262669],[136637,335026],[141049,209461],[141101,209513],[141338,271246],[141765,271506],[143289,211701],[143303,211715],[148954,280682],[150180,353436],[150835,285059],[153028,358080],[162800,297960],[163227,298220],[169499,242909],[169745,243155],[169759,243169],[170067,306992],[172171,245581],[178357,316593],[179799,388950],[183012,393628],[193379,333948],[200508,277816],[200701,278009],[200955,278263],[201247,342981],[209750,352380],[210177,352640],[215379,427932],[226095,369695],[233804,313728],[233941,313865],[243477,387872],[268649,349783],[278555,422155]
   ]
cell #1573 :
  |C| = 126
  W-rep = phi[[3, 1, 1],[1, 1]]
  special rep = phi[[3, 1, 1],[1, 1]] , dim = 126
  orbit = [6, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [102646],[107315],[127120],[131220],[132171],[146219],[154499],[158912],[159686],[159925],[167681],[174382],[175333],[184471],[189181],[190034],[192432],[197694],[198645],[205862],[206636],[206875],[214631],[216356],[220343],[221587],[222561],[224621],[225139],[230710],[231484],[231723],[239279],[240132],[242530],[248743],[252012],[254669],[258997],[259325],[259564],[265279],[266132],[268530],[274047],[275021],[277081],[277599],[283944],[284183],[287414],[287585],[290163],[292204],[294004],[294529],[294861],[300761],[301735],[303795],[304313],[312921],[313249],[313488],[320056],[323634],[323750],[326141],[328102],[328273],[330035],[330851],[339877],[340205],[340444],[346624],[348424],[348949],[349281],[356155],[359277],[359477],[359773],[364080],[364196],[365869],[373338],[375138],[375663],[375995],[382026],[382197],[383959],[384775],[394663],[395061],[398349],[398955],[399251],[408026],[408197],[409959],[410775],[416540],[416656],[418329],[429006],[432189],[432360],[432891],[441388],[441504],[443177],[449053],[449349],[464307],[464423],[472365],[472661],[479841],[493701],[493997],[501303],[519203],[520789],[543616]
   ]
cell #1574 :
  |C| = 175
  W-rep = phi[[3],[2, 1, 1]]+phi[[1],[4, 1, 1]]
  special rep = phi[[3],[2, 1, 1]] , dim = 105
  orbit = [6, 4, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [111923],[137108],[137419],[162651],[165327],[165379],[186711],[193181],[193233],[196107],[196121],[219156],[219208],[225480],[225913],[225927],[229039],[252999],[253432],[253446],[259822],[259916],[260349],[288442],[288536],[288969],[295393],[295426],[322858],[324618],[324651],[331438],[359140],[360743],[394738],
     [61973,101574],[79460,125566],[80179,125941],[80192,126018],[94769,150827],[100189,151443],[100279,152563],[100590,152874],[117638,172779],[117728,180270],[118039,180581],[124067,181075],[124379,182472],[124431,182524],[137018,196091],[141189,209601],[143553,203994],[143865,212277],[143917,212329],[151069,213165],[151459,214746],[151473,214760],[165015,228842],[169869,243279],[169921,243331],[170695,236809],[172405,237328],[172795,246205],[172809,246219],[180180,246189],[180825,247181],[181272,248907],[183623,250481],[194007,262809],[195717,263328],[200632,277940],[201065,278373],[201079,278387],[201889,271616],[203744,272192],[204191,281499],[211965,281302],[215760,285667],[226737,298330],[228592,298906],[233822,313746],[233916,313840],[234349,314273],[234726,306923],[235173,307370],[244105,316733],[245815,317252],[249795,321748],[260726,333879],[261173,334326],[268679,349813],[268712,349846],[269549,342956],[279197,352750],[281052,353326],[285293,357940],[296263,369670],[304482,385362],[305276,378575],[314650,387803],[315097,388250],[321498,393518],[332232,404575],[350683,422130],[386156,454673]
   ]
cell #1575 :
  |C| = 126
  W-rep = phi[[2],[3, 1, 1]]
  special rep = phi[[2],[3, 1, 1]] , dim = 126
  orbit = [5, 5, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [101502],[124329],[125907],[143815],[151121],[151409],[165277],[172457],[172745],[180687],[180811],[195769],[196057],[201941],[203606],[203730],[212227],[212758],[212931],[216112],[226789],[228454],[228578],[234335],[235159],[236921],[237094],[245867],[246155],[246771],[250057],[250447],[260335],[261159],[262921],[263094],[269123],[269455],[269982],[271782],[279249],[280914],[281038],[285345],[285633],[285746],[288955],[295837],[296169],[296696],[298496],[304674],[304915],[305243],[314259],[315083],[316845],[317018],[318882],[321360],[321484],[325062],[331630],[331871],[332199],[340807],[341325],[343375],[344262],[350257],[350589],[351116],[352916],[354947],[357533],[357706],[360935],[361176],[367521],[368039],[370089],[370976],[376590],[378986],[379831],[385554],[385795],[386123],[390449],[393108],[396377],[402590],[404986],[405831],[413395],[413636],[414408],[419981],[420499],[422549],[423436],[424777],[430489],[438243],[438484],[439256],[446475],[447426],[452688],[455084],[455929],[460552],[469787],[470738],[477439],[485193],[485434],[486206],[490611],[491498],[498901],[512949],[513900],[517998],[537805],[542474]
   ]
cell #1576 :
  |C| = 126
  W-rep = phi[[3, 1, 1],[1, 1]]
  special rep = phi[[3, 1, 1],[1, 1]] , dim = 126
  orbit = [6, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [85454],[107276],[119812],[127235],[131840],[132151],[139192],[146180],[154666],[159027],[159571],[161883],[167642],[175002],[175313],[182354],[184745],[189348],[189867],[191920],[192393],[198314],[198625],[205977],[206521],[208833],[214592],[216962],[221861],[224582],[224808],[225119],[230825],[231369],[233681],[239446],[239965],[242018],[242491],[248412],[248723],[250717],[254784],[255894],[255944],[258380],[258977],[259210],[265446],[265965],[268018],[268491],[274321],[277042],[277268],[277579],[283829],[288359],[290330],[291259],[291430],[293892],[294694],[301035],[303756],[303982],[304293],[309818],[309868],[312304],[312901],[313134],[319889],[324366],[324537],[326415],[327370],[327486],[329859],[336774],[336824],[339260],[339857],[340090],[345679],[345850],[348312],[349114],[360520],[360636],[362197],[362247],[363037],[363333],[372393],[372564],[375026],[375828],[381294],[381410],[383783],[394897],[395629],[395925],[397404],[397575],[398387],[407294],[407410],[409783],[415497],[415793],[429060],[429846],[431457],[431573],[440345],[440641],[448485],[461531],[463264],[463560],[471797],[491757],[493133],[519149]
   ]
cell #1577 :
  |C| = 140
  W-rep = phi[[3, 1],[1, 1, 1]]+phi[[],[4, 2, 1]]
  special rep = phi[[3, 1],[1, 1, 1]] , dim = 105
  orbit = [6, 2, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     70 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [107888],[132805],[146792],[154781],[160306],[160617],[168254],[175967],[184912],[189463],[190693],[196565],[199279],[207256],[207567],[217316],[222028],[223247],[229036],[229509],[232104],[232415],[239561],[240791],[251304],[256298],[263564],[263790],[264101],[265561],[266791],[274488],[275707],[286372],[290445],[291496],[296086],[298572],[299169],[299402],[301202],[302421],[310222],[325311],[326582],[331947],[332118],[334580],[335382],[337178],[345916],[361252],[361423],[362601],[367816],[367932],[370305],[372630],[396672],[396788],[397641],[402515],[402811],[429222],[430414],[430710],[436217],[461585],[462696],[491703],
     [151917,215204],[153347,286141],[173253,246663],[181269,321942],[181742,249377],[183421,322415],[204188,281496],[204661,281969],[213401,358176],[213627,284564],[213938,284875],[215863,358713],[237564,317488],[237790,317714],[238101,318025],[246847,393184],[247444,393781],[247677,320715],[269372,350506],[271858,352992],[272455,353589],[272688,353822],[282201,427486],[283003,356841],[304991,385871],[305162,386042],[307624,388504],[308426,389306],[318211,459881],[341102,420276],[341218,420392],[343591,422765],[376515,452613],[376811,452909],[411369,483167]
   ]
cell #1578 :
  |C| = 315
  W-rep = phi[[2, 1],[3, 1]]+phi[[2],[3, 2]]
  special rep = phi[[2, 1],[3, 1]] , dim = 210
  orbit = [5, 5, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [235826],[235855],[236163],[261826],[261855],[262163],[269024],[270231],[270582],[294291],[294320],[295738],[296945],[297296],[304750],[305996],[315750],[315779],[316087],[324963],[329734],[329906],[330257],[331706],[332952],[340874],[348711],[348740],[350158],[351365],[351716],[361011],[363380],[365581],[365817],[367588],[375425],[375454],[378887],[383658],[383830],[384181],[385630],[386876],[395972],[396444],[398685],[400255],[404887],[409658],[409830],[410181],[413471],[415840],[418041],[418277],[420048],[430144],[432602],[438319],[440192],[440688],[442889],[443125],[446070],[446542],[448783],[450353],[454985],[462407],[463607],[469382],[469854],[471583],[472095],[473665],[477094],[479552],[485269],[493431],[496439],[498556],[500126],[501014],[505569],[512544],[513016],[520500],[523141],[524236],[524949],[535343],[537460],[544415],[546848],[552497],[557499],[559307],[567297],[572371],[576554],[589171],[592416],[602878],[613433],
     [203295,271488],[213008,282600],[213226,282629],[228143,298202],[236185,306795],[237171,308023],[237389,308052],[246807,318258],[246957,318609],[262185,333751],[263171,334979],[263389,335008],[269046,340973],[270059,343466],[270999,342839],[271818,343638],[271968,343989],[280603,352622],[282140,354411],[295760,367687],[296773,370180],[297713,369553],[298532,370352],[298682,370703],[304818,376759],[304951,376858],[305760,379059],[307563,379295],[316109,387675],[317095,388903],[317313,388932],[324985,396543],[331774,402759],[331907,402858],[332716,405059],[334519,405295],[341041,411667],[341359,413237],[350180,420147],[351193,422640],[352133,422013],[352952,422812],[353102,423163],[357783,427885],[358001,427914],[361079,430658],[361212,430757],[367755,436515],[368073,438085],[376624,444870],[378909,446641],[385698,452857],[385831,452956],[386640,455157],[388443,455393],[391385,459756],[393144,459928],[393294,460279],[396611,462994],[402624,468182],[404909,469953],[413539,477608],[413672,477707],[415344,487142],[420215,483465],[420533,485035],[424813,487638],[425622,489839],[427425,490075],[430523,492844],[438387,499070],[438520,499169],[446709,506156],[447462,506769],[448271,514745],[452722,511344],[455007,513115],[457331,515257],[457649,516827],[470021,525536],[470774,526149],[477473,531748],[478346,532335],[478664,539030],[485337,537974],[485470,538073],[487404,539918],[498935,548902],[499808,549489],[504856,558594],[506535,554858],[513183,559894],[513936,560507],[525915,569730],[531035,574121],[537839,578608],[538712,579195],[542510,582203],[548189,586738],[560273,594849],[563876,597490],[577895,607485],[581969,609918],[596190,619590],[604966,626536]
   ]
cell #1579 :
  |C| = 175
  W-rep = phi[[2, 2],[2, 1]]+phi[[1],[3, 3]]
  special rep = phi[[2, 2],[2, 1]] , dim = 140
  orbit = [4, 4, 4, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 140
     105 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [160682],[190599],[191271],[207632],[221234],[221286],[223162],[232480],[240697],[241369],[252489],[252541],[255367],[255527],[264166],[266697],[267369],[273694],[273746],[275622],[287832],[287992],[290919],[299308],[300408],[300460],[302336],[306413],[306465],[309291],[309451],[324026],[325788],[325840],[332024],[333369],[333421],[335297],[336247],[336407],[342252],[342412],[345339],[361329],[361670],[361830],[366234],[366286],[367847],[368966],[369126],[372053],[377950],[387293],[387345],[395458],[396703],[397064],[400807],[401148],[401308],[402570],[403950],[418694],[418746],[421426],[421586],[429692],[430469],[433288],[434533],[434894],[443542],[443594],[450905],[451246],[451406],[454048],[461965],[465272],[466049],[474217],[474558],[474718],[480238],[481483],[481844],[494797],[500678],[501700],[502945],[503306],[508434],[509211],[521186],[526880],[527814],[528591],[533701],[545263],[549814],[550855],[566164],[568488],[583690],
     [214003,284940],[238166,318090],[247583,320621],[272594,353728],[282390,354828],[282918,356756],[305068,385948],[307813,379712],[308341,389221],[318418,390331],[334769,405712],[341133,420307],[341911,413789],[343798,414290],[368625,438637],[370512,439138],[376570,452668],[377589,446801],[388693,455810],[403589,470113],[411992,477419],[421085,485587],[422972,486088],[427675,490492],[436840,498881],[453687,513275],[458201,517379],[460088,517880],[479216,539582],[483790,537785],[488369,541849],[507500,561238],[515582,562949],[532660,579520],[553616,593607]
   ]
cell #1580 :
  |C| = 245
  W-rep = phi[[2, 1],[2, 2]]+phi[[1, 1],[3, 2]]
  special rep = phi[[2, 1],[2, 2]] , dim = 140
  orbit = [4, 4, 3, 3]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [164769],[191027],[193075],[219050],[223203],[225553],[241125],[253072],[255568],[257521],[259966],[267125],[275663],[288033],[288586],[291086],[299736],[302377],[309492],[311445],[324193],[335338],[336448],[338401],[345506],[361871],[367888],[371120],[372220],[396744],[397231],[402926],[430825],[436326],[462805],
     [60913,354578],[74061,379462],[78835,318459],[88933,405462],[92869,412348],[94144,343839],[99812,282651],[110023,437196],[111298,370553],[115614,445268],[115837,377630],[117261,308074],[123291,455560],[123821,249549],[132822,466405],[134994,468580],[135217,403630],[136641,335030],[141551,342453],[141769,271510],[143307,211719],[148927,484146],[150202,423013],[153001,490242],[160415,495637],[160638,434574],[163013,369167],[163231,298224],[169763,243173],[170071,306996],[170221,378117],[175984,509567],[178156,511742],[178379,453728],[179803,388954],[181759,515938],[183034,460129],[190809,401349],[193383,333952],[193533,404117],[199296,528947],[200705,278013],[201272,343006],[204678,533016],[207365,534541],[207588,481524],[209963,421627],[210181,352644],[213736,540316],[213959,488410],[215383,427936],[223353,435061],[226120,369720],[229526,550170],[232213,551695],[232436,502986],[233966,313890],[237899,555256],[238122,507541],[240907,451447],[243481,387876],[243631,454215],[247793,390372],[248011,321049],[249394,563305],[263899,570128],[264122,526921],[266907,474759],[270167,573592],[272804,414331],[273022,354156],[275813,482011],[278580,422180],[281986,579876],[282959,356797],[283109,424680],[284673,581401],[284896,541890],[296881,586209],[299518,439179],[302527,503473],[305937,446842],[308382,389262],[308532,447329],[317823,595247],[318046,561279],[319026,392325],[320831,517921],[332893,470154],[335488,470641],[341174,420348],[341944,477775],[344406,423580],[351301,606956],[353938,486129],[356947,542377],[368658,499237],[376926,453024],[377141,505967],[386817,513316],[389412,513803],[403141,525347],[411478,483276],[421118,538141],[453239,559705]
   ]
cell #1581 :
  |C| = 245
  W-rep = phi[[2, 1],[2, 2]]+phi[[1, 1],[3, 2]]
  special rep = phi[[2, 1],[2, 2]] , dim = 140
  orbit = [4, 4, 3, 3]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [136573],[160609],[162504],[186564],[190589],[192804],[207559],[218779],[221224],[223172],[225522],[232407],[240687],[252479],[253041],[255537],[264093],[266687],[273684],[275632],[288002],[299298],[300398],[302346],[309461],[325778],[332014],[335307],[336417],[361319],[361840],[367857],[396713],[402634],[430533],
     [45958,318428],[57000,343808],[60906,282380],[69617,370522],[72957,377599],[74054,307803],[78806,247284],[87829,403599],[88926,334759],[92661,412056],[92862,341901],[94115,272295],[99323,422982],[99744,215315],[107868,434543],[109815,436904],[110016,368615],[111269,299009],[115607,306403],[115808,236662],[117193,179735],[122187,453697],[123284,388683],[125671,460098],[132614,466113],[132815,400797],[134987,333359],[135188,262662],[141042,209454],[141331,271239],[141479,342422],[146772,481493],[148719,483854],[148920,421075],[150173,353429],[151897,488379],[152994,427665],[160408,366224],[162793,297953],[162941,369136],[168234,502955],[169492,242902],[170040,306965],[173233,507510],[175776,509275],[175977,450895],[178149,387283],[178350,316586],[181551,515646],[181752,458191],[183005,393621],[190737,401318],[193352,333921],[196545,526890],[199088,528655],[199289,474207],[200674,277982],[204470,532724],[204671,479206],[207358,418684],[209743,352373],[209891,421596],[213729,354818],[213930,284867],[215184,541859],[229318,549878],[229519,500668],[232206,443532],[235328,553890],[237892,379702],[238093,318017],[240835,451416],[243450,387845],[246643,561248],[247573,320611],[247721,390341],[249186,563013],[249387,517369],[261328,568762],[263892,405702],[266835,474728],[270160,413779],[272584,353718],[272732,414300],[281778,579584],[281979,539572],[282928,356766],[284666,490482],[296874,438627],[299446,439148],[305058,385938],[305865,446811],[308351,389231],[315252,593881],[317816,455800],[320759,517890],[332821,470123],[341143,420317],[341369,477483],[351294,485577],[353866,486098],[368083,498945],[376634,452732],[386745,513285],[420543,537849]
   ]
cell #1582 :
  |C| = 245
  W-rep = phi[[2, 1],[2, 2]]+phi[[1, 1],[3, 2]]
  special rep = phi[[2, 1],[2, 2]] , dim = 140
  orbit = [4, 4, 3, 3]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [298498],[329659],[331873],[361178],[365066],[367523],[383583],[396379],[398620],[400232],[402601],[409583],[417526],[430079],[430500],[432579],[440117],[442374],[448718],[450330],[462384],[471068],[472030],[473642],[479529],[493366],[497651],[500103],[500991],[520182],[520477],[524213],[544392],[547738],[565442],
     [151090,487381],[172426,506512],[180849,457099],[195738,525892],[201910,531012],[203768,478114],[212933,424779],[226758,548166],[228616,499576],[234934,553694],[235197,505251],[237096,447428],[245836,560250],[246773,393110],[258159,567274],[260934,568566],[261197,524631],[263096,470740],[269752,477029],[269984,413638],[271784,352918],[279218,577872],[281076,538480],[285314,581946],[293399,584883],[293662,546530],[296466,498491],[296698,438486],[304917,385797],[305245,446477],[305454,505546],[312083,592393],[314858,593685],[315121,558989],[317020,513902],[319664,596167],[321522,563644],[329427,523076],[332201,469789],[332410,524926],[339039,602855],[340809,419983],[341336,477450],[345044,604943],[347819,605630],[348082,576236],[350886,537395],[351118,485436],[355546,608754],[355809,580685],[357708,542476],[365275,546825],[368050,498912],[371758,613410],[374533,614097],[374796,588853],[376601,452699],[380430,615761],[380693,591407],[383351,557434],[386125,512951],[386334,559284],[391078,515192],[391310,459681],[392963,619567],[406430,622437],[406693,601869],[409351,572306],[413187,624012],[415037,532270],[415269,487067],[417735,576531],[420510,537816],[424218,626513],[425107,489324],[425316,539895],[426993,627200],[427256,609600],[438035,629129],[439885,549424],[442583,589148],[446291,554540],[447756,514230],[447965,554835],[456528,632412],[456791,618581],[457626,516804],[459449,597425],[469603,569412],[471277,569707],[476189,536555],[477238,574098],[478641,539007],[484985,636479],[486835,579130],[489533,609895],[498700,586715],[504833,558571],[505383,590561],[512765,594531],[514439,594826],[524763,601023],[530584,577444],[537604,607462],[559121,617735]
   ]
cell #1583 :
  |C| = 245
  W-rep = phi[[2, 1],[2, 2]]+phi[[1, 1],[3, 2]]
  special rep = phi[[2, 1],[2, 2]] , dim = 140
  orbit = [4, 4, 3, 3]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [229062],[260372],[288992],[295488],[324713],[329680],[331507],[359749],[360812],[365159],[383604],[395259],[399227],[400290],[409604],[417619],[433089],[440138],[442467],[449325],[450388],[471161],[472637],[473700],[480039],[493973],[497744],[500161],[501501],[520275],[520987],[524271],[544450],[547697],[565401],
     [181295,248930],[204214,281522],[212954,282546],[212971,282372],[234372,314296],[237117,307969],[237134,307795],[246985,318446],[263117,334925],[263134,334751],[268774,349908],[270005,343412],[270022,341893],[271996,343826],[296719,370126],[296736,368607],[298710,370540],[304551,385431],[305338,378637],[305435,377455],[305788,377617],[317041,388849],[317058,388675],[329697,400789],[332294,404637],[332391,403455],[332744,403617],[341394,413272],[341522,412209],[351139,422586],[351156,421067],[353130,423000],[357729,427831],[357746,427657],[365256,434399],[365609,434561],[368108,438120],[368236,437057],[377230,445357],[383621,450887],[386218,454735],[386315,453553],[386668,453715],[391331,459702],[391348,458183],[393322,460116],[400418,466266],[403230,468669],[409621,474199],[415290,487088],[415307,479198],[417716,481349],[418069,481511],[420568,485070],[420696,484007],[425200,489417],[425297,488235],[425650,488397],[434174,495726],[440155,500660],[442564,502811],[442917,502973],[447849,514323],[447946,507366],[448299,507528],[450516,509428],[453328,511831],[457684,516862],[457812,515799],[459719,517361],[471258,526746],[471611,526908],[473828,528808],[476282,536648],[476767,532008],[478699,539065],[478827,532877],[481124,534630],[487105,539564],[488010,540405],[489514,541715],[489867,541877],[498229,549162],[500289,550031],[502586,551784],[504891,558629],[505344,554633],[507141,555345],[514420,561104],[514773,561266],[516990,563166],[524724,569505],[526521,570217],[530543,577403],[531070,574156],[537133,578868],[539193,579737],[541490,581490],[548224,586773],[553653,590520],[559082,594624],[560879,595336],[568525,600982],[577930,607520],[593644,617694]
   ]
cell #1584 :
  |C| = 126
  W-rep = phi[[3, 1, 1],[1, 1]]
  special rep = phi[[3, 1, 1],[1, 1]] , dim = 126
  orbit = [6, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [81239],[85395],[102626],[106403],[107213],[119753],[127057],[131200],[131932],[132079],[139133],[145307],[146117],[154320],[158849],[159666],[161824],[166769],[167579],[174362],[175094],[175241],[182295],[183866],[187784],[189002],[189971],[191241],[192330],[197674],[198406],[198553],[205799],[206616],[208774],[214529],[217690],[220323],[223860],[224900],[225047],[230647],[231464],[233622],[239100],[240069],[241339],[242428],[248504],[248651],[251726],[251992],[254606],[256672],[257694],[258219],[259305],[265100],[266069],[267339],[268428],[276320],[277360],[277507],[283924],[287302],[287522],[289984],[291918],[292184],[293192],[294798],[303034],[304074],[304221],[310596],[311618],[312143],[313229],[319993],[323000],[323215],[323458],[327990],[328210],[329159],[337552],[338574],[339099],[340185],[346338],[346604],[347612],[349218],[359016],[359459],[362975],[363661],[363904],[373052],[373318],[374326],[375932],[381914],[382134],[383083],[394645],[398063],[398329],[398937],[407914],[408134],[409083],[416121],[416364],[432077],[432297],[440969],[441212],[449035],[463888],[464131],[472347],[491810],[493683],[519185]
   ]
cell #1585 :
  |C| = 245
  W-rep = phi[[2, 1],[2, 2]]+phi[[1, 1],[3, 2]]
  special rep = phi[[2, 1],[2, 2]] , dim = 140
  orbit = [4, 4, 3, 3]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [334517],[365579],[367753],[396609],[400253],[402622],[418039],[430521],[432600],[434062],[436303],[442887],[450351],[462405],[462782],[464672],[471581],[473663],[479550],[481012],[492379],[500124],[501012],[502474],[507834],[520498],[524234],[526409],[527214],[544413],[544663],[547847],[565551],[568356],[583558],
     [180869,515045],[203788,532123],[212987,487402],[228636,549277],[235217,553803],[237150,506533],[246955,457329],[261217,568675],[263150,525913],[269867,573460],[270038,531033],[271966,478344],[281096,578983],[282138,427423],[293682,584992],[296581,586077],[296752,548187],[298680,499806],[305630,505567],[305758,446707],[307561,388441],[315141,593794],[317074,560271],[321542,597278],[329542,599698],[329713,567295],[332586,524947],[332714,470019],[341039,420213],[341357,477471],[341638,531283],[348102,605739],[351001,606824],[351172,577893],[353100,538710],[355829,608863],[357762,581967],[365451,546846],[368071,498933],[368352,548437],[374816,614206],[376622,452720],[377118,505944],[380713,615870],[383466,616410],[383637,592414],[386510,559305],[386638,513181],[391193,618929],[391364,596188],[393292,563874],[400534,567545],[403118,525324],[406713,622546],[409466,623086],[409637,602876],[411455,483253],[415152,624376],[415323,604964],[417911,576552],[420531,537837],[420812,578143],[425492,539916],[425620,489837],[427276,627309],[440000,629493],[440171,613431],[442759,589169],[446977,630739],[448141,554856],[448269,514743],[450632,592664],[453216,559682],[456811,632521],[457647,516825],[457928,561572],[459564,633061],[459735,619588],[470289,634541],[471453,569728],[473944,603126],[477928,574119],[478662,539028],[478943,574369],[486950,636843],[487121,626534],[487898,541378],[489709,609916],[499390,586736],[500405,586986],[504854,558592],[506300,590670],[507029,560767],[513451,639762],[514615,594847],[517106,619838],[525680,601132],[530693,577553],[531562,604305],[538294,607483],[539309,607733],[548716,612772],[553484,593475],[560038,617844],[578422,625875]
   ]
cell #1586 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[2, 1]]+phi[[1, 1, 1],[3, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [190251],[222772],[240349],[256744],[257102],[257519],[259964],[266349],[275232],[288584],[291009],[291084],[292262],[295078],[301946],[310668],[311026],[311443],[320273],[324116],[324191],[327140],[329835],[331062],[337624],[337982],[338399],[345429],[345504],[346682],[349498],[356366],[360290],[365686],[366607],[366965],[371118],[372143],[372218],[373396],[376212],[381064],[383759],[384986],[391548],[391906],[397154],[397229],[398775],[400265],[400838],[401733],[402924],[407064],[409759],[410986],[418146],[419067],[419425],[425856],[430234],[430823],[431227],[432612],[432735],[434083],[436324],[442994],[443915],[444273],[448873],[450363],[450936],[451831],[462417],[462540],[462803],[464693],[465976],[468055],[472185],[473675],[474248],[475143],[479562],[479685],[481033],[492400],[492717],[493521],[494399],[501024],[501147],[502495],[507855],[509138],[519660],[520510],[520633],[527235],[528518],[533303],[544684],[550457],[565766],
     [115597,378040],[134977,404040],[141530,412750],[159889,495249],[160398,434984],[162992,437598],[170219,378115],[178139,454138],[190241,465814],[190788,466807],[193531,404115],[201270,343004],[206839,534153],[207348,481934],[209942,484548],[213719,424603],[222823,495372],[223351,435059],[226118,369718],[231687,551307],[232196,503396],[233964,313888],[237882,447252],[240339,508976],[240886,509969],[243629,454213],[247772,457162],[259528,568020],[263882,470564],[266339,528356],[266886,529349],[270150,477184],[272783,478177],[275283,534276],[275811,482009],[278578,422178],[283107,424678],[284147,581013],[284656,542300],[293793,585079],[295068,547525],[296864,498646],[299497,499639],[301997,551430],[302525,503471],[305650,505579],[305916,505702],[308530,447327],[313452,593139],[317806,513726],[319024,392323],[320263,562714],[320810,563707],[329825,523231],[331113,568143],[332606,524959],[332872,525082],[335486,470639],[340408,603601],[341722,531304],[341942,477773],[344404,423578],[348213,605826],[349488,577231],[351284,537550],[353917,538543],[356417,581136],[356945,542375],[365471,546858],[365737,546981],[368436,548458],[368656,499235],[374927,614293],[376202,589848],[376924,453022],[377139,505965],[377382,554018],[383749,557589],[385037,593262],[386530,559317],[386796,559440],[389410,513801],[400618,567566],[403139,525345],[403382,568890],[409749,572461],[411037,603724],[411476,483274],[411919,531621],[417931,576564],[418197,576687],[420896,578164],[421116,538139],[434326,585207],[436767,548775],[442779,589181],[443045,589304],[444743,511217],[450716,592685],[453237,559703],[453480,594009],[474028,603147],[481276,605954],[483717,578481],[502738,614421]
   ]
cell #1587 :
  |C| = 245
  W-rep = phi[[2, 2, 1],[2]]+phi[[2, 2],[2, 1]]
  special rep = phi[[2, 2],[2, 1]] , dim = 140
  orbit = [4, 4, 4, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [248788],[277644],[283735],[313040],[318576],[319804],[343956],[345756],[349029],[354670],[370670],[378367],[379554],[381325],[404367],[405554],[413011],[415552],[423130],[437859],[445782],[454465],[455652],[460246],[469094],[484809],[489147],[490334],[511008],[512256],[516601],[536074],[540830],[557824],[575312],
     [132216,191804],[159477,223979],[160826,293821],[175378,241902],[188554,255685],[188712,327299],[189782,258299],[198690,267902],[206427,276439],[207776,348241],[218089,288150],[218247,360449],[221014,363136],[221076,291178],[225184,304358],[231275,303153],[232624,374955],[238652,309609],[238810,381223],[239880,312223],[252269,395728],[252331,324285],[255348,327070],[259116,339996],[264652,336565],[264810,407223],[265880,339179],[270549,342570],[270707,412909],[273474,415596],[273536,345598],[287813,360220],[289536,361988],[289694,431386],[291336,372470],[294609,375743],[297263,369284],[297421,437757],[300188,440444],[300250,372312],[306193,445826],[306255,378209],[309272,380994],[324443,397481],[325568,463363],[325630,397323],[327401,407325],[330224,401466],[330382,466966],[333149,469138],[333211,404209],[336228,406994],[342233,412680],[351683,421744],[351841,484707],[359918,492121],[360551,431488],[361651,431157],[363092,440400],[364889,435311],[366014,496195],[366076,435153],[368947,437528],[384148,451564],[384306,510128],[387073,512300],[387135,454307],[395439,462082],[395684,463319],[399396,521831],[400029,467068],[401129,466737],[410148,474876],[410306,529508],[417349,482261],[418474,535099],[418536,482103],[421407,484478],[429503,492077],[433269,494914],[433514,496151],[442197,503723],[443322,552253],[443384,503565],[449494,556189],[450127,510230],[451227,509899],[465083,521787],[467846,530388],[472806,571061],[473439,529610],[474539,529279],[480219,533818],[480464,535055],[494142,584209],[497170,553228],[501681,550972],[501926,552209],[508245,556145],[521167,566281],[523466,572696],[527625,571017],[545074,584165],[545606,587929],[565364,598971]
   ]
cell #1588 :
  |C| = 245
  W-rep = phi[[2, 1],[2, 2]]+phi[[1, 1],[3, 2]]
  special rep = phi[[2, 1],[2, 2]] , dim = 140
  orbit = [4, 4, 3, 3]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [195508],[223657],[225828],[253347],[257551],[259996],[276117],[288616],[291116],[293044],[295540],[302831],[311475],[324223],[324765],[327222],[335792],[338431],[345536],[347464],[360372],[371150],[372250],[374178],[381146],[397261],[402956],[406075],[407146],[430855],[431309],[436595],[463074],[468128],[492790],
     [78851,390152],[94160,414111],[99853,354608],[111314,438959],[115853,445537],[117302,379492],[123897,318734],[135233,468849],[136682,405492],[141659,476453],[141810,412378],[143383,344114],[150218,485909],[150860,285084],[160654,495906],[163121,497915],[163272,437226],[164845,370828],[170398,378147],[170525,307271],[172196,245606],[178395,512011],[179844,455590],[183050,517701],[190917,522500],[191068,466435],[193710,404147],[193837,334227],[200980,278288],[201302,343036],[201555,412832],[207604,534810],[210071,536819],[210222,484176],[211795,423288],[213975,540585],[215424,490272],[223530,435091],[226150,369750],[226403,437680],[232452,551964],[233996,313920],[234579,378689],[238138,555525],[241015,556858],[241166,509597],[243808,454245],[243935,388151],[247901,561983],[248052,515968],[249625,460404],[257804,466889],[260579,404689],[264138,570397],[267015,571730],[267166,528977],[268826,349960],[272912,574780],[273063,533046],[275990,482041],[278610,422210],[278863,484630],[283286,424710],[283413,357251],[284912,581670],[299626,587397],[299777,550200],[302704,503503],[306731,590483],[308709,447359],[308836,389716],[311728,510051],[314503,454787],[318062,595516],[319056,392355],[319309,457244],[320939,596849],[321090,563335],[333687,600945],[335665,470671],[338684,529431],[342780,477805],[344436,423610],[344689,478259],[354046,608144],[354197,579906],[355191,426638],[357124,542407],[369494,499267],[371403,499721],[376956,453054],[378400,506236],[380075,456173],[387611,617657],[389589,513833],[392608,563789],[404400,525616],[411747,483545],[412563,531694],[421954,538171],[423863,538625],[437411,548848],[444816,511290],[454498,559974],[484361,578554]
   ]
cell #1589 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[2, 1]]+phi[[1, 1, 1],[3, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [257281],[292714],[311205],[328349],[328765],[329097],[331597],[338161],[347134],[360902],[363209],[363271],[364327],[367144],[373848],[382273],[382689],[383021],[392085],[395801],[395863],[398540],[401676],[402185],[408273],[408689],[409021],[415669],[415731],[416787],[419604],[426308],[429999],[435344],[435481],[435897],[439555],[440517],[440579],[441635],[444452],[448638],[451774],[452283],[458371],[458787],[463436],[463498],[464812],[466620],[467153],[467284],[468307],[471950],[475086],[475595],[482294],[482431],[482847],[488585],[492519],[492969],[493286],[494472],[494516],[496096],[497472],[503756],[503893],[504309],[507974],[509782],[510315],[510446],[519733],[519777],[520003],[521467],[522843],[524073],[527354],[529162],[529695],[529826],[533376],[533420],[535000],[544041],[544252],[544803],[545497],[550530],[550574],[552154],[555825],[557201],[565255],[565839],[565883],[570697],[572073],[575203],[583845],[587820],[598862],
     [170397,445899],[193709,469211],[201616,476949],[222952,546081],[223529,496268],[226464,498411],[234843,445961],[243807,512373],[257280,522229],[257865,522996],[260843,469273],[269422,413362],[275412,575787],[275989,535172],[278924,537315],[283285,487467],[292775,546125],[293308,496330],[296136,438210],[302126,588404],[302703,552326],[304641,385521],[308708,506598],[311204,556587],[311789,557354],[314767,512435],[319370,515112],[331242,600305],[335664,525978],[338160,571459],[338745,572226],[342779,531423],[344750,532190],[347195,575831],[347728,535234],[350556,485160],[355455,487529],[356546,609151],[357123,582032],[366552,612045],[367143,585722],[369493,548577],[371464,549344],[373909,588448],[374442,552388],[378290,554091],[378461,554135],[380339,506660],[385166,617017],[389588,560336],[390748,459119],[392084,596578],[392669,597345],[401675,567685],[402246,600349],[404290,568963],[404461,569007],[406339,526040],[411166,623693],[412980,573747],[413096,531873],[414707,486505],[419012,625148],[419603,606469],[421953,578283],[423924,579050],[426369,609195],[426902,582094],[435234,585280],[435405,585324],[437828,586364],[437944,549027],[443860,630265],[444451,614936],[444995,511469],[445727,554361],[446023,590374],[451773,592804],[452344,617061],[454388,594082],[454559,594126],[456437,560398],[467037,599985],[469039,569233],[469335,600836],[475085,603266],[475656,623737],[476010,536376],[476796,573958],[482184,606027],[482355,606071],[484778,607111],[484894,578733],[496392,611936],[498258,586575],[503646,614494],[503817,614538],[504693,558431],[510199,616697],[512201,594352],[512497,617548],[529579,623373],[535296,625039],[537162,607322],[552450,630156]
   ]
cell #1590 :
  |C| = 175
  W-rep = phi[[2, 2, 2],[1]]+phi[[2, 1],[2, 2]]
  special rep = phi[[2, 1],[2, 2]] , dim = 140
  orbit = [4, 4, 3, 3]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 140
     105 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [214145],[242044],[247002],[247080],[272013],[272091],[273850],[282355],[298727],[298805],[305805],[306569],[307778],[309220],[332761],[333525],[334734],[341619],[341876],[342181],[345239],[353147],[353225],[365626],[368333],[368590],[368895],[377358],[377850],[386685],[387449],[388658],[393339],[393417],[400515],[400772],[403358],[403850],[412081],[418086],[420793],[421050],[421355],[425667],[426431],[427640],[434302],[436929],[442934],[448316],[450613],[450870],[452406],[453456],[453948],[457909],[458166],[458471],[466138],[471628],[473925],[474182],[478924],[479181],[481252],[482531],[483879],[488138],[488630],[489884],[500386],[500643],[502714],[505829],[507269],[508074],[509300],[510491],[514790],[515671],[517087],[517344],[525209],[526649],[528680],[531523],[532749],[533465],[539290],[539547],[541618],[548677],[549903],[554180],[555707],[559567],[561007],[563038],[569052],[573629],[578383],[579609],[586246],[594171],[606993],
     [191946,268044],[221390,300564],[252645,325944],[255296,336176],[287761,361599],[290819,371953],[292837,366390],[323434,395387],[323926,396964],[328449,401077],[347257,418850],[359621,429592],[363880,433217],[364372,434794],[373971,443698],[382373,451175],[399099,465172],[402308,475718],[408373,474487],[416340,480167],[416832,481744],[435581,503993],[441188,501629],[441680,503206],[449197,508334],[464107,521115],[464912,527454],[467329,529871],[472509,527714],[492619,544903],[493845,545163],[494561,550619],[519822,565928],[521349,570579],[543923,583727]
   ]
cell #1591 :
  |C| = 315
  W-rep = phi[[2, 2, 1],[1, 1]]+phi[[2, 1, 1],[2, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [306300],[309262],[333256],[342223],[342348],[354715],[366121],[368937],[369062],[378020],[379599],[387180],[390267],[391528],[400074],[401244],[404020],[405599],[413056],[414226],[418581],[419047],[421397],[421522],[424583],[433828],[433898],[434964],[437904],[439074],[443429],[446096],[446166],[447232],[448853],[450172],[451342],[454118],[455697],[467113],[469408],[469478],[470544],[473484],[474654],[477122],[477164],[479443],[480778],[480848],[481914],[484854],[486024],[490379],[496465],[496535],[497215],[498584],[498626],[502240],[502310],[503376],[505460],[505604],[507748],[510275],[512570],[512640],[513706],[516646],[517816],[523169],[523780],[523850],[524840],[524984],[529655],[531197],[535369],[535439],[536119],[537488],[537530],[541144],[541214],[542280],[546883],[547108],[548351],[552523],[552593],[553273],[557527],[558138],[558208],[559198],[559342],[572399],[573010],[573080],[576589],[576814],[578057],[589206],[589431],
     [132202,465752],[159909,495274],[175364,508914],[189827,522003],[190275,465794],[198676,528294],[206859,534178],[221121,494688],[222412,495130],[225170,547463],[231707,551332],[239925,556361],[240373,508956],[248774,562652],[252376,461856],[255338,336218],[255463,465028],[256724,401119],[259028,567785],[259548,568045],[265925,571233],[266373,528336],[273581,533592],[274872,534034],[277630,577169],[284167,581038],[287803,361641],[287928,429448],[290989,433259],[294513,585369],[294654,585496],[295102,547505],[300295,550746],[301586,551188],[304344,589786],[309387,508190],[310648,451217],[312952,592904],[313472,593164],[319849,596352],[320297,562694],[324096,395429],[325675,566055],[327446,599441],[329932,599867],[330559,523211],[330702,567901],[336343,527570],[337604,474529],[339908,603366],[340428,603626],[345409,480209],[348933,606116],[349074,606243],[349522,577211],[356006,580894],[360596,583301],[361766,545019],[363406,611508],[363476,584589],[365845,546739],[366587,443895],[372123,501671],[375647,614583],[375788,614710],[376236,589828],[381370,616153],[383856,616579],[384483,557569],[384626,593020],[395998,598434],[396068,565148],[397134,521157],[398713,566713],[398755,472165],[400949,567459],[407370,622829],[409856,623255],[410483,572441],[410626,603482],[415866,624611],[415936,605336],[418305,576445],[430172,543831],[430214,493501],[431533,628462],[432493,500905],[432637,584535],[440714,629728],[440784,613803],[443153,589062],[448811,591832],[451047,592578],[462298,520391],[462442,565094],[463633,633980],[463703,621044],[464586,527128],[472123,602294],[474359,603040],[479587,605282],[492293,544577],[493459,611350],[501049,613749],[520535,620990]
   ]
cell #1592 :
  |C| = 126
  W-rep = phi[[2],[3, 1, 1]]
  special rep = phi[[2],[3, 1, 1]] , dim = 126
  orbit = [5, 5, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [172038],[181139],[183389],[195350],[203299],[204058],[213230],[213369],[215775],[228147],[228906],[236189],[236637],[237393],[237532],[245448],[246811],[247259],[247356],[262189],[262637],[263393],[263532],[269050],[271027],[271822],[272270],[272367],[280607],[281366],[282168],[282185],[295764],[297741],[298536],[298984],[299081],[304846],[304955],[306766],[307591],[307608],[316113],[316561],[317317],[317456],[321812],[324989],[331802],[331911],[333722],[334547],[334564],[340944],[341069],[341086],[350184],[352161],[352956],[353404],[353501],[358005],[358144],[361107],[361216],[367658],[367783],[367800],[378913],[385726],[385835],[387646],[388471],[388488],[393148],[393596],[393693],[394491],[396514],[396639],[396656],[404913],[413567],[413676],[420118],[420243],[420260],[424817],[427453],[427470],[428793],[438415],[438524],[446612],[446737],[446754],[447466],[455011],[457359],[457376],[460741],[469924],[470049],[470066],[470778],[478374],[478391],[485365],[485474],[487751],[499836],[499853],[506882],[513086],[513211],[513228],[513940],[526262],[538740],[538757],[542514],[560620],[563904],[563921],[582316],[598216]
   ]
cell #1593 :
  |C| = 126
  W-rep = phi[[2],[3, 1, 1]]
  special rep = phi[[2],[3, 1, 1]] , dim = 126
  orbit = [5, 5, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [183452],[213432],[215858],[236721],[237595],[247343],[247439],[262721],[263595],[271492],[272354],[272450],[282196],[282633],[298206],[299068],[299164],[306799],[307246],[307619],[308056],[316645],[317519],[318262],[318709],[322446],[333755],[334202],[334575],[335012],[340977],[341097],[342844],[343642],[344089],[352626],[353488],[353584],[354416],[358207],[358708],[367691],[367811],[369558],[370356],[370803],[376764],[376862],[378512],[379300],[387679],[388126],[388499],[388936],[393680],[393776],[393913],[396547],[396667],[402764],[402862],[404512],[405300],[411570],[411672],[420151],[420271],[422018],[422816],[423263],[424923],[427481],[427918],[430663],[430761],[436418],[436520],[446645],[446765],[447572],[452862],[452960],[454610],[455398],[457387],[459932],[460379],[462897],[462999],[469957],[470077],[470884],[477613],[477711],[478402],[483368],[483470],[487642],[490080],[499075],[499173],[499864],[506059],[506161],[506773],[513119],[513239],[514046],[515262],[525439],[525541],[526153],[532340],[537979],[538077],[538768],[542620],[549494],[559797],[559899],[560511],[563932],[564739],[579200],[582207],[597495]
   ]
cell #1594 :
  |C| = 140
  W-rep = phi[[3, 1],[1, 1, 1]]+phi[[],[4, 2, 1]]
  special rep = phi[[3, 1],[1, 1, 1]] , dim = 105
  orbit = [6, 2, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     70 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [223827],[258138],[276287],[287301],[293191],[293638],[299950],[303001],[312062],[323523],[327989],[329224],[335962],[335995],[339018],[347611],[348058],[359687],[363969],[365097],[371293],[371737],[371818],[374325],[374772],[381913],[383148],[395055],[399165],[403099],[406222],[406223],[406669],[407913],[409148],[416429],[417557],[429000],[430998],[432076],[432885],[436742],[436743],[439617],[439682],[441277],[442405],[449263],[463221],[463222],[464196],[468369],[468434],[471099],[472575],[479835],[493031],[493096],[493911],[497369],[497682],[501297],[519900],[520213],[520783],[524003],[543567],[543610],[544182],[564905],
     [215985,286082],[248225,321263],[250280,322352],[273236,354370],[283583,357421],[283616,357454],[285888,358641],[309006,389886],[309039,389919],[319199,392498],[319643,392942],[319724,393023],[344579,423753],[345023,424197],[345104,424278],[355338,426785],[355339,426786],[355785,427232],[377099,453197],[380222,456320],[380223,456321],[380669,456767],[390810,459181],[390875,459246],[411894,483692],[411895,483693],[414769,486567],[414834,486632],[425138,489355],[445057,511531],[445122,511596],[447787,514261],[475907,536273],[476220,536586],[504623,558361]
   ]
cell #1595 :
  |C| = 553
  W-rep = phi[[2, 1],[2, 1, 1]]+phi[[1, 1],[3, 1, 1]]+phi[[2],[2, 2, 1]]+phi[[1],[3, 2, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     91 tau_infinity subcells with 4 member(s)
  subcells = [
     [160668],[191031],[207618],[223207],[223655],[232466],[241129],[255572],[257549],[264152],[267129],[275667],[276115],[288037],[291114],[293034],[295530],[299220],[299740],[302381],[302829],[309496],[311473],[324221],[324755],[327212],[335201],[335342],[335790],[336452],[338429],[345534],[347454],[360362],[361875],[367892],[370378],[371148],[372248],[374168],[381136],[396748],[397259],[402884],[402954],[407136],[430783],[430853],[431299],
     [111543,371005],[132844,466363],[136621,405323],[141550,342457],[160637,434578],[162552,436543],[163012,369171],[164773,438779],[170282,378145],[176006,509525],[186612,463022],[190808,401353],[191047,466433],[193079,468217],[193594,404145],[195506,406065],[199318,528905],[201449,412822],[207587,481528],[209962,421631],[213989,284926],[215914,358764],[219054,492879],[223414,435089],[225557,497418],[225826,436585],[226297,437670],[229548,550128],[232435,502990],[234569,378679],[238152,318076],[240906,451451],[241145,509595],[243692,454243],[247495,393832],[248015,321053],[250172,394352],[253076,519949],[253345,463064],[257698,466879],[259994,468073],[260569,404679],[263603,569990],[264121,526925],[266906,474763],[267145,528975],[268816,349950],[272506,353640],[273026,354160],[275874,482039],[278757,484620],[282822,428107],[282963,356801],[283411,357249],[288614,492735],[299756,550198],[302588,503501],[308245,389125],[308386,389266],[308834,389714],[311622,510041],[314493,454777],[318284,459954],[319054,392353],[338578,529421],[341178,420352],[343664,422838],[344434,423608],[376884,452982],[376954,453052],
     [34349,215883,285705,428248],[46118,247464,318841,457468],[46725,250148,250188,460724],[57160,272475,344221,478483],[60935,282313,354536,487664],[61111,282798,282838,487734],[61918,216129,285775,428696],[69777,299189,370935,499945],[74083,307736,379420,506795],[74259,308221,308261,506865],[78834,247792,318463,390376],[78865,247332,318387,515285],[79080,183279,318911,460581],[88955,334692,405420,526175],[89131,335177,335217,526245],[92891,341834,412306,477733],[94143,272803,343843,414335],[94174,272343,343767,532363],[94389,150447,344291,423465],[99483,353609,423395,538849],[99792,215363,354439,490103],[99816,282655,354463,539953],[99832,283170,354606,424708],[110045,368548,437154,499195],[111297,299517,370557,439183],[111328,299057,370481,549517],[115836,305936,377634,446846],[115867,236710,377558,506184],[117241,179783,379323,455421],[117265,308078,379347,554893],[117281,308593,379490,447357],[123313,388616,455518,560533],[123489,389101,389141,560603],[123825,249553,389972,517521],[123895,318732,319203,457234],[125831,393801,460511,564013],[135216,332892,403634,470158],[135247,262710,403558,525564],[136645,335034,405347,569765],[136661,335549,405490,470669],[141090,209502,411695,483493],[141773,271514,412233,531783],[141789,342005,412376,477803],[143311,211723,413931,485729],[143381,344112,344583,478249],[148949,421008,484104,538099],[150201,353937,423017,486133],[150232,353477,422941,579223],[150858,285082,355181,426628],[153023,427598,490200,582229],[153199,428083,428123,582299],[153487,358733,491457,582979],[163235,298228,437081,548937],[163251,368719,437224,499265],[164843,370826,371297,499711],[169767,243177,444905,511379],[170075,307000,445159,554307],[170523,307269,377674,506226],[172194,245604,380065,456163],[178378,386816,453732,513320],[178409,316634,453656,559922],[179807,388958,455445,594884],[179823,389473,455588,513831],[181781,249416,515896,563263],[183033,320830,460133,517925],[183064,393669,460057,597518],[183460,322454,518432,598129],[183636,394368,461354,598199],[193387,333956,468471,569179],[193835,334225,403674,525606],[200709,278017,475956,536322],[200978,278286,411737,483535],[201300,343034,411937,531639],[204700,282008,532974,579834],[210185,352648,484031,578643],[210201,421179,484174,538169],[211793,423286,423757,538615],[213440,358215,540178,610178],[213958,284895,488414,541894],[215387,427940,490127,609953],[215403,357008,490270,542405],[226148,369748,436785,548793],[233994,313918,444761,511235],[237603,317527,555118,595109],[238121,318045,507545,561283],[243485,387880,511633,594298],[243933,388149,453772,559964],[248031,321069,515966,563333],[249623,392502,460402,563779],[273042,354176,533044,579904],[278608,422208,483735,578499]
   ]
cell #1596 :
  |C| = 126
  W-rep = phi[[2],[3, 1, 1]]
  special rep = phi[[2],[3, 1, 1]] , dim = 126
  orbit = [5, 5, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [34353],[46122],[46723],[57164],[60993],[61109],[69781],[74141],[74257],[78791],[78886],[89013],[89129],[92949],[94100],[94195],[99487],[99761],[99893],[110103],[111254],[111349],[115173],[115888],[117210],[117342],[123371],[123487],[123830],[125835],[134553],[135268],[136590],[136722],[141059],[141348],[141850],[143316],[149007],[150158],[150253],[153081],[153197],[153491],[156414],[162521],[162810],[163312],[164778],[169509],[169772],[170080],[177715],[178430],[179752],[179884],[182990],[183085],[183634],[186581],[192821],[193084],[193392],[200714],[201255],[203364],[209471],[209760],[210262],[211728],[213295],[215332],[215464],[215840],[218796],[219059],[225562],[226103],[228212],[233949],[236679],[237458],[242919],[243182],[243490],[247301],[247421],[249558],[253081],[259949],[262679],[263458],[271256],[271519],[272312],[272432],[278022],[278563],[280672],[282660],[288569],[297970],[298233],[299026],[299146],[307005],[308083],[313873],[316603],[317382],[333961],[335039],[342989],[352390],[352653],[353446],[353566],[358070],[369703],[387885],[388963],[393638],[393758],[422163],[427945],[428858]
   ]
cell #1597 :
  |C| = 175
  W-rep = phi[[3],[2, 1, 1]]+phi[[1],[4, 1, 1]]
  special rep = phi[[3],[2, 1, 1]] , dim = 105
  orbit = [6, 4, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [89130],[111255],[111541],[134554],[136601],[136619],[156415],[162532],[162550],[164749],[164789],[186592],[186610],[192928],[193055],[193095],[195485],[218903],[219030],[219070],[225354],[225668],[225805],[252873],[253187],[253324],[259806],[260041],[286555],[288426],[288661],[295371],[322842],[324596],[359118],
     [34355,215841],[46124,247422],[46724,183635],[57166,272433],[61040,213296],[61110,153198],[61916,216127],[69783,299147],[74188,237459],[74258,123488],[78792,182991],[78951,247312],[79078,183277],[89060,263459],[93510,203365],[94101,150159],[94260,272323],[94387,150445],[99489,353567],[99772,215343],[99790,215361],[99967,282671],[110664,228213],[111414,299037],[115174,177716],[116524,236690],[117221,179763],[117239,179781],[117416,308094],[123418,317383],[123801,249529],[123841,249569],[125837,393759],[135904,262690],[136796,335050],[141070,209482],[141088,209500],[142075,271363],[142544,271530],[143287,211699],[143327,211739],[149568,280673],[150318,353457],[150837,285061],[153128,358071],[153493,428859],[163537,298077],[164006,298244],[169616,243026],[169743,243153],[169783,243193],[170845,307111],[172173,245583],[179066,316614],[179958,388974],[183150,393649],[194157,334067],[200506,277814],[200820,278128],[200957,278265],[202033,343081],[210487,352497],[210956,352664],[215538,427956],[226881,369795],[233806,313730],[234041,313965],[244255,387991],[268657,349791],[279341,422255]
   ]
cell #1598 :
  |C| = 126
  W-rep = phi[[3, 1, 1],[1, 1]]
  special rep = phi[[3, 1, 1],[1, 1]] , dim = 126
  orbit = [6, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [126180],[127117],[132127],[154412],[154548],[158909],[159842],[175289],[184658],[189094],[189230],[190031],[190199],[198601],[205859],[206792],[221774],[222610],[225095],[230707],[231640],[239192],[239328],[240129],[240297],[248699],[254666],[256911],[258267],[259481],[265192],[265328],[266129],[266297],[274234],[275070],[277555],[284100],[287582],[290076],[290212],[293746],[294858],[295026],[300948],[301784],[304269],[310835],[312191],[313405],[320053],[320221],[323092],[323544],[323799],[326328],[328270],[329245],[329783],[330900],[337791],[339147],[340361],[348166],[349278],[349446],[356204],[358971],[359760],[359978],[363990],[364245],[365170],[366774],[374880],[375992],[376160],[382194],[383169],[383707],[384824],[391715],[394605],[395123],[395255],[399238],[399456],[400286],[408194],[409169],[409707],[410824],[416450],[416705],[417630],[419234],[429390],[432357],[432953],[433085],[441298],[441553],[442478],[444082],[449336],[449554],[450384],[464217],[464472],[464970],[472648],[472866],[473696],[479903],[480035],[493984],[494202],[501365],[501497],[508132],[520851],[520983],[527512],[543678],[544961],[564971]
   ]
cell #1599 :
  |C| = 50
  W-rep = phi[[4],[1, 1, 1]]+phi[[],[5, 1, 1]]
  special rep = phi[[4],[1, 1, 1]] , dim = 35
  orbit = [8, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 1
  number of tau_infinity subcells = 35
     20 tau_infinity subcells with 1 member(s)
     15 tau_infinity subcells with 2 member(s)
  subcells = [
     [111925],[137182],[162725],[165395],[186785],[193249],[196196],[219224],[225381],[226002],[252900],[253521],[259824],[286582],[288444],[295350],[322860],[324575],[359097],[394571],
     [61975,101576],[79462,125568],[94771,150829],[100353,152637],[117802,180344],[124447,182540],[141263,209675],[143933,212345],[151548,214835],[169937,243347],[172884,246294],[200533,277841],[201154,278462],[233824,313748],[268636,349770]
   ]
cell #1600 :
  |C| = 175
  W-rep = phi[[3],[2, 1, 1]]+phi[[1],[4, 1, 1]]
  special rep = phi[[3],[2, 1, 1]] , dim = 105
  orbit = [6, 4, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [111578],[136635],[137005],[162566],[164776],[164835],[186626],[193082],[193141],[195491],[195503],[219057],[219116],[225560],[225811],[225823],[228363],[253079],[253330],[253342],[259812],[259991],[260244],[288432],[288611],[288864],[295383],[295509],[322848],[324608],[324734],[331441],[359130],[360746],[394741],
     [46750,183455],[61136,213435],[61953,153467],[74284,237598],[78875,247346],[79115,183314],[80166,183610],[89156,263598],[94184,272357],[94424,150482],[99806,215377],[99819,282658],[100176,215747],[111338,299071],[115877,236724],[117255,179797],[117268,308081],[117625,180167],[123514,317522],[123828,249556],[123887,249615],[123892,318729],[126043,322449],[135257,262724],[136648,335037],[141104,209516],[141776,271517],[143314,211726],[143373,211785],[143378,344109],[150242,353491],[150843,285067],[150855,285079],[153224,358210],[163238,298231],[164840,370823],[169770,243180],[169829,243239],[170078,307003],[170520,307266],[172179,245589],[172191,245601],[178419,316648],[179810,388961],[180596,321269],[183074,393683],[193390,333959],[193832,334222],[200712,278020],[200963,278271],[200975,278283],[201297,343031],[203515,280823],[210188,352651],[211790,423283],[215390,427943],[226145,369745],[233812,313736],[233991,313915],[234244,314168],[234548,378658],[243488,387883],[243930,388146],[249620,460399],[260548,404658],[268669,349803],[268795,349929],[278605,422205],[304485,385365],[314472,454756]
   ]
cell #1601 :
  |C| = 175
  W-rep = phi[[3],[2, 1, 1]]+phi[[1],[4, 1, 1]]
  special rep = phi[[3],[2, 1, 1]] , dim = 105
  orbit = [6, 4, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [137425],[165465],[165754],[193319],[196193],[196207],[219294],[225999],[226013],[229070],[229140],[253518],[253532],[259835],[260380],[260450],[263628],[288455],[289000],[289070],[295402],[295496],[295924],[322871],[324627],[324721],[325149],[331434],[331549],[359149],[360739],[360854],[367415],[394734],[396271],
     [80198,126024],[100596,152880],[101527,153440],[118045,180587],[124517,182610],[124806,182899],[125930,183449],[144003,212415],[144292,212704],[151432,213429],[151545,214832],[151559,214846],[170007,243417],[172768,237592],[172881,246291],[172895,246305],[180897,247253],[181303,248938],[181373,249008],[196080,263592],[201151,278459],[201165,278473],[203816,272264],[204222,281530],[204292,281600],[212962,282554],[213465,284402],[228664,298978],[233835,313759],[234380,314304],[234450,314374],[235245,307442],[237125,307977],[237628,317552],[246178,317516],[246971,318623],[250470,322443],[261245,334398],[263125,334933],[268688,349822],[268782,349916],[269210,350344],[270013,343420],[271982,344003],[281124,353398],[285656,358204],[296727,370134],[298696,370717],[304478,385358],[304593,385473],[305346,378645],[305774,379073],[315169,388322],[317049,388857],[321570,393590],[332302,404645],[332730,405073],[340701,419875],[341436,413314],[351147,422594],[353116,423177],[357737,427839],[368150,438162],[377157,446369],[386226,454743],[386654,455171],[393308,460293],[403157,469681],[420610,485112],[453255,512843]
   ]
cell #1602 :
  |C| = 126
  W-rep = phi[[2],[3, 1, 1]]
  special rep = phi[[2],[3, 1, 1]] , dim = 126
  orbit = [5, 5, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [61956],[79118],[80168],[94427],[99889],[100178],[111581],[117338],[117627],[123889],[123903],[136718],[137007],[141846],[143375],[143389],[150485],[150866],[150936],[153470],[163308],[164837],[164851],[169831],[170531],[172202],[172272],[179880],[180169],[180615],[183317],[183612],[193143],[193843],[195514],[195584],[200986],[201308],[201756],[203534],[210258],[211787],[211801],[215460],[215749],[215911],[219118],[225834],[226156],[226604],[228382],[234002],[234263],[234593],[243241],[243941],[245612],[245682],[247492],[249617],[249631],[253353],[260002],[260263],[260593],[268840],[269401],[271578],[272503],[278294],[278616],[279064],[280842],[282719],[285090],[285160],[288622],[288883],[295554],[296115],[298292],[299217],[304620],[307277],[308142],[313926],[314187],[314517],[318740],[321288],[324779],[331576],[334233],[335098],[343042],[343303],[344120],[349974],[350535],[352712],[353637],[354875],[358761],[360881],[369756],[370017],[370834],[378703],[379759],[385500],[388157],[389022],[393829],[404703],[405759],[413341],[422216],[422477],[423294],[428004],[438189],[454801],[455857],[460410],[485139],[490539]
   ]
cell #1603 :
  |C| = 245
  W-rep = phi[[2, 1],[2, 2]]+phi[[1, 1],[3, 2]]
  special rep = phi[[2, 1],[2, 2]] , dim = 140
  orbit = [4, 4, 3, 3]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [89174],[109428],[128901],[134163],[156024],[160693],[162091],[184925],[186151],[190706],[207643],[217336],[222041],[223267],[232491],[240804],[256318],[264177],[266804],[274501],[275727],[299415],[301215],[302441],[310242],[326595],[332131],[335402],[337198],[361436],[362621],[367952],[396808],[402580],[430479],
     [61154,100958],[74302,123532],[78841,180727],[78890,124156],[92274,148332],[94150,203646],[94199,143642],[99845,150996],[111304,228494],[111353,165104],[114783,177325],[115843,235075],[115892,172063],[117294,172332],[135223,261075],[135272,195375],[136674,195644],[140629,209041],[141448,202974],[141557,269630],[141802,201816],[150208,280954],[150257,212054],[160644,293540],[162910,227822],[163019,296344],[163264,226664],[170135,236249],[170295,235023],[178385,314999],[178434,245473],[179836,245742],[183040,321400],[183089,249884],[190815,329305],[191060,258065],[193447,262249],[193607,261023],[201469,269796],[207594,347960],[209860,280282],[209969,350764],[210214,279124],[213965,355687],[214014,284951],[215416,285220],[223427,293488],[226317,296510],[232442,374674],[238128,380571],[238177,318101],[240913,383229],[241158,311989],[243545,316173],[243705,314947],[247690,320728],[247799,390956],[248044,319570],[257718,329471],[264128,406571],[266913,409229],[267158,338945],[272701,353835],[272810,414915],[273055,344950],[275887,347908],[278777,350930],[283023,356861],[283183,355635],[284902,427134],[299524,439763],[299769,371664],[302601,374622],[305175,386055],[305943,445655],[308446,389326],[308606,380519],[311642,383395],[318052,456669],[319223,391122],[320837,459327],[321082,392869],[332899,468967],[335562,406519],[338598,409395],[341238,420412],[342018,413896],[344603,415081],[353944,486713],[354189,424124],[357021,427082],[368732,438744],[371317,439929],[376580,452678],[377694,446906],[386823,512129],[389486,456617],[392522,459493],[403694,470218],[412002,477429],[421192,485694],[423777,486879],[436850,498891],[453792,513380],[483800,537795]
   ]
cell #1604 :
  |C| = 126
  W-rep = phi[[2],[3, 1, 1]]
  special rep = phi[[2],[3, 1, 1]] , dim = 126
  orbit = [5, 5, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [101475],[124302],[125855],[143175],[143788],[151345],[151357],[164637],[165250],[171984],[172681],[172693],[180680],[181085],[195296],[195993],[196005],[202862],[203293],[203599],[204004],[211587],[212200],[212793],[213224],[227710],[228141],[228447],[228852],[234211],[234328],[236183],[236956],[237387],[245394],[246091],[246103],[246805],[250030],[260211],[260328],[262183],[262956],[263387],[269044],[269158],[270989],[271816],[280170],[280601],[280907],[281312],[285569],[285581],[286182],[288831],[288948],[295758],[295872],[297703],[298530],[304808],[304949],[314135],[314252],[316107],[316880],[317311],[321353],[321758],[322467],[324983],[325097],[331764],[331905],[343251],[343368],[350178],[350292],[352123],[352950],[354940],[357568],[357999],[358305],[361069],[361210],[369965],[370082],[378907],[379021],[379824],[385688],[385829],[390484],[390601],[393142],[404907],[405021],[405824],[413529],[413670],[414443],[414560],[422425],[422542],[424811],[438377],[438518],[439291],[439408],[447460],[455005],[455119],[455922],[470772],[485327],[485468],[486241],[486358],[490604],[513934],[518033],[518150],[542508],[543398]
   ]
cell #1605 :
  |C| = 175
  W-rep = phi[[2, 2, 2],[1]]+phi[[2, 1],[2, 2]]
  special rep = phi[[2, 1],[2, 2]] , dim = 140
  orbit = [4, 4, 3, 3]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 140
     105 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [100619],[120798],[123946],[124082],[143432],[143568],[144908],[150985],[164894],[165030],[170574],[171369],[172321],[173514],[193886],[194681],[195633],[201634],[201805],[202208],[204924],[211844],[211980],[223706],[226482],[226653],[227056],[234916],[235458],[243984],[244779],[245731],[249674],[249810],[257883],[258054],[260916],[261458],[269691],[276166],[278942],[279113],[279516],[283462],[284257],[285209],[293381],[296405],[302880],[308885],[311807],[311978],[313562],[314840],[315382],[319388],[319559],[319962],[329366],[335841],[338763],[338934],[344768],[344939],[347801],[349187],[350825],[355528],[356070],[357300],[371482],[371653],[374515],[378479],[380412],[381483],[383290],[384690],[389765],[391017],[392687],[392858],[404479],[406412],[409290],[413169],[414976],[416000],[423942],[424113],[426975],[438017],[439824],[446230],[448549],[454577],[456510],[459388],[469542],[476860],[484967],[486774],[498322],[512704],[537226],
     [86440,140178],[106004,166370],[128207,187385],[130352,196826],[155258,219475],[157974,229772],[159999,224501],[184818,251803],[185360,253731],[189940,258457],[206949,276961],[217231,287333],[221934,291995],[222476,293923],[231797,303675],[240038,312381],[256213,328021],[259638,340518],[266038,339337],[274394,346415],[274936,348343],[294767,375901],[301108,373129],[301650,375057],[310137,381945],[326488,398140],[327559,407483],[330766,410690],[337093,407945],[360709,431646],[362516,432108],[363540,440848],[396132,463767],[398451,471861],[429910,493197]
   ]
cell #1606 :
  |C| = 126
  W-rep = phi[[2],[3, 1, 1]]
  special rep = phi[[2],[3, 1, 1]] , dim = 126
  orbit = [5, 5, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [215909],[247490],[250183],[271576],[272501],[282717],[282833],[298290],[299215],[307254],[308140],[308256],[318295],[318717],[334210],[335096],[335212],[342852],[343284],[343675],[344097],[352710],[353635],[354424],[354856],[358759],[369566],[369998],[370389],[370811],[376772],[376895],[378532],[379308],[379740],[388134],[389020],[389136],[389995],[393827],[394363],[402772],[402895],[404532],[405308],[405740],[411590],[411680],[413206],[413954],[422026],[422458],[422849],[423271],[428002],[428118],[428354],[430671],[430794],[436438],[436528],[438054],[438802],[444839],[444928],[452870],[452993],[454630],[455406],[455838],[457574],[459965],[460387],[462917],[463007],[468151],[468240],[477621],[477744],[478589],[483388],[483478],[485004],[485752],[487675],[490088],[490520],[492813],[492902],[499083],[499206],[500051],[506079],[506169],[506806],[511313],[511402],[515270],[517544],[525459],[525549],[526186],[531717],[531806],[532348],[537987],[538110],[538955],[539976],[543279],[548871],[548960],[549502],[554916],[559817],[559907],[560544],[564119],[569788],[578577],[578666],[579208],[582240],[594907],[597503],[609976]
   ]
cell #1607 :
  |C| = 126
  W-rep = phi[[3, 1, 1],[1, 1]]
  special rep = phi[[3, 1, 1],[1, 1]] , dim = 126
  orbit = [6, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [107317],[132160],[146221],[154675],[159580],[159914],[167683],[175322],[184805],[189357],[189927],[192434],[198634],[206530],[206864],[214633],[216276],[217221],[221921],[222466],[224623],[225128],[231378],[231712],[239455],[240025],[242532],[248732],[251376],[256203],[258986],[259219],[259553],[265455],[266025],[268532],[274381],[274926],[277083],[277588],[283838],[284172],[290339],[291439],[291568],[293901],[294518],[294754],[301095],[301640],[303797],[304302],[310127],[312910],[313143],[313477],[319949],[324546],[326475],[327379],[327546],[329937],[330756],[337083],[339866],[340099],[340433],[345859],[345988],[348321],[348938],[349174],[356060],[360529],[360696],[362506],[363411],[363530],[365785],[372573],[372702],[375035],[375652],[375888],[381303],[381470],[383861],[384680],[396003],[396122],[397584],[397713],[398405],[398653],[407303],[407470],[409861],[410680],[415871],[415990],[418245],[429294],[429864],[430112],[431466],[431633],[432407],[440719],[440838],[443093],[448503],[448751],[461549],[462212],[463638],[463757],[471815],[472063],[479357],[491671],[493151],[493399],[500819],[519167],[520305],[543584]
   ]
cell #1608 :
  |C| = 140
  W-rep = phi[[3, 1],[1, 1, 1]]+phi[[],[4, 2, 1]]
  special rep = phi[[3, 1],[1, 1, 1]] , dim = 105
  orbit = [6, 2, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     70 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [132846],[160626],[176008],[184921],[190702],[191036],[199320],[207576],[217376],[222037],[223307],[229550],[232424],[240800],[241134],[250645],[251635],[256358],[257603],[263605],[264110],[266800],[267134],[274497],[275767],[286992],[291827],[299178],[299411],[299745],[301211],[302481],[310282],[311527],[326591],[327680],[332127],[334589],[335206],[335442],[337238],[338483],[346247],[361432],[362661],[367825],[367992],[370383],[371202],[372961],[381604],[396681],[396848],[397972],[402889],[403008],[405263],[407604],[430788],[430907],[431767],[436235],[436483],[461747],[462714],[462962],[467987],[491721],[492649],[519117],
     [181783,249418],[183462,322456],[204702,282010],[213442,358217],[213947,284884],[215872,358722],[237605,317529],[238110,318034],[247453,393790],[247686,320724],[248020,321058],[250177,394357],[272464,353598],[272697,353831],[273031,354165],[282210,427495],[282827,428112],[283063,356901],[305171,386051],[307633,388513],[308250,389130],[308486,389366],[318289,459959],[319108,392407],[341111,420285],[341278,420452],[343669,422843],[344488,423662],[354379,490043],[376889,452987],[377008,453106],[379263,455361],[411387,483185],[411635,483433],[444675,511149]
   ]
cell #1609 :
  |C| = 245
  W-rep = phi[[2, 1],[2, 2]]+phi[[1, 1],[3, 2]]
  special rep = phi[[2, 1],[2, 2]] , dim = 140
  orbit = [4, 4, 3, 3]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [111604],[134578],[156439],[162144],[186204],[191121],[192656],[217389],[218631],[223320],[241219],[251645],[256371],[257613],[267219],[275780],[291837],[299830],[302494],[310295],[311537],[335455],[337251],[338493],[346257],[362674],[368005],[371212],[372971],[396861],[397982],[403018],[430917],[436281],[462760],
     [79141,125247],[94450,150508],[99850,151001],[99906,151224],[115198,177740],[117299,172337],[117355,172560],[123930,180759],[136679,195649],[136735,195872],[140682,209094],[141807,201821],[141863,203389],[143416,203678],[163269,226669],[163325,228237],[164878,228526],[169344,242754],[170188,236302],[170300,235028],[170558,235107],[179841,245747],[179897,245970],[191065,258070],[193500,262302],[193612,261028],[193870,261107],[201364,271091],[201522,269849],[210219,279129],[210275,280697],[211828,280986],[215421,285225],[215477,285448],[223432,293493],[223690,293572],[226212,297805],[226370,296563],[234758,305569],[241163,311994],[243598,316226],[243710,314952],[243968,315031],[248049,319575],[248105,321143],[249658,321432],[257771,329524],[260758,332525],[267163,338950],[273060,344955],[273116,354250],[275892,347913],[276150,347992],[278672,352225],[278830,350983],[283076,356914],[283188,355640],[283446,355719],[293223,365390],[299774,371669],[302606,374627],[302864,374706],[308499,389379],[308611,380524],[308869,380603],[311695,383448],[314682,386449],[319118,392417],[319276,391175],[321087,392874],[335567,406524],[335825,406603],[338651,409448],[341291,420465],[342023,413901],[344498,423672],[344656,415134],[347643,417850],[354194,424129],[355370,425431],[357026,427087],[357284,427166],[368737,438749],[371370,439982],[374357,442698],[377018,453116],[377747,446959],[380254,448080],[389491,456622],[389749,456701],[392575,459546],[403747,470271],[406254,471392],[411433,483231],[412440,477867],[421197,485699],[423830,486932],[426817,489648],[437288,499329],[445223,505922],[453845,513433],[456352,514554],[468535,525302],[484238,538233],[511697,559660]
   ]
cell #1610 :
  |C| = 140
  W-rep = phi[[3, 1],[1, 1, 1]]+phi[[],[4, 2, 1]]
  special rep = phi[[3, 1],[1, 1, 1]] , dim = 105
  orbit = [6, 2, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     70 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [293710],[329688],[348130],[359757],[365167],[365595],[371866],[374844],[383612],[395301],[399235],[400332],[406741],[406777],[409612],[417627],[418055],[428968],[429519],[433131],[434101],[439703],[440146],[440241],[442475],[442903],[449333],[450430],[461818],[465099],[468455],[471169],[471172],[471597],[472645],[473742],[480081],[481051],[493117],[493981],[494650],[497752],[497755],[500157],[500203],[501543],[502513],[508261],[520283],[520286],[521029],[524267],[524313],[526448],[527641],[533554],[544446],[544492],[545090],[547683],[547886],[550708],[565387],[565590],[566017],[568289],[583139],[583179],[583491],[598352],
     [285936,358689],[319772,393071],[322177,394285],[345152,424326],[355857,427304],[355893,427340],[358452,428620],[380741,456839],[380777,456875],[390896,459267],[391339,459710],[391434,459805],[414855,486653],[415298,487096],[415393,487191],[425208,489425],[425211,489428],[425636,489853],[445143,511617],[447857,514331],[447860,514334],[448285,514759],[457680,516858],[457726,516904],[476290,536656],[476293,536659],[478695,539061],[478741,539107],[487937,541417],[504887,558625],[504933,558671],[507068,560806],[530529,577389],[530732,577592],[553417,593408]
   ]
cell #1611 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[2, 1]]+phi[[1, 1, 1],[3, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [192654],[218629],[251476],[251643],[257178],[257611],[287072],[291668],[291835],[292628],[311102],[311535],[327760],[328511],[328678],[338058],[338491],[346088],[346255],[347048],[364470],[367041],[371210],[372802],[372969],[373762],[381684],[382435],[382602],[391982],[397813],[397980],[400914],[402099],[403016],[407684],[408435],[408602],[416930],[419501],[426222],[429782],[430915],[431847],[434638],[435643],[435810],[436279],[441778],[444349],[451012],[452197],[458533],[458700],[461975],[462152],[462758],[465362],[466059],[466495],[467427],[468015],[474324],[475509],[481588],[482593],[482760],[488728],[492030],[492677],[494807],[494984],[495590],[503050],[504055],[504222],[508524],[509221],[509657],[510589],[519355],[521740],[522387],[527904],[528601],[529037],[529969],[533711],[533888],[534494],[545353],[545703],[550865],[551042],[551648],[556098],[556745],[566174],[566351],[570970],[571617],[575409],[584118],[588026],[599068],
     [169342,242752],[170279,305400],[193591,332356],[201362,271089],[201498,341492],[222850,364670],[223411,365221],[226210,297803],[226346,368206],[234756,305567],[243689,386280],[257162,399860],[257747,400388],[260756,332523],[275310,417130],[275871,417681],[278670,352223],[278806,420666],[283167,425262],[292657,433701],[293221,365388],[302024,441978],[302585,442529],[308590,447911],[311086,449958],[311671,450486],[314680,386447],[319116,392415],[319252,457782],[331140,467627],[335546,471223],[338042,473270],[338627,473798],[342002,476732],[344496,423670],[344632,478797],[347077,480651],[347641,417848],[355368,425429],[356444,488928],[357005,489479],[365764,496024],[367025,497001],[368716,498194],[371346,500259],[373791,502113],[374355,442696],[377016,453114],[377468,505137],[377723,505314],[380252,448078],[385064,510789],[389470,514385],[391966,516432],[392551,516960],[400898,522779],[402128,523653],[403468,524517],[403723,524694],[406252,471390],[411064,530169],[411431,483229],[412220,530934],[412438,477865],[418224,534928],[419485,535905],[421176,537098],[423806,539163],[426251,541017],[426815,489646],[434412,546416],[434667,546593],[437068,548088],[437286,499327],[443072,552082],[444333,553059],[444703,511177],[445221,505920],[445353,553713],[450996,557137],[452226,558011],[453566,558875],[453821,559052],[456350,514552],[466277,567196],[468533,525300],[468665,568585],[474308,572009],[475538,572883],[476340,531581],[481362,576122],[481617,576299],[484018,577794],[484236,538231],[495722,584902],[497802,548735],[502824,588739],[503079,588916],[509439,592315],[511695,559658],[511827,593704],[528819,602777],[534626,605649],[536706,578441],[551780,614116]
   ]
cell #1612 :
  |C| = 315
  W-rep = phi[[2, 2, 1],[1, 1]]+phi[[2, 1, 1],[2, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [234911],[238392],[260911],[269730],[270289],[292793],[293376],[296444],[297003],[305467],[314835],[328833],[329405],[332423],[347213],[347796],[350864],[351423],[355523],[364770],[365288],[373927],[374510],[380407],[382757],[383329],[386347],[391056],[391615],[402264],[406407],[408757],[409329],[413164],[415015],[417230],[417748],[419134],[425329],[426387],[426970],[435423],[435965],[438012],[439863],[442078],[442596],[446109],[446269],[447978],[448940],[452362],[456505],[458855],[459427],[467221],[467727],[469421],[469581],[471290],[475674],[477133],[477251],[479407],[482373],[482915],[484962],[486813],[489028],[489546],[496478],[496638],[498595],[498713],[503835],[504377],[505424],[505600],[507716],[510383],[510889],[512583],[512743],[514452],[523180],[524804],[524980],[529763],[530269],[531165],[535382],[535542],[537499],[537617],[546879],[548319],[552536],[552696],[557538],[559162],[559338],[572410],[576585],[578025],[589202],
     [132208,328838],[159922,364731],[175370,382762],[184813,323334],[188294,264392],[189935,399698],[190286,399927],[198682,408762],[206872,417191],[217270,359576],[217829,289276],[221929,363780],[222515,433558],[225176,435970],[231720,442039],[240033,449796],[240384,450025],[248780,458860],[251543,323563],[256252,399054],[256811,329964],[259034,467226],[259561,467688],[266033,473108],[266384,473337],[274389,416240],[274975,480508],[277636,482920],[284180,488989],[291735,364009],[294526,496599],[294762,496839],[295113,497068],[301103,441088],[301689,501970],[304350,504382],[310176,449152],[310735,383888],[312958,510388],[313485,510850],[319957,516270],[320308,516499],[326483,464007],[327554,521904],[329945,522907],[330570,523298],[330805,523510],[337132,472464],[337691,409888],[339914,529768],[340441,530230],[346155,416469],[348946,535503],[349182,535743],[349533,535972],[356109,540874],[360704,492194],[362555,493800],[363419,545771],[363579,545860],[365856,546703],[366674,443982],[372869,441317],[375660,552657],[375896,552897],[376247,553126],[381478,556262],[383869,557265],[384494,557656],[384729,557868],[396011,519423],[396171,519512],[397880,464236],[398724,566677],[398842,472252],[400945,567427],[407478,571134],[409869,572137],[410494,572528],[410729,572740],[415879,575477],[416039,575566],[418316,576409],[430183,543795],[430301,493588],[431641,584282],[432457,500869],[432633,584503],[440727,588094],[440887,588183],[443164,589026],[448822,591796],[451043,592546],[462262,520355],[462438,565062],[463646,599136],[463806,599225],[464554,527096],[472134,602258],[474355,603008],[479583,605250],[492261,544545],[493470,611314],[501045,613717],[520531,620958]
   ]
cell #1613 :
  |C| = 553
  W-rep = phi[[2, 1],[2, 1, 1]]+phi[[1, 1],[3, 1, 1]]+phi[[2],[2, 2, 1]]+phi[[1],[3, 2, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     91 tau_infinity subcells with 4 member(s)
  subcells = [
     [160674],[191044],[207624],[217384],[223315],[223666],[225410],[232472],[241142],[251684],[252929],[256366],[257652],[264158],[267142],[275775],[276126],[287231],[291876],[293121],[299226],[299753],[302489],[302840],[310290],[311576],[327919],[335214],[335450],[335801],[337246],[338532],[346296],[347541],[362669],[368000],[370391],[371251],[373010],[374255],[381843],[396856],[398021],[402897],[403057],[407843],[430796],[430956],[432006],
     [69785,371016],[88890,405334],[109409,436554],[111202,438775],[128882,463033],[134501,468213],[136559,406152],[156362,492875],[162139,497386],[162490,436672],[186199,519917],[186550,463151],[191095,329636],[192695,468037],[200562,277870],[201517,269844],[213995,284932],[215920,358770],[218670,492699],[223685,365543],[226365,296558],[234656,306853],[234797,305608],[238158,318082],[241193,383560],[247501,393838],[248028,321066],[250185,394365],[257766,329519],[258030,400688],[260656,333809],[260797,332564],[267193,409560],[269589,341651],[272512,353646],[273039,354173],[276145,418003],[278825,350978],[282835,428120],[283071,356909],[283422,357260],[293262,365429],[296303,368365],[299804,440094],[302859,442851],[308258,389138],[308494,389374],[308845,389725],[311690,383443],[311954,450786],[314580,387733],[314721,386488],[318297,459967],[319157,392456],[329264,400547],[335265,471003],[335820,471545],[338646,409443],[338910,474098],[341286,420460],[343677,422851],[344537,423711],[347682,417889],[350723,420825],[371629,500559],[374396,442737],[376897,452995],[377057,453155],[383188,450645],[409188,473957],
     [34357,101582,285786,428707],[46126,125839,318922,460592],[46731,125894,322071,460827],[57168,99491,344302,423476],[60870,152958,354450,490114],[61117,151396,355087,487837],[61926,153247,285805,428356],[74018,123248,379334,455432],[74265,172732,379971,506968],[78739,182938,389968,517517],[78871,181145,390111,515296],[79088,181169,318941,457576],[89137,196044,405971,526348],[92255,148313,411706,483504],[94048,150106,413927,485725],[94180,204064,414070,532374],[94397,204088,344321,478591],[99730,215301,355268,426715],[99829,213243,424409,539949],[99880,212910,354549,487677],[111334,228912,438918,549528],[111551,228936,371035,500053],[115121,177663,444901,511375],[115873,172044,445496,506195],[117179,179721,380152,456250],[117278,237406,447058,554889],[117329,237073,379433,506808],[123495,246142,456069,560706],[123906,247270,390915,457941],[123925,246919,319271,391170],[135253,195356,468808,525575],[136658,263406,470370,569761],[136709,263073,405433,526188],[140677,209089,475924,536290],[141028,209440,411824,483622],[141786,203312,476538,531779],[141837,269961,412319,477746],[143392,272281,414874,478956],[143411,271930,344651,415129],[150238,281372,485868,579234],[150455,281396,423495,538957],[150961,282271,355409,425470],[153205,285620,490751,582402],[163248,228160,498000,548933],[163299,296675,437167,499208],[164854,298995,439722,500418],[164873,298644,371365,439977],[169383,242793,444725,511199],[170183,236297,504986,554275],[170534,236648,445614,506313],[170553,305722,377742,446954],[172297,307694,380293,448119],[178415,245454,511970,559933],[179820,317330,513532,594880],[179871,316997,455531,560546],[183070,321818,517660,597529],[183287,321842,460611,564121],[183642,322506,461205,564627],[193495,262297,524366,569147],[193846,262648,468926,525693],[193865,332678,403742,470266],[195609,334650,406293,471431],[201403,271130,476362,531603],[201781,341792,412479,477906],[210198,280620,536904,578639],[210249,351095,484117,538112],[211804,353415,486672,539322],[211823,353064,423825,486927],[215400,358018,542106,609949],[215451,357685,490213,582242],[216137,358794,428726,543281],[226251,297844,497824,548757],[226629,368506,437327,499368],[243593,316221,558724,594266],[243944,316572,512088,560051],[243963,386602,453840,513428],[245707,388574,456391,514593],[248079,321117,391287,459658],[249634,393607,459286,517119],[249653,392570,393256,459541],[250236,394032,394416,518836],[273090,354224,415246,487044],[278711,352264,536728,578463],[279089,420966,484277,538272],[282886,425042,428171,542739],[283441,357279,425584,489801],[285185,426856,427556,489687],[308309,389189,447691,514165],[308864,389744,448233,514707],[319535,392834,458082,517260],[344915,424089,479097,539463]
   ]
cell #1614 :
  |C| = 175
  W-rep = phi[[3],[2, 1, 1]]+phi[[1],[4, 1, 1]]
  special rep = phi[[3],[2, 1, 1]] , dim = 105
  orbit = [6, 4, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [89433],[111728],[111918],[134702],[137103],[137119],[156563],[162646],[162662],[165326],[165385],[186706],[186722],[192623],[193180],[193239],[196122],[218598],[219155],[219214],[225371],[225479],[225928],[250953],[252890],[252998],[253447],[259770],[259917],[286572],[288390],[288537],[295431],[322806],[324656],
     [46762,80229],[61413,101217],[61968,101569],[74561,123791],[79265,125371],[79455,125561],[80146,125891],[94574,150632],[94764,150822],[100156,151393],[100274,152558],[100290,152574],[115322,177864],[117605,172729],[117723,180265],[117739,180281],[124062,181070],[124378,182471],[124437,182530],[136985,196041],[141184,209596],[141200,209612],[143548,203989],[143864,212276],[143923,212335],[151068,213164],[151474,214761],[165010,228837],[169311,242721],[169868,243278],[169927,243337],[170690,236804],[172404,237327],[172810,246220],[180147,246139],[180826,247182],[194002,262804],[195716,263327],[200523,277831],[200631,277939],[201080,278388],[201888,271615],[203745,272193],[211960,281297],[215727,285617],[226736,298329],[228593,298907],[233770,313694],[233917,313841],[234725,306922],[235174,307371],[244100,316728],[245814,317251],[249790,321743],[250512,322503],[260725,333878],[261174,334327],[268717,349851],[269550,342957],[279196,352749],[281053,353327],[285292,357939],[296264,369671],[305281,378580],[314649,387802],[315098,388251],[321499,393519],[332237,404580],[350684,422131],[386161,454678]
   ]
cell #1615 :
  |C| = 126
  W-rep = phi[[2],[3, 1, 1]]
  special rep = phi[[2],[3, 1, 1]] , dim = 126
  orbit = [5, 5, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [34363],[46132],[46743],[57174],[60939],[61129],[69791],[74087],[74277],[78796],[78812],[88959],[89149],[92895],[94105],[94121],[99497],[99750],[99809],[101588],[110049],[111259],[111275],[115178],[115814],[117199],[117258],[123317],[123507],[123818],[125845],[126036],[134558],[135194],[136579],[136638],[141048],[141337],[141766],[143304],[148953],[150163],[150179],[153027],[153217],[153283],[156419],[162510],[162799],[163228],[164766],[169498],[169760],[170068],[177720],[178356],[179741],[179800],[181205],[182995],[183011],[186570],[192810],[193072],[193380],[200702],[201254],[203369],[204124],[209460],[209749],[210178],[211716],[213300],[215321],[215380],[218785],[219047],[225550],[226102],[228217],[228972],[233948],[236668],[237463],[242908],[243170],[243478],[247290],[249546],[253069],[259948],[262668],[263463],[271245],[271507],[272301],[278010],[278562],[280677],[281432],[282648],[288568],[297959],[298221],[299015],[306993],[308071],[313872],[316592],[317387],[321878],[333949],[335027],[342988],[352379],[352641],[353435],[358075],[358830],[369702],[387873],[388951],[393627],[422162],[427933]
   ]
cell #1616 :
  |C| = 175
  W-rep = phi[[3],[2, 1, 1]]+phi[[1],[4, 1, 1]]
  special rep = phi[[3],[2, 1, 1]] , dim = 105
  orbit = [6, 4, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [89150],[111260],[111569],[134559],[136591],[136626],[156420],[162522],[162557],[164750],[164777],[186582],[186617],[192822],[193056],[193083],[195484],[218797],[219031],[219058],[225355],[225561],[225804],[252874],[253080],[253323],[259805],[259942],[286556],[288425],[288562],[295364],[322841],[324589],[359111],
     [34365,153284],[46134,181206],[46744,126037],[57176,204125],[60995,213301],[61130,153218],[61944,153458],[69793,228973],[74143,237464],[74278,123508],[78797,182996],[78887,247302],[79106,183305],[89015,263464],[92951,203370],[94106,150164],[94196,272313],[94415,150473],[99499,281433],[99762,215333],[99797,215368],[99892,282659],[101590,358831],[110105,228218],[111350,299027],[115179,177721],[115889,236680],[117211,179753],[117246,179788],[117341,308082],[123373,317388],[123802,249530],[123829,249557],[125847,321879],[135269,262680],[136721,335038],[141060,209472],[141095,209507],[141349,271257],[141849,271518],[143288,211700],[143315,211727],[149009,280678],[150254,353447],[150836,285060],[153083,358076],[162811,297971],[163311,298232],[169510,242920],[169744,243154],[169771,243181],[170079,307004],[172172,245582],[178431,316604],[179883,388962],[183086,393639],[193391,333960],[200507,277815],[200713,278021],[200956,278264],[201248,342982],[209761,352391],[210261,352652],[215463,427944],[226096,369696],[233805,313729],[233942,313866],[243489,387884],[268650,349784],[278556,422156]
   ]
cell #1617 :
  |C| = 175
  W-rep = phi[[3],[2, 1, 1]]+phi[[1],[4, 1, 1]]
  special rep = phi[[3],[2, 1, 1]] , dim = 105
  orbit = [6, 4, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [70006],[89223],[89426],[109477],[111612],[111658],[128950],[134586],[134632],[137034],[137037],[156447],[156493],[162152],[162577],[162580],[165294],[186212],[186637],[186640],[192610],[192705],[193148],[218585],[218680],[219123],[225360],[225396],[250940],[252879],[252915],[259775],[286561],[288395],[322811],
     [34368,61992],[46347,79954],[46736,80154],[46755,80222],[57389,99712],[61122,100164],[61203,101007],[61406,101210],[74270,117613],[74351,123581],[74554,123784],[78939,124205],[79149,125255],[79195,125301],[89142,136993],[92323,148381],[94248,143691],[94458,150516],[94504,150562],[99914,151232],[100205,152489],[100208,152492],[111402,165153],[115206,177748],[115252,177794],[115941,172112],[117363,172568],[117654,180196],[117657,180199],[123500,180155],[123996,181004],[124346,182439],[135321,195424],[136743,195880],[140690,209102],[141115,209527],[141118,209530],[141871,203397],[143482,203923],[143832,212244],[150306,212103],[153210,215735],[163333,228245],[164944,228771],[169298,242708],[169393,242803],[169836,243246],[170196,236310],[170624,236738],[178483,245522],[179905,245978],[183138,249933],[183647,250520],[193508,262310],[193936,262738],[200512,277820],[200548,277856],[201413,271140],[210283,280705],[211894,281231],[215485,285456],[226261,297854],[233775,313699],[234642,306839],[243606,316234],[244034,316662],[249724,321677],[260642,333795],[278721,352274],[314566,387719]
   ]
cell #1618 :
  |C| = 175
  W-rep = phi[[3],[2, 1, 1]]+phi[[1],[4, 1, 1]]
  special rep = phi[[3],[2, 1, 1]] , dim = 105
  orbit = [6, 4, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [70007],[89224],[89428],[109478],[111600],[111660],[128951],[134574],[134634],[137026],[137047],[156435],[156495],[162045],[162569],[162590],[165305],[186105],[186629],[186650],[192602],[192715],[193159],[216604],[218577],[218690],[219134],[225309],[225458],[250932],[252828],[252977],[259855],[286510],[288475],
     [34369,61993],[46348,79955],[46757,80224],[57390,99713],[61204,101008],[61408,101212],[61936,101473],[74352,123582],[74556,123786],[79098,124300],[79137,125243],[79197,125303],[92324,148382],[94407,143786],[94446,150504],[94506,150564],[99962,151280],[100197,152481],[100218,152502],[111561,165248],[115194,177736],[115254,177796],[117411,172616],[117646,180188],[117667,180209],[124006,181014],[124357,182450],[136791,195928],[140583,208995],[141107,209519],[141128,209540],[141919,203445],[143492,203933],[143843,212255],[150465,212198],[151047,213143],[163381,228293],[164954,228781],[169290,242700],[169403,242813],[169847,243257],[170634,236748],[172383,237306],[179953,246026],[183297,250028],[193946,262748],[195695,263306],[200461,277769],[200610,277918],[201423,271150],[201867,271594],[210331,280753],[211904,281241],[215533,285504],[216147,286180],[226271,297864],[226715,298308],[233855,313779],[234704,306901],[244044,316672],[245793,317230],[249734,321687],[260704,333857],[269488,342895],[278731,352284],[279175,352728],[285271,357918],[296202,369609],[314628,387781],[350622,422069]
   ]
cell #1619 :
  |C| = 55
  W-rep = phi[[4, 1, 1, 1],[]]+phi[[4],[1, 1, 1]]
  special rep = phi[[4],[1, 1, 1]] , dim = 35
  orbit = [8, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 1
  number of tau_infinity subcells = 35
     15 tau_infinity subcells with 1 member(s)
     20 tau_infinity subcells with 2 member(s)
  subcells = [
     [61985],[79737],[97441],[100678],[120857],[124835],[144967],[147366],[152000],[173949],[176662],[204880],[205414],[238340],[273242],
     [67735,114595],[86499,140237],[106063,166429],[108462,168828],[128266,187444],[130787,197261],[133500,199974],[155693,219910],[157930,229728],[158464,230262],[185316,253687],[185850,254221],[188242,264340],[216501,286669],[217777,289224],[220782,299956],[250832,322940],[252037,325336],[286419,359172],[322566,394574]
   ]
cell #1620 :
  |C| = 140
  W-rep = phi[[3, 2, 1, 1],[]]+phi[[3],[2, 1, 1]]
  special rep = phi[[3],[2, 1, 1]] , dim = 105
  orbit = [6, 4, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     70 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [34372],[46512],[46766],[59274],[61468],[61627],[61939],[76670],[76829],[79101],[79476],[79528],[94410],[95344],[97180],[97232],[100028],[100606],[100626],[111564],[117477],[118618],[118670],[120785],[120805],[124089],[124837],[136857],[142605],[143575],[144393],[144895],[144915],[147368],[150468],[151139],[164067],[165037],[171376],[172475],[173406],[173521],[173951],[180019],[183300],[194688],[195787],[202215],[202645],[204815],[204974],[211017],[211987],[215599],[216150],[227063],[227493],[235508],[238385],[244786],[245885],[249817],[261508],[270282],[279523],[279953],[285363],[296996],[315432],[351416],
     [38527,71891],[51551,91542],[51710,91701],[65638,112498],[67474,114334],[67526,114386],[82209,129576],[84260,137998],[84312,138050],[86427,140165],[86447,140185],[103649,157129],[103701,157181],[105489,165855],[105991,166357],[106011,166377],[108464,168830],[127692,186870],[128194,187372],[128214,187392],[130244,196718],[130359,196833],[130789,197263],[153879,216710],[155150,219367],[155265,219482],[155695,219912],[157865,229663],[158024,229822],[184010,251036],[185251,253622],[185410,253781],[188287,264385],[216436,286604],[217822,289269]
   ]
cell #1621 :
  |C| = 55
  W-rep = phi[[4, 1, 1, 1],[]]+phi[[4],[1, 1, 1]]
  special rep = phi[[4],[1, 1, 1]] , dim = 35
  orbit = [8, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 1
  number of tau_infinity subcells = 35
     15 tau_infinity subcells with 1 member(s)
     20 tau_infinity subcells with 2 member(s)
  subcells = [
     [46769],[61630],[76832],[79531],[97235],[100616],[118673],[120795],[124824],[144905],[147355],[173416],[173938],[204869],[238285],
     [51713,91704],[67529,114389],[84315,138053],[86437,140175],[103704,157184],[106001,166367],[108451,168817],[128204,187382],[130254,196728],[130776,197250],[155160,219377],[155682,219899],[157919,229717],[184020,251046],[185305,253676],[188187,264285],[216490,286658],[217722,289169],[250777,322885],[286235,358907]
   ]
cell #1622 :
  |C| = 140
  W-rep = phi[[3, 2, 1, 1],[]]+phi[[3],[2, 1, 1]]
  special rep = phi[[3],[2, 1, 1]] , dim = 105
  orbit = [6, 4, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     70 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [34373],[46513],[46738],[46765],[59275],[61124],[61469],[61626],[74272],[76671],[76828],[78995],[79487],[79527],[89144],[94304],[95345],[97191],[97231],[99987],[100614],[100617],[111458],[116568],[117436],[118629],[118669],[120793],[120796],[123502],[124080],[124826],[135948],[136816],[142564],[143566],[144500],[144903],[144906],[147357],[150362],[153212],[164026],[165028],[170961],[171367],[173414],[173512],[173940],[179110],[179978],[183194],[183649],[194273],[194679],[202206],[204871],[204907],[210976],[211978],[215558],[227054],[235441],[238298],[244371],[244777],[249808],[261441],[279514],[315365],
     [38528,71892],[51552,91543],[51709,91700],[65639,112499],[67485,114345],[67525,114385],[82210,129577],[84271,138009],[84311,138049],[86435,140173],[86438,140176],[103660,157140],[103700,157180],[105596,165962],[105999,166365],[106002,166368],[108453,168819],[127799,186977],[128202,187380],[128205,187383],[130252,196726],[130350,196824],[130778,197252],[155158,219375],[155256,219473],[155684,219901],[157921,229719],[157957,229755],[184018,251044],[185307,253678],[185343,253714],[188200,264298],[216492,286660],[217735,289182],[250790,322898]
   ]
cell #1623 :
  |C| = 55
  W-rep = phi[[4, 1, 1, 1],[]]+phi[[4],[1, 1, 1]]
  special rep = phi[[4],[1, 1, 1]] , dim = 35
  orbit = [8, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 1
  number of tau_infinity subcells = 35
     15 tau_infinity subcells with 1 member(s)
     20 tau_infinity subcells with 2 member(s)
  subcells = [
     [34374],[46514],[59276],[61470],[76672],[79477],[95346],[97181],[100605],[118619],[120784],[144394],[144894],[173405],[204808],
     [38529,71893],[51553,91544],[65640,112500],[67475,114335],[82211,129578],[84261,137999],[86426,140164],[103650,157130],[105490,165856],[105990,166356],[127693,186871],[128193,187371],[130243,196717],[153880,216711],[155149,219366],[157858,229656],[184009,251035],[185244,253615],[216429,286597],[250568,322577]
   ]
cell #1624 :
  |C| = 126
  W-rep = phi[[3, 1, 1],[1, 1]]
  special rep = phi[[3, 1, 1],[1, 1]] , dim = 126
  orbit = [6, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [35150],[37767],[47627],[50219],[50724],[58514],[62142],[62892],[65922],[66460],[66509],[71131],[75338],[75843],[81108],[84588],[85223],[86658],[90210],[90715],[95628],[96166],[96215],[100837],[105150],[106272],[107022],[107413],[108700],[112782],[113320],[113369],[118946],[119581],[121016],[125073],[127582],[129860],[132304],[133724],[133773],[138326],[138961],[140396],[145176],[145926],[146317],[147604],[152224],[152273],[154702],[155042],[157457],[159374],[159607],[160082],[161652],[166638],[167388],[167779],[169066],[175466],[176886],[176935],[182123],[184838],[185167],[187653],[189384],[189724],[189960],[192139],[198778],[200198],[200247],[206324],[206557],[207032],[208602],[214338],[216873],[217014],[217217],[221954],[222283],[222462],[231172],[231405],[231880],[233450],[239482],[239822],[240058],[242237],[250769],[251300],[255131],[255996],[256199],[265482],[265822],[266058],[268237],[274414],[274743],[274922],[286368],[290366],[290706],[291492],[301128],[301457],[301636],[309920],[310123],[326508],[326837],[336876],[337079],[345912],[362299],[362502],[372626],[394949],[397637],[429218]
   ]
cell #1625 :
  |C| = 126
  W-rep = phi[[3, 1, 1],[1, 1]]
  special rep = phi[[3, 1, 1],[1, 1]] , dim = 126
  orbit = [6, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [35151],[37771],[47626],[50220],[50725],[58518],[62880],[65921],[66461],[66508],[71135],[75339],[75844],[81001],[84576],[85222],[86662],[90211],[90716],[95627],[96167],[96214],[100841],[101841],[105151],[106165],[107010],[107417],[108701],[112781],[113321],[113368],[118934],[119580],[121020],[125074],[127583],[129859],[132305],[133725],[133772],[138314],[138960],[140400],[145069],[145914],[146321],[147605],[152225],[152272],[154703],[155041],[157445],[159375],[159608],[160081],[161651],[166531],[167376],[167783],[169067],[175467],[176887],[176934],[182122],[184837],[185155],[187546],[189385],[189723],[189959],[192127],[198779],[200199],[200246],[206325],[206558],[207031],[208601],[214326],[216766],[217002],[217216],[221953],[222271],[222461],[231173],[231406],[231879],[233449],[239483],[239821],[240057],[242225],[250757],[251299],[255132],[255984],[256198],[265483],[265821],[266057],[268225],[274413],[274731],[274921],[286367],[290367],[290705],[291491],[301127],[301445],[301635],[309908],[310122],[326507],[326825],[336864],[337078],[345911],[362287],[362501],[372625],[394937],[397636],[429217]
   ]
cell #1626 :
  |C| = 126
  W-rep = phi[[3, 1, 1],[1, 1]]
  special rep = phi[[3, 1, 1],[1, 1]] , dim = 126
  orbit = [6, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [46905],[47632],[50741],[62805],[62924],[65927],[66514],[75860],[81200],[84501],[84620],[85228],[85286],[90732],[95633],[96220],[106364],[107054],[108717],[112787],[113374],[118859],[118978],[119586],[119644],[125090],[129865],[131893],[132321],[133778],[138239],[138358],[138966],[139024],[145268],[145958],[147621],[152278],[155047],[157370],[157489],[160087],[161657],[161715],[166730],[167420],[169083],[175055],[175483],[176940],[182128],[182186],[184380],[184843],[185199],[187745],[189729],[189965],[190473],[192171],[198367],[198795],[200252],[207037],[208607],[208665],[214370],[216328],[217305],[217651],[221959],[222315],[222550],[224861],[231885],[233455],[233513],[239827],[240063],[240571],[242269],[248465],[250641],[251428],[251539],[256287],[256633],[256807],[265827],[266063],[266571],[268269],[274419],[274775],[275010],[277321],[286988],[290711],[291620],[291731],[301133],[301489],[301724],[304035],[310211],[310557],[310731],[326513],[326869],[327676],[337167],[337513],[337687],[346040],[346151],[362590],[362936],[372754],[372865],[381600],[397765],[397876],[407600],[429346],[431763],[461743]
   ]
cell #1627 :
  |C| = 175
  W-rep = phi[[2, 2, 2],[1]]+phi[[2, 1],[2, 2]]
  special rep = phi[[2, 1],[2, 2]] , dim = 140
  orbit = [4, 4, 3, 3]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 140
     105 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [124851],[147382],[151087],[151153],[172423],[172489],[173965],[180852],[195735],[195801],[201907],[202659],[203771],[204988],[226755],[227507],[228619],[234931],[235200],[235522],[238395],[245833],[245899],[258156],[260931],[261200],[261522],[269755],[270292],[279215],[279967],[281079],[285311],[285377],[293396],[293665],[296469],[297006],[305470],[312080],[314855],[315124],[315446],[319661],[320413],[321525],[329430],[332426],[339036],[345041],[347816],[348085],[349638],[350889],[351426],[355543],[355812],[356134],[365291],[371755],[374530],[374799],[380427],[380696],[383354],[384754],[386350],[391081],[391618],[392960],[406427],[406696],[409354],[413184],[415040],[416064],[417751],[419137],[424215],[425332],[426990],[427259],[438032],[439888],[442599],[446294],[447981],[448943],[456525],[456794],[459452],[469606],[471293],[477254],[479410],[484982],[486838],[489549],[498716],[505427],[512768],[514455],[524807],[537620],[559165],
     [108478,168844],[130803,197277],[155709,219926],[158038,229836],[185424,253795],[188297,264395],[190391,258908],[217295,287397],[217832,289279],[222540,293987],[240489,312832],[251546,323566],[256277,328085],[256814,329967],[266489,339788],[275000,348407],[291738,364012],[295218,376352],[301714,375121],[310201,382009],[310738,383891],[330830,410754],[337157,408009],[337694,409891],[346158,416472],[362580,432172],[363604,440912],[366677,443985],[372872,441320],[396196,463831],[397883,464239],[398845,472255],[430304,493591],[432460,500872],[462265,520358]
   ]
cell #1628 :
  |C| = 315
  W-rep = phi[[2, 2, 1],[1, 1]]+phi[[2, 1, 1],[2, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [57512],[73179],[88051],[92634],[92700],[109788],[109854],[115580],[122409],[132587],[132653],[134960],[148692],[148758],[152119],[159862],[160381],[175749],[175815],[176781],[178122],[181524],[181590],[190146],[190224],[199061],[199127],[204443],[204509],[205533],[206812],[207331],[213702],[229291],[229357],[231660],[232179],[235301],[236067],[237865],[238466],[240244],[240322],[249159],[249225],[259501],[261301],[262067],[263865],[266244],[266322],[269769],[270133],[270363],[273343],[281751],[281817],[284120],[284639],[293766],[294973],[295051],[296483],[296847],[297077],[305541],[306062],[313425],[315225],[315991],[317789],[320168],[320246],[329044],[329444],[329808],[332497],[333018],[340381],[341560],[348186],[349393],[349471],[350903],[351267],[351497],[365362],[368274],[374900],[376107],[376185],[382968],[383368],[383732],[386421],[386942],[400456],[408968],[409368],[409732],[417822],[420734],[442670],[450554],[473866],
     [36765,70129],[48060,82926],[62928,154529],[62994,102888],[66355,108090],[66534,222731],[81222,127123],[84624,189211],[84690,131462],[85290,257028],[96061,146994],[96240,275191],[106386,158915],[107058,222591],[107124,159928],[113215,168456],[113394,301905],[118982,239309],[119048,174624],[119648,310952],[131915,190037],[133619,200093],[133798,331021],[138362,265309],[138428,197936],[139028,337908],[145290,205865],[145962,275051],[146028,206878],[152298,356325],[157493,290193],[157559,220585],[158583,230381],[160107,364986],[161719,366891],[166752,230713],[167424,301765],[167490,231726],[175077,240135],[176960,384945],[182190,391832],[185203,323780],[185969,254340],[187767,254672],[188368,264466],[190477,400144],[192175,330881],[192241,259567],[198389,266135],[200272,410945],[207057,417446],[208669,419351],[214374,356185],[214440,284186],[217309,359606],[217673,287588],[217903,289350],[220883,300057],[222319,364226],[222554,433588],[223085,294532],[224883,294864],[231905,442294],[233517,444199],[240575,450242],[242273,384805],[242339,313491],[248487,320059],[251617,323637],[252138,325437],[256291,399084],[256655,328276],[256885,330038],[266575,473554],[268273,410805],[268339,340447],[274779,416686],[275014,480538],[275545,348952],[277343,349284],[287140,359787],[291809,364083],[292330,365883],[301493,441534],[301728,502000],[302259,375666],[304057,375998],[310215,449182],[310579,382200],[310809,383962],[326873,464453],[327828,399265],[337171,472494],[337535,408200],[337765,409962],[346229,416543],[346750,418343],[362594,493830],[362958,432363],[372943,441391],[373464,443191],[381752,449363],[397954,464310],[407752,472675],[431915,494011]
   ]
cell #1629 :
  |C| = 315
  W-rep = phi[[2, 2, 1],[1, 1]]+phi[[2, 1, 1],[2, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [57513],[73180],[88052],[92633],[92701],[109787],[109855],[115581],[122410],[132586],[132654],[134961],[148691],[148759],[152120],[159861],[160382],[175748],[175816],[176782],[178123],[181523],[181591],[190145],[190225],[199060],[199128],[204442],[204510],[205534],[206811],[207332],[213703],[229290],[229358],[231659],[232180],[235300],[236068],[237866],[238467],[240243],[240323],[249158],[249226],[259500],[261300],[262068],[263866],[266243],[266323],[269768],[270134],[270364],[273351],[281750],[281818],[284119],[284640],[293765],[294972],[295052],[296482],[296848],[297078],[305542],[306070],[313424],[315224],[315992],[317790],[320167],[320247],[329043],[329443],[329809],[332498],[333026],[340380],[341568],[348185],[349392],[349472],[350902],[351268],[351498],[365363],[368282],[374899],[376106],[376186],[382967],[383367],[383733],[386422],[386950],[400464],[408967],[409367],[409733],[417823],[420742],[442671],[450562],[473874],
     [36766,70130],[48061,82927],[62927,154530],[62995,102889],[66356,108091],[66527,222732],[81223,127124],[84623,189212],[84691,131463],[85289,257029],[96062,146995],[96233,275192],[106387,158916],[107057,222592],[107125,159929],[113216,168457],[113387,301906],[118981,239310],[119049,174625],[119647,310953],[131916,190038],[133620,200094],[133791,331022],[138361,265310],[138429,197937],[139027,337909],[145291,205866],[145961,275052],[146029,206879],[152291,356326],[157492,290194],[157560,220586],[158584,230382],[160100,364987],[161718,366892],[166753,230714],[167423,301766],[167491,231727],[175078,240136],[176953,384946],[182189,391833],[185202,323781],[185970,254341],[187768,254673],[188369,264467],[190476,400145],[192174,330882],[192242,259568],[198390,266136],[200265,410946],[207050,417447],[208668,419352],[214373,356186],[214441,284187],[217308,359607],[217674,287589],[217904,289351],[220891,300065],[222318,364227],[222553,433589],[223086,294533],[224884,294865],[231898,442295],[233516,444200],[240574,450243],[242272,384806],[242340,313492],[248488,320060],[251618,323638],[252146,325445],[256290,399085],[256656,328277],[256886,330039],[266574,473555],[268272,410806],[268340,340448],[274778,416687],[275013,480539],[275546,348953],[277344,349285],[287148,359795],[291810,364084],[292338,365891],[301492,441535],[301727,502001],[302260,375667],[304058,375999],[310214,449183],[310580,382201],[310810,383963],[326872,464454],[327836,399273],[337170,472495],[337536,408201],[337766,409963],[346230,416544],[346758,418351],[362593,493831],[362959,432364],[372944,441392],[373472,443199],[381760,449371],[397955,464311],[407760,472683],[431923,494019]
   ]
cell #1630 :
  |C| = 175
  W-rep = phi[[2, 2, 2],[1]]+phi[[2, 1],[2, 2]]
  special rep = phi[[2, 1],[2, 2]] , dim = 140
  orbit = [4, 4, 3, 3]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 140
     105 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [79482],[97186],[99982],[117431],[118624],[123943],[136811],[142559],[143429],[144495],[150988],[164021],[164891],[170571],[170956],[172324],[173473],[179973],[193883],[194268],[195636],[201631],[201808],[202167],[210971],[211841],[215553],[223703],[226479],[226656],[227015],[234875],[234919],[243981],[244366],[245734],[248801],[249671],[257880],[258057],[260875],[260919],[276163],[277657],[278939],[279116],[279475],[283459],[283844],[285212],[293340],[293384],[302877],[308882],[311804],[311981],[313149],[314799],[314843],[319385],[319562],[319921],[335838],[338760],[338937],[344765],[344942],[345865],[347760],[347804],[349146],[355487],[355531],[357297],[371479],[371656],[374474],[374518],[378476],[380371],[380415],[381442],[389762],[392684],[392861],[404476],[406371],[406415],[413128],[413172],[415628],[423939],[424116],[426934],[426978],[437976],[438020],[445858],[454574],[456469],[456513],[469170],[484926],[484970],[512332],
     [67480,114340],[84266,138004],[103655,157135],[105591,165957],[127794,186972],[130311,196785],[132229,191817],[154681,217498],[155217,219434],[159586,224088],[175391,241915],[184777,251762],[189363,256480],[189899,258416],[198703,267915],[206536,276548],[221893,291954],[225197,304371],[231384,303262],[239461,310404],[239997,312340],[259225,340105],[265461,337360],[265997,339296],[274353,346374],[290345,362783],[291445,372579],[294726,375860],[301067,373088],[324552,397590],[326447,398099],[327518,407442],[360668,431605],[363168,440476],[395760,463395]
   ]
cell #1631 :
  |C| = 315
  W-rep = phi[[2, 2, 1],[1, 1]]+phi[[2, 1, 1],[2, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [57524],[73191],[88063],[92712],[109866],[115679],[122421],[132665],[135059],[141627],[148770],[152131],[160480],[163089],[175827],[176793],[178221],[181602],[190323],[190885],[199139],[204521],[205545],[207430],[210039],[213801],[222920],[229369],[232278],[236079],[237964],[238570],[240421],[240983],[247869],[249237],[257074],[262079],[263964],[266421],[266983],[270467],[270932],[272880],[273447],[275380],[281829],[284738],[295150],[297181],[297646],[299594],[302094],[306166],[306331],[306699],[310998],[316003],[317888],[320345],[320907],[330607],[331210],[333122],[333287],[333655],[337954],[342323],[342386],[349570],[351601],[352066],[354014],[356514],[366152],[366520],[366937],[369037],[369100],[376284],[384531],[385134],[387046],[387211],[387579],[391878],[400190],[401219],[401282],[410531],[411134],[418612],[418980],[419397],[421497],[421560],[443460],[443828],[444245],[450288],[451317],[451380],[473600],[474629],[474692],
     [36777,70141],[48072,82938],[63006,102900],[66367,108102],[66502,159940],[66526,222743],[81321,127135],[84702,131474],[85136,190049],[85278,257030],[96073,147006],[96208,206890],[96232,275203],[102723,154531],[106485,158927],[106959,222593],[113227,168468],[113362,231738],[113386,301917],[119060,174636],[119494,240147],[119636,310954],[131297,189213],[133631,200105],[133766,259579],[133790,331033],[138440,197948],[138874,266147],[139016,337910],[145389,205877],[145863,275053],[152266,284198],[152290,356337],[157571,220597],[158595,230393],[160075,294544],[160099,364998],[161565,294876],[161707,366893],[166851,230725],[167325,301767],[174459,239311],[176928,313503],[176952,384957],[182036,320071],[182178,391834],[185981,254352],[187866,254684],[188472,264570],[188937,328288],[189858,330142],[190465,400146],[192076,330883],[197771,265311],[200240,340459],[200264,410957],[207025,348964],[207049,417458],[208515,349296],[208657,419353],[214275,356187],[218007,289454],[218472,287600],[220420,290195],[220987,300161],[221152,364187],[221520,364228],[222387,365987],[222450,433590],[231873,375678],[231897,442306],[233363,376010],[233505,444201],[239035,382212],[239956,384066],[240563,450244],[242174,384807],[252242,325541],[252407,323741],[252775,323782],[255438,399369],[255501,399086],[265035,408212],[265956,410066],[266563,473556],[268174,410807],[273612,416647],[273980,416688],[274847,418447],[274910,480540],[287903,359891],[287966,359608],[289919,432375],[300326,441495],[300694,441536],[301561,443295],[301624,502002],[309362,449467],[309425,449184],[325706,464414],[326074,464455],[336318,472779],[336381,472496],[361741,494115],[361804,493832]
   ]
cell #1632 :
  |C| = 245
  W-rep = phi[[2, 2, 1],[2]]+phi[[2, 2],[2, 1]]
  special rep = phi[[2, 2],[2, 1]] , dim = 140
  orbit = [4, 4, 4, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [152419],[177081],[181967],[208446],[213112],[214151],[237275],[238966],[242050],[247086],[263275],[270863],[272097],[273856],[297577],[298811],[306575],[309226],[317199],[333531],[342187],[351997],[353231],[357887],[368901],[387455],[392189],[393423],[419708],[421361],[426437],[452412],[458477],[482537],[508080],
     [66655,108390],[85067,133030],[96361,147294],[105796,158446],[106835,160830],[113515,168756],[119425,176192],[127999,185832],[130514,188716],[131680,191268],[133919,200393],[138805,199504],[144700,205396],[145739,207780],[155420,218251],[158103,221018],[158181,221283],[161496,233294],[166162,230244],[167201,232628],[171161,235930],[173676,238814],[174842,241366],[185489,252273],[185567,252538],[187177,254203],[188412,255364],[188868,264966],[191952,268050],[194473,261930],[196988,264814],[198154,267366],[202370,270711],[205053,273478],[205131,273743],[217947,287829],[218403,289850],[219637,289698],[221396,300570],[224293,294395],[227218,297425],[229901,300192],[229979,300457],[235587,306197],[235665,306462],[238510,309288],[244571,315854],[252651,325950],[253860,325572],[253938,325837],[255302,336182],[257385,330538],[258619,330386],[261587,333153],[261665,333418],[264510,336244],[270407,342249],[276753,348815],[279678,351845],[287462,359922],[287767,361605],[289394,361667],[292843,366396],[294052,366018],[294130,366283],[297121,368963],[303467,375529],[311309,384462],[312543,384310],[315511,387077],[315589,387342],[323440,395393],[323681,395455],[328150,399400],[328455,401083],[330082,401145],[338265,410462],[339499,410310],[347263,418856],[348472,418478],[348550,418743],[351541,421423],[363886,433223],[364127,433285],[367248,444556],[373977,443704],[375186,443326],[375264,443591],[382074,449498],[382379,451181],[384006,451243],[402314,475724],[408074,472810],[408379,474493],[410006,474555],[416346,480173],[416587,480235],[432237,494146],[435587,503999],[441194,501635],[441435,501697],[464113,521121],[464354,521183],[464918,527460],[492625,544909]
   ]
cell #1633 :
  |C| = 175
  W-rep = phi[[2, 2, 2],[1]]+phi[[2, 1],[2, 2]]
  special rep = phi[[2, 1],[2, 2]] , dim = 140
  orbit = [4, 4, 3, 3]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 140
     105 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [248252],[277108],[282361],[282439],[307784],[307862],[309658],[318434],[334740],[334818],[341882],[342619],[343814],[345283],[368596],[369333],[370528],[377364],[377605],[377894],[380898],[388664],[388742],[400778],[403364],[403605],[403894],[412125],[412584],[421056],[421793],[422988],[427646],[427724],[434308],[434549],[436973],[437432],[445289],[450876],[453462],[453703],[453992],[458172],[458909],[460104],[466182],[468601],[474188],[479187],[481258],[481499],[482969],[483923],[484382],[488144],[488385],[488674],[495658],[500649],[502720],[502961],[507275],[507516],[509344],[510535],[511763],[515715],[516174],[517350],[526655],[526896],[528724],[531529],[532793],[533509],[534562],[535647],[539553],[540337],[541624],[541865],[548683],[549947],[551716],[554224],[555277],[555901],[561013],[561254],[563082],[569096],[570149],[573823],[575124],[578389],[579653],[581422],[586440],[590295],[594215],[595268],[600757],[607187],[617469],
     [224648,303822],[255734,336614],[288199,362037],[290863,371997],[323970,397008],[326974,406898],[328887,401515],[359665,429636],[360124,431061],[364416,434838],[382811,451613],[395191,461986],[399143,465216],[399602,466641],[408811,474925],[416876,481788],[433021,494818],[436019,504431],[441724,503250],[449241,508378],[449700,509803],[467373,529915],[472553,527758],[473012,529183],[479971,533722],[493889,545207],[494605,550663],[496743,552801],[501433,550876],[519866,565972],[520919,566185],[521543,570773],[544117,583921],[545418,587741],[565176,598783]
   ]
cell #1634 :
  |C| = 315
  W-rep = phi[[2, 2, 1],[1, 1]]+phi[[2, 1, 1],[2, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [95016],[116239],[135619],[142333],[142345],[152040],[163795],[163807],[171132],[176702],[178781],[180940],[180952],[191591],[191603],[194444],[203859],[203871],[205454],[210745],[210757],[213083],[223018],[224264],[228707],[228719],[235988],[236000],[237246],[238559],[241689],[241701],[244542],[257085],[257356],[261988],[262000],[263246],[267689],[267701],[270456],[270563],[270834],[273446],[275478],[276724],[281167],[281179],[294465],[297170],[297277],[297548],[302192],[303438],[306165],[306320],[311009],[311280],[315912],[315924],[317170],[321613],[321625],[330238],[330509],[331308],[333121],[333276],[337965],[338236],[342322],[348885],[351590],[351697],[351968],[356612],[357858],[366141],[366948],[367219],[369036],[375599],[384162],[384433],[385232],[387045],[387200],[391889],[392160],[400201],[401218],[410162],[410433],[411232],[418601],[419408],[419679],[421496],[443449],[444256],[444527],[450299],[451316],[473611],[474628],
     [37760,292588],[50704,328590],[58507,347008],[65310,112170],[66276,161040],[66288,292433],[66491,223006],[71124,373722],[75823,382514],[81881,129248],[84040,189626],[84052,256123],[85038,256978],[86651,402059],[90695,408514],[95982,207990],[95994,346853],[96197,275466],[100830,426182],[103429,154944],[103441,217141],[105767,221841],[107406,434027],[108680,435722],[113136,232838],[113148,373567],[113351,302180],[118398,239724],[118410,310047],[119396,310902],[121009,452157],[125053,458612],[127970,184725],[132284,465893],[133540,200014],[133552,401904],[133755,331296],[137778,265724],[137790,337003],[138776,337858],[140389,475469],[144671,274301],[146310,480977],[147584,482672],[152052,426027],[152255,356600],[156909,290608],[156921,362426],[158504,230302],[158516,433358],[159491,495142],[160064,294453],[161467,366841],[166133,301015],[167772,502439],[169046,504134],[175446,509055],[176714,452002],[176917,385220],[181938,391782],[185890,254261],[185902,395528],[187148,326395],[188461,264559],[188568,465040],[188839,399523],[189847,330131],[198758,528435],[200026,475314],[200229,411220],[205466,480308],[206441,534046],[207014,348873],[208417,419301],[217996,289443],[218103,429460],[218374,360045],[220986,300160],[221141,364176],[222386,365986],[230314,501770],[231289,551200],[231862,375587],[233265,444149],[238666,508202],[238937,449621],[239945,384055],[252241,325540],[252396,323730],[254273,521256],[255437,399368],[264666,527582],[264937,472933],[265945,410055],[273601,416636],[274846,418446],[287902,359890],[289550,545031],[289821,494269],[300315,441484],[301560,443294],[309361,449466],[325695,464403],[336317,472778],[361740,494114]
   ]
cell #1635 :
  |C| = 126
  W-rep = phi[[3, 1, 1],[1, 1]]
  special rep = phi[[3, 1, 1],[1, 1]] , dim = 126
  orbit = [6, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [101721],[102611],[126969],[127086],[131185],[154515],[158761],[158878],[159651],[159792],[174347],[189197],[190000],[190114],[197659],[205711],[205828],[206601],[206742],[220308],[222577],[222694],[230559],[230676],[231449],[231590],[239295],[240098],[240212],[251977],[254518],[254635],[259290],[259431],[265295],[266098],[266212],[275037],[275154],[283909],[284050],[286814],[287120],[287551],[290179],[292169],[292996],[294827],[294941],[301751],[301868],[313214],[313355],[320022],[320136],[322652],[323361],[323766],[327808],[328239],[329012],[330867],[330984],[340170],[340311],[346589],[347416],[349247],[349361],[356171],[356288],[358937],[359538],[359550],[363807],[364212],[364518],[364949],[373303],[374130],[375961],[376075],[381732],[382163],[382936],[384791],[384908],[395089],[398314],[399016],[399028],[399725],[407732],[408163],[408936],[410791],[410908],[416267],[416672],[416978],[417409],[431895],[432326],[432919],[433532],[441115],[441520],[441826],[442257],[449114],[449126],[449823],[464034],[464439],[472426],[472438],[473135],[479869],[480482],[493762],[493774],[501331],[501944],[519264],[520817],[543644]
   ]
cell #1636 :
  |C| = 175
  W-rep = phi[[2, 2, 2],[1]]+phi[[2, 1],[2, 2]]
  special rep = phi[[2, 1],[2, 2]] , dim = 140
  orbit = [4, 4, 3, 3]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 140
     105 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [79481],[97185],[99858],[99981],[117307],[117430],[118623],[123942],[136687],[136810],[141815],[142558],[143428],[144494],[163277],[164020],[164890],[170403],[170570],[170955],[173462],[179849],[179972],[191073],[193715],[193882],[194267],[201630],[202156],[210227],[210970],[211840],[215429],[215552],[223535],[223702],[226478],[227004],[234864],[241171],[243813],[243980],[244365],[248057],[248800],[249670],[257879],[260864],[267171],[273068],[275995],[276162],[277656],[278938],[279464],[283291],[283458],[283843],[293329],[299782],[302709],[302876],[308714],[308881],[311803],[313148],[314788],[319384],[319910],[321095],[335670],[335837],[338759],[342785],[344764],[345864],[347749],[349135],[354202],[355476],[357129],[357296],[369499],[371478],[374463],[378475],[380360],[381431],[389594],[389761],[392683],[404475],[406360],[413117],[415563],[421959],[423938],[426923],[437965],[445793],[454573],[456458],[469105],[484915],[512267],
     [67479,114339],[84265,138003],[103654,157134],[105590,165956],[127793,186971],[130300,196774],[132228,191816],[154680,217497],[155206,219423],[159585,224087],[175390,241914],[184766,251751],[189362,256479],[189888,258405],[198702,267914],[206535,276547],[221882,291943],[225196,304370],[231383,303261],[239460,310403],[239986,312329],[259224,340104],[265460,337359],[265986,339285],[274342,346363],[290344,362782],[291444,372578],[294715,375849],[301056,373077],[324551,397589],[326436,398088],[327507,407431],[360657,431594],[363103,440411],[395695,463330]
   ]
cell #1637 :
  |C| = 126
  W-rep = phi[[3, 1, 1],[1, 1]]
  special rep = phi[[3, 1, 1],[1, 1]] , dim = 126
  orbit = [6, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [183763],[184706],[190349],[217034],[217166],[221822],[222900],[240447],[251448],[256016],[256148],[256959],[257226],[266447],[274282],[275360],[291640],[292458],[295176],[300996],[302074],[309940],[310072],[310883],[311150],[320371],[326376],[328483],[330633],[331190],[336896],[337028],[337839],[338106],[346060],[346878],[349596],[356494],[360026],[362319],[362451],[366500],[366822],[367089],[372774],[373592],[376310],[382407],[384557],[385114],[391763],[392030],[394969],[395405],[395553],[397785],[399504],[401095],[401621],[401929],[408407],[410557],[411114],[418960],[419282],[419549],[426052],[428988],[429647],[429754],[433235],[433383],[434849],[435615],[443808],[444130],[444397],[449602],[451193],[451719],[452027],[458505],[461474],[461838],[461983],[465227],[465334],[466638],[472914],[474505],[475031],[475339],[480185],[480333],[481799],[482565],[491911],[494250],[494670],[494815],[501647],[501795],[503261],[504027],[508389],[508496],[509800],[521133],[521281],[521621],[527769],[527876],[529180],[533574],[533719],[545218],[545325],[550728],[550873],[555979],[566037],[566182],[570851],[583199],[583999],[598385]
   ]
cell #1638 :
  |C| = 315
  W-rep = phi[[2, 2, 1],[1, 1]]+phi[[2, 1, 1],[2, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [92723],[94918],[109877],[115678],[116141],[132676],[135058],[135521],[141615],[148781],[159951],[160479],[163077],[175838],[178220],[178683],[181613],[190155],[190322],[190873],[199150],[204532],[206901],[207429],[210027],[213800],[214263],[229380],[231749],[232277],[236090],[237963],[240253],[240420],[240971],[242162],[247857],[249248],[259590],[262090],[263963],[266253],[266420],[266971],[270573],[270931],[272868],[273968],[281840],[284209],[284737],[294555],[294982],[295149],[297287],[297645],[299582],[306330],[306687],[309326],[313514],[316014],[317887],[320177],[320344],[320895],[329053],[330248],[330606],[333286],[333643],[340470],[342287],[342314],[345333],[348975],[349402],[349569],[351707],[352065],[354002],[366151],[369001],[369028],[375689],[376116],[376283],[377944],[382977],[384172],[384530],[387210],[387567],[401210],[403944],[408977],[410172],[410530],[418611],[421461],[421488],[443459],[451308],[454042],[474620],
     [37761,222742],[50714,257019],[58508,275202],[63017,217150],[65212,112072],[66378,292442],[66501,222908],[71125,301916],[75833,310943],[81320,184714],[81783,129150],[84713,256132],[85135,256967],[86652,331032],[90705,337899],[96084,346862],[96207,275368],[100831,356336],[102711,154846],[106484,221830],[106947,160942],[107407,364997],[108690,366882],[113238,373576],[113361,302082],[119071,310056],[119493,310891],[121010,384956],[125063,391823],[131285,189528],[132294,400135],[133642,401913],[133765,331198],[138451,337012],[138873,337847],[140390,410956],[145388,274290],[145851,207892],[146311,417457],[147594,419342],[152142,426036],[152265,356502],[157582,362435],[158606,433367],[159501,433525],[160074,366508],[161564,366830],[166850,301004],[167313,232740],[167773,442305],[169056,444190],[174447,239626],[175456,450233],[176804,452011],[176927,385122],[182035,391771],[185992,395537],[187865,326384],[188578,465094],[188936,399512],[189857,401183],[192064,268162],[197759,265626],[198768,473545],[200116,475323],[200239,411122],[205556,480317],[206451,480475],[207024,418968],[208514,419290],[218113,429514],[218471,360034],[220408,290510],[221151,433323],[221508,300682],[222378,434888],[230404,501779],[231299,501937],[231872,443816],[233362,444138],[238676,508256],[239034,449610],[239955,451281],[252406,395493],[252763,326062],[254363,521265],[255402,336282],[255429,465266],[264676,527636],[265034,472922],[265955,474593],[273611,480273],[274838,481838],[287867,361705],[287894,429686],[289560,545085],[289918,494258],[290913,372047],[300325,501735],[301552,503300],[309353,508428],[324020,397058],[325705,521221],[336309,527808],[361732,545257]
   ]
cell #1639 :
  |C| = 126
  W-rep = phi[[3, 1, 1],[1, 1]]
  special rep = phi[[3, 1, 1],[1, 1]] , dim = 126
  orbit = [6, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [183762],[184695],[190262],[217033],[217154],[221811],[222797],[240360],[251447],[256015],[256136],[256948],[257119],[266360],[274271],[275257],[291639],[292446],[295089],[300985],[301971],[309939],[310060],[310872],[311043],[320284],[326365],[328482],[329846],[331087],[336895],[337016],[337828],[337999],[346059],[346866],[349509],[356391],[360015],[362318],[362439],[365711],[366811],[366982],[372773],[373580],[376223],[382406],[383770],[385011],[391752],[391923],[394968],[395322],[395541],[397784],[399493],[400353],[400855],[401917],[408406],[409770],[411011],[418171],[419271],[419442],[426040],[428987],[429572],[429753],[433152],[433371],[434154],[435614],[443019],[444119],[444290],[449591],[450451],[450953],[452015],[458504],[461471],[461837],[461926],[465152],[465333],[466010],[472903],[473763],[474265],[475327],[480102],[480321],[481104],[482564],[491908],[494239],[494669],[494758],[501564],[501783],[502566],[504026],[508314],[508495],[509172],[521050],[521269],[521618],[527694],[527875],[528552],[533573],[533662],[545143],[545324],[550727],[550816],[555976],[566036],[566125],[570848],[583198],[583996],[598382]
   ]
cell #1640 :
  |C| = 315
  W-rep = phi[[2, 2, 1],[1, 1]]+phi[[2, 1, 1],[2, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [142346],[144556],[163808],[171017],[171131],[180953],[191604],[194329],[194443],[202378],[203872],[210758],[213082],[214159],[223019],[224263],[227226],[228720],[236001],[237245],[241702],[242058],[244427],[244541],[247094],[257086],[257355],[258627],[262001],[263245],[267702],[270564],[270833],[272105],[273864],[275479],[276723],[279686],[281180],[294466],[297278],[297547],[298819],[302193],[303437],[306319],[306583],[309314],[311010],[311279],[312551],[315925],[317169],[321626],[330239],[330508],[331309],[333275],[333539],[337966],[338235],[339507],[342275],[342313],[345332],[348886],[351698],[351967],[353239],[356613],[357857],[366140],[366949],[367218],[368989],[369027],[375600],[377943],[384163],[384432],[385233],[387199],[387463],[391890],[392159],[393431],[400202],[401209],[403943],[410163],[410432],[411233],[418600],[419409],[419678],[421449],[421487],[443448],[444257],[444526],[450300],[451307],[454041],[473612],[474619],
     [37765,292587],[50705,328581],[58512,347007],[66289,364465],[66490,292851],[71129,373721],[75824,382505],[84053,327755],[85037,328543],[86656,402058],[90696,408505],[95995,416925],[96196,347271],[100835,426181],[103442,287067],[105652,166018],[105766,291700],[106843,224149],[107411,434026],[108681,435713],[113149,441773],[113350,373985],[118411,381679],[119395,382467],[121014,452156],[125054,458603],[127855,187033],[127969,251508],[130522,256541],[132285,465884],[133553,467422],[133754,402322],[137791,407679],[138775,408467],[140394,475468],[144670,346120],[145747,276609],[146315,480976],[147585,482663],[152053,488723],[152254,426445],[155428,217559],[156922,431842],[158517,494979],[159492,495097],[160063,366404],[161466,435675],[166132,372834],[167209,303323],[167777,502438],[169047,504125],[173684,310465],[175447,509046],[176715,510584],[176916,452420],[181937,458565],[185903,462147],[187147,397845],[188569,521699],[188838,465394],[189846,401171],[191960,268058],[196996,337421],[198759,528426],[200027,529964],[200228,475732],[205467,533883],[206442,534001],[207013,418864],[208416,482625],[218104,491989],[218373,429814],[219645,362844],[221140,433311],[221404,300578],[222377,434887],[230315,551037],[231290,551155],[231861,443712],[233264,504087],[238667,556057],[238936,508556],[239944,451269],[252395,395481],[252659,325958],[254274,566346],[255390,336270],[255428,465265],[264667,570929],[264936,527936],[265944,474581],[273600,480261],[274837,481837],[287855,361693],[287893,429685],[289551,584077],[289820,545385],[290912,372046],[300314,501723],[301551,503299],[309352,508427],[324019,397057],[325694,521209],[336308,527807],[361731,545256]
   ]
cell #1641 :
  |C| = 175
  W-rep = phi[[2, 2, 2],[1]]+phi[[2, 1],[2, 2]]
  special rep = phi[[2, 1],[2, 2]] , dim = 140
  orbit = [4, 4, 3, 3]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 140
     105 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [79480],[97184],[99859],[99980],[117308],[117429],[118622],[123941],[136688],[136809],[141816],[142557],[143427],[144493],[163278],[164019],[164889],[170404],[170569],[170954],[173461],[179850],[179971],[191074],[193716],[193881],[194266],[201629],[202155],[210228],[210969],[211839],[215430],[215551],[223536],[223701],[226477],[227003],[234863],[241172],[243814],[243979],[244364],[248058],[248799],[249669],[257878],[260863],[267172],[273069],[275996],[276161],[277655],[278937],[279463],[283292],[283457],[283842],[293328],[299783],[302710],[302875],[308715],[308880],[311802],[313147],[314787],[319383],[319909],[321096],[335671],[335836],[338758],[342786],[344763],[345863],[347748],[349134],[354203],[355475],[357130],[357295],[369500],[371477],[374462],[378474],[380359],[381430],[389595],[389760],[392682],[404474],[406359],[413116],[415562],[421960],[423937],[426922],[437964],[445792],[454572],[456457],[469104],[484914],[512266],
     [67478,114338],[84264,138002],[103653,157133],[105589,165955],[127792,186970],[130299,196773],[132227,191815],[154679,217496],[155205,219422],[159584,224086],[175389,241913],[184765,251750],[189361,256478],[189887,258404],[198701,267913],[206534,276546],[221881,291942],[225195,304369],[231382,303260],[239459,310402],[239985,312328],[259223,340103],[265459,337358],[265985,339284],[274341,346362],[290343,362781],[291443,372577],[294714,375848],[301055,373076],[324550,397588],[326435,398087],[327506,407430],[360656,431593],[363102,440410],[395694,463329]
   ]
cell #1642 :
  |C| = 315
  W-rep = phi[[2, 2, 1],[1, 1]]+phi[[2, 1, 1],[2, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [92724],[94906],[109878],[115677],[116129],[132677],[135057],[135509],[141603],[148782],[159952],[160478],[163065],[175839],[178219],[178671],[181614],[190156],[190321],[190861],[199151],[204533],[206902],[207428],[210015],[213799],[214251],[229381],[231750],[232276],[236091],[237962],[240254],[240419],[240959],[242150],[247845],[249249],[259591],[262091],[263962],[266254],[266419],[266959],[270574],[270930],[272856],[273956],[281841],[284210],[284736],[294556],[294983],[295148],[297288],[297644],[299570],[306329],[306675],[309234],[313515],[316015],[317886],[320178],[320343],[320883],[329054],[330249],[330605],[333285],[333631],[340471],[342195],[342306],[345253],[348976],[349403],[349568],[351708],[352064],[353990],[366150],[368909],[369020],[375690],[376117],[376282],[377864],[382978],[384173],[384529],[387209],[387555],[401202],[403864],[408978],[410173],[410529],[418610],[421369],[421480],[443458],[451300],[453962],[474612],
     [37766,222741],[50715,257018],[58513,275201],[63018,217149],[65200,112060],[66379,292441],[66500,222896],[71130,301915],[75834,310942],[81319,184702],[81771,129138],[84714,256131],[85134,256955],[86657,331031],[90706,337898],[96085,346861],[96206,275356],[100836,356335],[102699,154834],[106483,221818],[106935,160930],[107412,364996],[108691,366881],[113239,373575],[113360,302070],[119072,310055],[119492,310879],[121015,384955],[125064,391822],[131273,189516],[132295,400134],[133643,401912],[133764,331186],[138452,337011],[138872,337835],[140395,410955],[145387,274278],[145839,207880],[146316,417456],[147595,419341],[152143,426035],[152264,356490],[157583,362434],[158607,433366],[159502,433524],[160073,366496],[161563,366818],[166849,300992],[167301,232728],[167778,442304],[169057,444189],[174435,239614],[175457,450232],[176805,452010],[176926,385110],[182034,391759],[185993,395536],[187864,326372],[188579,465093],[188935,399500],[189856,401091],[192052,268150],[197747,265614],[198769,473544],[200117,475322],[200238,411110],[205557,480316],[206452,480474],[207023,418956],[208513,419278],[218114,429513],[218470,360022],[220396,290498],[221150,433231],[221496,300670],[222370,434808],[230405,501778],[231300,501936],[231871,443804],[233361,444126],[238677,508255],[239033,449598],[239954,451189],[252405,395401],[252751,326050],[254364,521264],[255310,336190],[255421,465186],[264677,527635],[265033,472910],[265954,474501],[273610,480181],[274830,481758],[287775,361613],[287886,429606],[289561,545084],[289917,494246],[290833,371967],[300324,501643],[301544,503220],[309345,508348],[323940,396978],[325704,521129],[336301,527728],[361724,545177]
   ]
cell #1643 :
  |C| = 245
  W-rep = phi[[2, 2, 1],[2]]+phi[[2, 2],[2, 1]]
  special rep = phi[[2, 2],[2, 1]] , dim = 140
  orbit = [4, 4, 4, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [100883],[121062],[124888],[147419],[151190],[152031],[172526],[174002],[176693],[180931],[195838],[202696],[203850],[205445],[227544],[228698],[235979],[238458],[245936],[261979],[270355],[280004],[281158],[285414],[297069],[315903],[320450],[321604],[349675],[351489],[356591],[385211],[391681],[419200],[449006],
     [37813,108425],[50539,133037],[58560,147329],[65426,158453],[66267,160819],[71177,168791],[75658,176199],[81997,185839],[84031,188705],[85014,191257],[86704,140442],[90530,199511],[95132,205403],[95973,207769],[103420,218240],[105666,220920],[105743,221272],[108515,168881],[112286,230251],[113127,232617],[116355,235937],[118389,238803],[119372,241355],[127869,252175],[127946,252527],[129364,254210],[130426,255273],[130840,197314],[133531,200005],[135735,261937],[137769,264803],[138752,267355],[142324,270700],[144570,273380],[144647,273732],[155332,287738],[155746,219963],[156900,289687],[158495,230293],[161156,294402],[163786,297414],[166032,300094],[166109,300446],[171031,306099],[171108,306451],[173588,309197],[178897,315861],[185881,254252],[187047,325474],[187124,325826],[188360,264458],[190428,258945],[191582,330375],[194343,333055],[194420,333407],[196900,336153],[202282,342158],[208106,348822],[210736,351834],[217573,359824],[217895,289342],[219549,361576],[222997,294444],[224163,365920],[224240,366272],[227130,368872],[232954,375536],[240526,312869],[241680,384299],[244441,386979],[244518,387331],[251609,323629],[251877,395364],[256555,399302],[256877,330030],[258531,401054],[266526,339825],[267680,410299],[275457,348864],[276623,418380],[276700,418732],[279590,421332],[291801,364075],[292069,433194],[295255,376389],[302171,375578],[303337,443228],[303414,443580],[310479,449400],[310801,383954],[312455,451152],[331287,411211],[337435,472712],[337757,409954],[339411,474464],[346221,416535],[346489,480144],[362858,494048],[366740,444048],[372935,441383],[373203,501606],[397946,464302],[398214,521092],[398908,472318],[430367,493654]
   ]
cell #1644 :
  |C| = 175
  W-rep = phi[[2, 2, 2],[1]]+phi[[2, 1],[2, 2]]
  special rep = phi[[2, 1],[2, 2]] , dim = 140
  orbit = [4, 4, 3, 3]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 140
     105 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [181914],[208393],[212982],[213059],[237145],[237222],[238913],[246998],[263145],[263222],[270033],[270810],[272009],[273398],[296747],[297524],[298723],[305533],[305801],[306117],[309177],[317069],[317146],[329708],[332489],[332757],[333073],[341615],[342138],[351167],[351944],[353143],[357757],[357834],[365354],[365622],[368329],[368852],[377315],[383632],[386413],[386681],[386997],[391359],[392136],[393335],[400511],[403315],[409632],[415318],[417814],[418082],[419655],[420789],[421312],[425395],[425663],[425979],[434259],[440166],[442662],[442930],[448044],[448312],[450609],[451954],[453413],[457905],[458428],[459730],[471356],[471624],[473921],[477317],[478920],[479808],[481209],[482488],[487116],[488095],[489612],[489880],[498779],[500382],[502671],[505825],[507226],[508031],[514518],[514786],[517083],[525205],[526606],[531480],[533252],[537683],[539286],[541575],[548634],[553967],[559563],[560964],[568839],[578340],[593958],
     [161443,233241],[188815,264913],[218350,289797],[220938,300112],[252193,325492],[255253,336133],[257332,330485],[287195,359842],[287718,361556],[292385,365938],[311256,384409],[323391,395344],[327883,399320],[328406,401034],[338212,410409],[346805,418398],[363837,433174],[367195,444503],[373519,443246],[381807,449418],[382330,451132],[401856,475266],[407807,472730],[408330,474444],[416297,480124],[431970,494066],[432858,501270],[435538,503950],[441145,501586],[462663,520756],[464064,521072],[464869,527411],[492576,544860],[494348,550406],[519609,565715]
   ]
cell #1645 :
  |C| = 126
  W-rep = phi[[3, 1, 1],[1, 1]]
  special rep = phi[[3, 1, 1],[1, 1]] , dim = 126
  orbit = [6, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [127106],[132047],[154535],[158898],[159744],[175209],[183769],[184648],[189217],[190020],[190094],[198521],[205848],[206694],[217040],[221764],[222597],[225015],[230696],[231542],[239315],[240118],[240192],[248619],[254655],[256022],[256901],[257487],[259383],[265315],[266118],[266192],[274224],[275057],[277475],[284002],[287571],[290199],[292948],[294847],[294921],[300938],[301771],[304189],[309946],[310825],[311411],[313307],[320042],[320116],[323453],[323786],[326318],[328259],[328468],[328992],[330887],[336902],[337781],[338367],[340263],[347368],[349267],[349341],[356191],[359675],[359968],[362325],[363899],[364232],[364426],[366764],[374082],[375981],[376055],[382183],[382392],[382916],[384811],[391705],[394975],[395077],[395185],[399153],[399446],[399596],[408183],[408392],[408916],[410811],[416359],[416692],[416886],[419224],[429022],[429355],[432346],[432907],[433015],[441207],[441540],[441734],[444072],[449251],[449544],[449694],[461492],[464126],[464459],[464935],[472563],[472856],[473006],[479857],[479965],[493899],[494192],[501319],[501427],[508097],[520805],[520913],[527477],[543632],[544926],[564936]
   ]
cell #1646 :
  |C| = 315
  W-rep = phi[[2, 2, 1],[1, 1]]+phi[[2, 1, 1],[2, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [142347],[163809],[171130],[180954],[191605],[194442],[202366],[203873],[205049],[210759],[213081],[214147],[223020],[224262],[227214],[228721],[235583],[236002],[237244],[241703],[242046],[244540],[247082],[257087],[257354],[258615],[261583],[262002],[263244],[267703],[270565],[270832],[272093],[273852],[275480],[276722],[279674],[281181],[294467],[297279],[297546],[298807],[302194],[303436],[306318],[306571],[309222],[311011],[311278],[312539],[315507],[315926],[317168],[321627],[330240],[330507],[331310],[333274],[333527],[337967],[338234],[339495],[342183],[342305],[345252],[348887],[351699],[351966],[353227],[356614],[357856],[366139],[366950],[367217],[368897],[369019],[375601],[377863],[384164],[384431],[385234],[387198],[387451],[391891],[392158],[393419],[400203],[401201],[403863],[410164],[410431],[411234],[418599],[419410],[419677],[421357],[421479],[443447],[444258],[444525],[450301],[451299],[453961],[473613],[474611],
     [37769,292586],[50706,328573],[58516,347006],[66290,364385],[66489,292839],[71133,373720],[75825,382497],[84054,399112],[85036,328451],[86660,402057],[90697,408497],[95996,416845],[96195,347259],[100839,426180],[103443,359634],[105765,363882],[106831,294048],[107415,434025],[108682,435705],[113150,441693],[113349,373973],[118412,449210],[119394,382375],[121018,452155],[125055,458595],[127968,323436],[130510,328146],[132286,465876],[133554,467342],[133753,402310],[137792,472522],[138774,408375],[140398,475467],[144669,416342],[145735,348468],[146319,480975],[147586,482655],[152054,488643],[152253,426433],[155416,287458],[156923,493858],[158099,229897],[158518,494574],[159493,495061],[160062,366392],[161465,435583],[166131,441190],[167197,375182],[167781,502437],[169048,504117],[173672,382070],[175448,509038],[176716,510504],[176915,452408],[181936,458473],[185485,253856],[185904,519835],[187146,464109],[188570,521398],[188837,464914],[189845,401079],[191948,268046],[196984,408070],[198760,528418],[200028,529884],[200227,475720],[205468,533478],[206443,533965],[207012,418852],[208415,482533],[218105,543972],[218372,492621],[219633,432233],[221139,433219],[221392,300566],[222369,434807],[230316,550632],[231291,551119],[231860,443700],[233263,503995],[238668,555756],[238935,508076],[239943,451177],[252394,395389],[252647,325946],[254275,565941],[255298,336178],[255420,465185],[264668,570628],[264935,527456],[265943,474489],[273599,480169],[274829,481757],[287763,361601],[287885,429605],[289552,583776],[289819,544905],[290832,371966],[300313,501631],[301543,503219],[309344,508347],[323939,396977],[325693,521117],[336300,527727],[361723,545176]
   ]
cell #1647 :
  |C| = 126
  W-rep = phi[[3, 1, 1],[1, 1]]
  special rep = phi[[3, 1, 1],[1, 1]] , dim = 126
  orbit = [6, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [50749],[66506],[75868],[81325],[85140],[85274],[90740],[96212],[102719],[106489],[106955],[108725],[113366],[119498],[119632],[125098],[126200],[127172],[131293],[131777],[132329],[133770],[138878],[139012],[145393],[145859],[147629],[152270],[154432],[158964],[160079],[161569],[161703],[166855],[167321],[169091],[174455],[174939],[175491],[176932],[182040],[182174],[187870],[188941],[189114],[189862],[190461],[192072],[197767],[198251],[198803],[200244],[205914],[207029],[208519],[208653],[214271],[218476],[220416],[221156],[221516],[222446],[224745],[230762],[231877],[233367],[233501],[239039],[239212],[239960],[240559],[242170],[248349],[252411],[252771],[254721],[255497],[255831],[256707],[265039],[265212],[265960],[266559],[268170],[273616],[273976],[274906],[277205],[287962],[288296],[289923],[290096],[290802],[290972],[300330],[300690],[301620],[303919],[309421],[309755],[310631],[323112],[323909],[324079],[325710],[326070],[326926],[336377],[336711],[337587],[345222],[345392],[359090],[360076],[361800],[362134],[371936],[372106],[380850],[394691],[396947],[397117],[406850],[429187],[431013],[461613]
   ]
cell #1648 :
  |C| = 126
  W-rep = phi[[3, 1, 1],[1, 1]]
  special rep = phi[[3, 1, 1],[1, 1]] , dim = 126
  orbit = [6, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [85331],[107119],[119689],[127213],[131818],[131976],[139069],[146023],[154643],[159005],[159548],[161760],[167485],[174980],[175138],[182231],[183778],[184752],[189325],[189874],[190518],[192236],[198292],[198450],[205955],[206498],[208710],[214435],[217049],[221868],[223080],[224786],[224944],[230803],[231346],[233558],[239423],[239972],[240616],[242334],[248390],[248548],[254762],[255872],[256031],[256793],[257416],[259187],[265423],[265972],[266616],[268334],[274328],[275540],[277246],[277404],[283806],[288337],[290307],[291058],[291407],[292302],[294701],[301042],[302254],[303960],[304118],[309796],[309955],[310717],[311340],[313111],[319896],[324165],[324514],[326422],[327180],[327493],[328313],[336752],[336911],[337673],[338296],[340067],[345478],[345827],[346722],[349121],[360330],[360643],[362175],[362334],[363044],[363173],[372192],[372541],[373436],[375835],[381104],[381417],[382237],[394984],[395636],[395765],[397203],[397552],[398379],[407104],[407417],[408237],[415504],[415633],[429067],[429838],[431267],[431580],[440352],[440481],[448477],[461523],[463271],[463400],[471789],[491764],[493125],[519141]
   ]
cell #1649 :
  |C| = 315
  W-rep = phi[[2, 2, 1],[1, 1]]+phi[[2, 1, 1],[2, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [142348],[163810],[171129],[180955],[191606],[194441],[202354],[203874],[204942],[210760],[213080],[214135],[223021],[224261],[227202],[228722],[235476],[236003],[237243],[241704],[242034],[244539],[247070],[257088],[257353],[258603],[261476],[262003],[263243],[267704],[270566],[270831],[272081],[273840],[275481],[276721],[279662],[281182],[294468],[297280],[297545],[298795],[302195],[303435],[306317],[306559],[309210],[311012],[311277],[312527],[315400],[315927],[317167],[321628],[330241],[330506],[331311],[333273],[333515],[337968],[338233],[339483],[342171],[342304],[345251],[348888],[351700],[351965],[353215],[356615],[357855],[366138],[366951],[367216],[368885],[369018],[375602],[377862],[384165],[384430],[385235],[387197],[387439],[391892],[392157],[393407],[400204],[401200],[403862],[410165],[410430],[411235],[418598],[419411],[419676],[421345],[421478],[443446],[444259],[444524],[450302],[451298],[453960],[473614],[474610],
     [37772,292585],[50707,328572],[58519,347005],[66291,364384],[66488,292827],[71136,373719],[75826,382496],[84055,399111],[85035,328439],[86663,402056],[90698,408496],[95997,416844],[96194,347247],[100842,426179],[103444,359633],[105764,363870],[106819,293941],[107418,434024],[108683,435704],[113151,441692],[113348,373961],[118413,449209],[119393,382363],[121021,452154],[125056,458594],[127967,323424],[130498,328039],[132287,465875],[133555,467341],[133752,402298],[137793,472521],[138773,408363],[140401,475466],[144668,416330],[145723,348361],[146322,480974],[147587,482654],[152055,488642],[152252,426421],[155404,287351],[156924,493857],[157992,229790],[158519,494573],[159494,495060],[160061,366380],[161464,435571],[166130,441178],[167185,375075],[167784,502436],[169049,504116],[173660,381963],[175449,509037],[176717,510503],[176914,452396],[181935,458461],[185378,253749],[185905,519834],[187145,464097],[188571,521397],[188836,464902],[189844,401067],[191936,268034],[196972,407963],[198761,528417],[200029,529883],[200226,475708],[205469,533477],[206444,533964],[207011,418840],[208414,482521],[218106,543971],[218371,492609],[219621,432126],[221138,433207],[221380,300554],[222368,434806],[230317,550631],[231292,551118],[231859,443688],[233262,503983],[238669,555755],[238934,508064],[239942,451165],[252393,395377],[252635,325934],[254276,565940],[255286,336166],[255419,465184],[264669,570627],[264934,527444],[265942,474477],[273598,480157],[274828,481756],[287751,361589],[287884,429604],[289553,583775],[289818,544893],[290831,371965],[300312,501619],[301542,503218],[309343,508346],[323938,396976],[325692,521105],[336299,527726],[361722,545175]
   ]
cell #1650 :
  |C| = 126
  W-rep = phi[[3, 1, 1],[1, 1]]
  special rep = phi[[3, 1, 1],[1, 1]] , dim = 126
  orbit = [6, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [37773],[50717],[58520],[63020],[66381],[66498],[71137],[75836],[81317],[84716],[85132],[86664],[90708],[96087],[96204],[100843],[102675],[106481],[106911],[107419],[108693],[113241],[113358],[119074],[119490],[121022],[125066],[126886],[131249],[132297],[133645],[133762],[138454],[138870],[140402],[145385],[145815],[146323],[147597],[152145],[152262],[153732],[157585],[158609],[158678],[159504],[160071],[161561],[166847],[167277],[167785],[169059],[174411],[175459],[176807],[176924],[182032],[185995],[187862],[188581],[188933],[189854],[192028],[197723],[198771],[200119],[200236],[205559],[205628],[206454],[207021],[208511],[214227],[218116],[218468],[220372],[221148],[221472],[222362],[230407],[230476],[231302],[231869],[233359],[238679],[239031],[239952],[242126],[252403],[252727],[254366],[254435],[255214],[255413],[264679],[265031],[265952],[268126],[273608],[273932],[274822],[286731],[287679],[287878],[289563],[289915],[290762],[300322],[300646],[301536],[309138],[309337],[322781],[323869],[325702],[326026],[336094],[336293],[345182],[359050],[361517],[361716],[371896],[394853],[396907],[429147]
   ]
cell #1651 :
  |C| = 126
  W-rep = phi[[3, 1, 1],[1, 1]]
  special rep = phi[[3, 1, 1],[1, 1]] , dim = 126
  orbit = [6, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [37774],[50708],[58521],[66292],[66487],[71138],[75827],[84056],[85034],[86665],[90699],[95998],[96193],[100844],[103445],[105763],[106808],[107420],[108684],[113152],[113347],[118414],[119392],[121023],[125057],[127966],[130487],[132288],[133556],[133751],[137794],[138772],[140403],[144667],[145712],[146324],[147588],[152056],[152251],[155393],[156925],[157889],[158520],[159495],[160060],[161463],[166129],[167174],[167786],[169050],[173649],[175450],[176718],[176913],[181934],[185275],[185906],[187144],[188572],[188835],[189843],[191925],[196961],[198762],[200030],[200225],[204839],[205470],[206445],[207010],[208413],[214124],[216460],[218107],[218370],[219610],[221137],[221369],[222361],[229687],[230318],[231293],[231858],[233261],[238670],[238933],[239941],[242023],[252392],[252624],[253646],[254277],[255203],[255412],[264670],[264933],[265941],[268023],[273597],[273829],[274821],[286628],[287668],[287877],[289554],[289817],[290761],[300311],[300543],[301535],[309127],[309336],[322770],[323868],[325691],[325923],[336083],[336292],[345181],[359049],[361506],[361715],[371895],[394842],[396906],[429146]
   ]
cell #1652 :
  |C| = 126
  W-rep = phi[[3, 1, 1],[1, 1]]
  special rep = phi[[3, 1, 1],[1, 1]] , dim = 126
  orbit = [6, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [50794],[66569],[75913],[81334],[85149],[85348],[90785],[96275],[102730],[106498],[106966],[108770],[113429],[119507],[119706],[125143],[126201],[127173],[131304],[131778],[132945],[133833],[138887],[139086],[145402],[145870],[147674],[152333],[154433],[158965],[160762],[161578],[161777],[166864],[167332],[169136],[174466],[174940],[176107],[176995],[182049],[182248],[187879],[188950],[189115],[190625],[191194],[192083],[197778],[198252],[199419],[200307],[205915],[207712],[208528],[208727],[214282],[218485],[220427],[221260],[221527],[223235],[224746],[230763],[232560],[233376],[233575],[239048],[239213],[240723],[241292],[242181],[248350],[252515],[252782],[254722],[255600],[255832],[257500],[265048],[265213],[266723],[267292],[268181],[273720],[273987],[275695],[277206],[288065],[288297],[289932],[290097],[290803],[291065],[300434],[300701],[302409],[303920],[309524],[309756],[311424],[323113],[323910],[324172],[325814],[326081],[326932],[336480],[336712],[338380],[345223],[345485],[359091],[360082],[361903],[362135],[371937],[372199],[380856],[394697],[396948],[397210],[406856],[429188],[431019],[461619]
   ]
cell #1653 :
  |C| = 175
  W-rep = phi[[2, 2],[2, 1]]+phi[[1],[3, 3]]
  special rep = phi[[2, 2],[2, 1]] , dim = 140
  orbit = [4, 4, 4, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 140
     105 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [132851],[160203],[160815],[176013],[188660],[188701],[190536],[199325],[207153],[207765],[218195],[218236],[220916],[221171],[229555],[232001],[232613],[238758],[238799],[240634],[252171],[252426],[255268],[263687],[264758],[264799],[266634],[270655],[270696],[273376],[273631],[287733],[289642],[289683],[295983],[297369],[297410],[299245],[300090],[300345],[306095],[306350],[309192],[325208],[325470],[325725],[330330],[330371],[331961],[333051],[333306],[336148],[342153],[351789],[351830],[359820],[361266],[361571],[365654],[365916],[366171],[367453],[368867],[384254],[384295],[386975],[387230],[395359],[396309],[399298],[400744],[401049],[410254],[410295],[418114],[418376],[418631],[421327],[429557],[433189],[434139],[442962],[443224],[443479],[449396],[450842],[451147],[465137],[471656],[472708],[474154],[474459],[480139],[481089],[494044],[500615],[501601],[502551],[508299],[521087],[526486],[527679],[545128],[547924],[565628],
     [181788,249423],[204707,282015],[213524,284461],[237687,317611],[247030,318682],[247520,320558],[269269,350403],[272041,344062],[272531,353665],[282327,354765],[298755,370776],[305005,385885],[305833,379132],[307750,379649],[332789,405132],[334706,405649],[340739,419913],[341848,413726],[353175,423236],[368562,438574],[377195,446407],[386713,455230],[388630,455747],[393367,460352],[403195,469719],[421022,485524],[425695,489912],[427612,490429],[448344,514818],[453293,512881],[458138,517316],[479153,539519],[487975,541455],[507106,560844],[530770,577630]
   ]
cell #1654 :
  |C| = 245
  W-rep = phi[[2, 1],[2, 2]]+phi[[1, 1],[3, 2]]
  special rep = phi[[2, 1],[2, 2]] , dim = 140
  orbit = [4, 4, 3, 3]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [165308],[193162],[219137],[225461],[252980],[258119],[259871],[287282],[288491],[293172],[312043],[323478],[327970],[329179],[338999],[347592],[363924],[371718],[374306],[381894],[383103],[406203],[407894],[409103],[416384],[432057],[436723],[439637],[441232],[463202],[464151],[468389],[493051],[497438],[519969],
     [99932,212887],[117381,237050],[124020,246902],[124360,182453],[136761,263050],[141889,269938],[143506,271913],[143846,212258],[151050,213146],[163351,296652],[164968,298627],[169850,243260],[170310,305625],[170648,305705],[172386,237309],[179923,316974],[191147,329613],[193622,332581],[193960,332661],[195698,263309],[200613,277921],[201532,341702],[201870,271597],[210301,351072],[211918,353047],[215503,357662],[223442,365446],[223780,365526],[226380,368416],[226718,298311],[233871,313795],[234707,306904],[234750,377402],[241245,383537],[243720,386505],[244058,386585],[245796,317233],[248131,391264],[249748,393239],[257781,400598],[260707,333860],[260750,403402],[267245,409537],[269504,342911],[273142,415223],[275902,417906],[276240,417986],[278840,420876],[279178,352731],[283198,425487],[283536,425567],[285274,357921],[293215,434346],[296218,369625],[299856,440071],[302616,442754],[302954,442834],[308621,448136],[308959,448216],[311705,450696],[314631,387784],[314674,453500],[319286,457992],[319624,392923],[321169,459635],[335577,471448],[335915,471528],[338661,474008],[342033,477923],[344666,479007],[345004,424178],[347635,481296],[350638,422085],[354276,487021],[355319,426766],[355362,488182],[357036,489704],[357374,489784],[368747,499385],[371380,500469],[374349,502758],[377757,506364],[380203,456301],[380246,507313],[389501,514610],[389839,514690],[390830,459201],[392585,517170],[403757,525744],[406246,526693],[411875,483673],[412432,531955],[414789,486587],[421207,538289],[423840,539373],[426809,541662],[437280,549109],[445077,511551],[445179,554327],[453855,560102],[456344,561051],[468491,569199],[475976,536342],[484230,578815],[511653,594318]
   ]
cell #1655 :
  |C| = 245
  W-rep = phi[[2, 1],[2, 2]]+phi[[1, 1],[3, 2]]
  special rep = phi[[2, 1],[2, 2]] , dim = 140
  orbit = [4, 4, 3, 3]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [229053],[260363],[288983],[295479],[324704],[329671],[331527],[359740],[360832],[365150],[383595],[395279],[399218],[400310],[409595],[417610],[433109],[440129],[442458],[449316],[450408],[471152],[472628],[473720],[480059],[493964],[497735],[500181],[501521],[520266],[521007],[524291],[544470],[547781],[565485],
     [151098,354500],[172434,379384],[180861,318345],[181286,248921],[195746,405384],[201918,412270],[203780,343725],[204205,281513],[212945,282537],[226766,437118],[228628,370439],[234363,314287],[235038,445394],[235209,377516],[237108,307960],[245844,455482],[258167,466327],[261038,468706],[261209,403516],[263108,334916],[268765,349899],[269859,412200],[269996,343403],[279226,484068],[281088,422899],[285322,490164],[293503,495763],[293674,434460],[296573,437048],[296710,370117],[304571,385451],[305329,378628],[305561,445377],[312091,509489],[314962,511868],[315133,453614],[317032,388840],[319672,515860],[321534,460015],[329534,466257],[332285,404628],[332517,468689],[339047,528869],[341414,413292],[345052,532938],[347923,534667],[348094,481410],[350993,483998],[351130,422577],[355650,540442],[355821,488296],[357720,427822],[365382,495746],[368128,438140],[371766,550092],[374637,551821],[374808,502872],[380534,555382],[380705,507427],[383458,509419],[386209,454726],[386441,511851],[391185,515790],[391322,459693],[392971,563227],[406534,570254],[406705,526807],[409458,528799],[413911,574193],[415144,532868],[415281,487079],[417842,534650],[420588,485090],[424226,579798],[425191,489408],[425423,540425],[427097,581527],[427268,541776],[438759,586810],[439992,550022],[442690,551804],[446969,554624],[447840,514314],[448072,555365],[456632,595373],[456803,561165],[457704,516882],[459556,563157],[470281,569496],[471384,570237],[476273,536639],[477859,574176],[478719,539085],[485709,607557],[486942,579728],[489640,581510],[499321,586793],[504911,558649],[505878,590604],[513443,594615],[514546,595356],[525258,601066],[530627,577487],[538225,607540],[559616,617778]
   ]
cell #1656 :
  |C| = 315
  W-rep = phi[[2, 2, 1],[1, 1]]+phi[[2, 1, 1],[2, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [142357],[163819],[171140],[180964],[191615],[194452],[202355],[203883],[204943],[210769],[213091],[214136],[223030],[224272],[227203],[228731],[235477],[236012],[237254],[241713],[242035],[244550],[247071],[257193],[257364],[258604],[261477],[262012],[263254],[267713],[270671],[270842],[272082],[273841],[275490],[276732],[279663],[281191],[294477],[297385],[297556],[298796],[302204],[303446],[306423],[306560],[309211],[311117],[311288],[312528],[315401],[315936],[317178],[321637],[330346],[330517],[331320],[333379],[333516],[338073],[338244],[339484],[342172],[342404],[345259],[348897],[351805],[351976],[353216],[356624],[357866],[366244],[367056],[367227],[368886],[369118],[375611],[377870],[384270],[384441],[385244],[387303],[387440],[391997],[392168],[393408],[400929],[401300],[403870],[410270],[410441],[411244],[418704],[419516],[419687],[421346],[421578],[443552],[444364],[444535],[451027],[451398],[453968],[474339],[474710],
     [37808,292691],[50761,328672],[58555,347111],[66300,364392],[66553,292828],[71172,373825],[75880,382596],[84064,399119],[85046,328440],[86699,402162],[90752,408596],[96006,416852],[96259,347248],[100878,426285],[103453,359641],[105775,363871],[106820,293942],[107968,434701],[108737,435804],[113160,441700],[113413,373962],[118422,449217],[119404,382364],[121057,452260],[125110,458694],[127978,323425],[130499,328040],[132912,466489],[133564,467349],[133817,402299],[137802,472529],[138784,408364],[140437,475572],[144679,416331],[145724,348362],[146872,481651],[147641,482754],[152064,488650],[152317,426422],[155405,287352],[156933,493865],[157993,229791],[158528,494581],[160219,495548],[160746,366381],[161475,435572],[166141,441179],[167186,375076],[168334,503113],[169103,504216],[173661,381964],[176074,509651],[176726,510511],[176979,452397],[181946,458462],[185379,253750],[185914,519842],[187156,464098],[188676,521433],[188847,464903],[190609,401068],[191937,268035],[196973,407964],[199386,529031],[200038,529891],[200291,475709],[205478,533485],[207169,534452],[207696,418841],[208425,482522],[218211,544007],[218382,492610],[219622,432127],[221244,433208],[221381,300555],[223154,434814],[230326,550639],[232017,551606],[232544,443689],[233273,503984],[238774,555791],[238945,508065],[240707,451166],[252499,395378],[252636,325935],[254285,565948],[255287,336167],[255519,465192],[264774,570663],[264945,527445],[266707,474478],[273704,480158],[275614,481764],[287752,361590],[287984,429612],[289658,583811],[289829,544894],[290839,371973],[300418,501620],[302328,503226],[309443,508354],[323946,396984],[325798,521106],[336399,527734],[361822,545183]
   ]
cell #1657 :
  |C| = 126
  W-rep = phi[[3, 1, 1],[1, 1]]
  special rep = phi[[3, 1, 1],[1, 1]] , dim = 126
  orbit = [6, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [37809],[50770],[58556],[63028],[66389],[66562],[71173],[75889],[81327],[84724],[85142],[86700],[90761],[96095],[96268],[100879],[102676],[106491],[106912],[107969],[108746],[113249],[113422],[119082],[119500],[121058],[125119],[126887],[131250],[132921],[133653],[133826],[138462],[138880],[140438],[145395],[145816],[146873],[147650],[152153],[152326],[153733],[157593],[158617],[158679],[160228],[160755],[161571],[166857],[167278],[168335],[169112],[174412],[176083],[176815],[176988],[182042],[186003],[187872],[188685],[188943],[190618],[192029],[197724],[199395],[200127],[200300],[205567],[205629],[207178],[207705],[208521],[214228],[218220],[218478],[220373],[221253],[221473],[223147],[230415],[230477],[232026],[232553],[233369],[238783],[239041],[240716],[242127],[252508],[252728],[254374],[254436],[255215],[255512],[264783],[265041],[266716],[268127],[273713],[273933],[275607],[286732],[287680],[287977],[289667],[289925],[290769],[300427],[300647],[302321],[309139],[309436],[322782],[323876],[325807],[326027],[336095],[336392],[345189],[359057],[361518],[361815],[371903],[394854],[396914],[429154]
   ]
cell #1658 :
  |C| = 126
  W-rep = phi[[3, 1, 1],[1, 1]]
  special rep = phi[[3, 1, 1],[1, 1]] , dim = 126
  orbit = [6, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [37810],[50762],[58557],[66301],[66552],[71174],[75881],[84065],[85045],[86701],[90753],[96007],[96258],[100880],[103454],[105774],[106809],[107970],[108738],[113161],[113412],[118423],[119403],[121059],[125111],[127977],[130488],[132913],[133565],[133816],[137803],[138783],[140439],[144678],[145713],[146874],[147642],[152065],[152316],[155394],[156934],[157890],[158529],[160220],[160745],[161474],[166140],[167175],[168336],[169104],[173650],[176075],[176727],[176978],[181945],[185276],[185915],[187155],[188677],[188846],[190608],[191926],[196962],[199387],[200039],[200290],[204840],[205479],[207170],[207695],[208424],[214125],[216461],[218212],[218381],[219611],[221243],[221370],[223146],[229688],[230327],[232018],[232543],[233272],[238775],[238944],[240706],[242024],[252498],[252625],[253647],[254286],[255204],[255511],[264775],[264944],[266706],[268024],[273703],[273830],[275606],[286629],[287669],[287976],[289659],[289828],[290768],[300417],[300544],[302320],[309128],[309435],[322771],[323875],[325797],[325924],[336084],[336391],[345188],[359056],[361507],[361814],[371902],[394843],[396913],[429153]
   ]
cell #1659 :
  |C| = 245
  W-rep = phi[[2, 2, 1],[2]]+phi[[2, 2],[2, 1]]
  special rep = phi[[2, 2],[2, 1]] , dim = 140
  orbit = [4, 4, 4, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [100910],[121089],[124894],[147425],[151196],[152020],[172532],[174008],[176682],[180920],[195844],[202702],[203839],[205434],[227550],[228687],[235968],[238447],[245942],[261968],[270344],[280010],[281147],[285420],[297058],[315892],[320456],[321593],[349681],[351478],[356580],[385200],[391670],[419189],[448995],
     [37840,67430],[50545,86087],[58587,97136],[65432,105976],[66256,107991],[71204,114290],[75664,120445],[82003,128179],[84020,130704],[85001,132964],[86731,140469],[90536,139825],[95138,144880],[95962,146895],[103409,155610],[105560,158019],[105730,158380],[108521,168887],[112292,166342],[113116,168357],[116361,171341],[118378,173866],[119359,176126],[127763,185405],[127933,185766],[129370,187357],[130317,188332],[130846,197320],[133520,199994],[135741,194653],[137758,197178],[138739,199438],[142313,202560],[144464,204969],[144634,205330],[155223,217867],[155752,219969],[156889,219827],[158484,230282],[161162,224473],[163775,227408],[165926,229817],[166096,230178],[170925,235503],[171095,235864],[173479,238430],[178903,244751],[185870,254241],[186941,253776],[187111,254137],[188349,264447],[190434,258951],[191571,258809],[194237,261503],[194407,261864],[196791,264430],[202173,270327],[208112,276933],[210725,279868],[217467,287378],[217884,289331],[219440,289314],[222986,294433],[224057,293968],[224227,294329],[227021,297041],[232960,303647],[240532,312875],[241669,312733],[244335,315427],[244505,315788],[251598,323618],[251768,323601],[256449,328066],[256866,330019],[258422,330002],[266532,339831],[267669,339689],[275446,348853],[276517,348388],[276687,348749],[279481,351461],[291790,364064],[291960,364047],[295261,376395],[302160,375567],[303231,375102],[303401,375463],[310373,381990],[310790,383943],[312346,383926],[331276,411200],[337329,407990],[337746,409943],[339302,409926],[346210,416524],[346380,416507],[362752,432153],[366729,444037],[372924,441372],[373094,441355],[397935,464291],[398105,464274],[398897,472307],[430356,493643]
   ]
cell #1660 :
  |C| = 175
  W-rep = phi[[2, 2, 2],[1]]+phi[[2, 1],[2, 2]]
  special rep = phi[[2, 1],[2, 2]] , dim = 140
  orbit = [4, 4, 3, 3]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 140
     105 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [46362],[59124],[61007],[74155],[75044],[78846],[89027],[93477],[94155],[94957],[99837],[110631],[111309],[115848],[116180],[117286],[118187],[123385],[135228],[135560],[136666],[141654],[141794],[142122],[149535],[150213],[153095],[160649],[163116],[163256],[163584],[170287],[170349],[178390],[178722],[179828],[182367],[183045],[190912],[191052],[193599],[193661],[207599],[208846],[210066],[210206],[210534],[213970],[214302],[215408],[223419],[223481],[232447],[238133],[241010],[241150],[242201],[243697],[243759],[247896],[248036],[248364],[264133],[267010],[267150],[272907],[273047],[274007],[275879],[275941],[277220],[283175],[283237],[284907],[299621],[299761],[302593],[302655],[306726],[308598],[308660],[309770],[318057],[320934],[321074],[333682],[335554],[335616],[342010],[342731],[345300],[354041],[354181],[357013],[357075],[368724],[369445],[377911],[387606],[389478],[389540],[403911],[421184],[421905],[454009],
     [38377,71741],[49925,89916],[63771,104856],[65251,112111],[81822,129189],[83829,137567],[85467,133430],[102750,154885],[103218,156698],[106986,160981],[119825,176592],[127187,184979],[131324,189567],[131792,191380],[139205,199904],[145890,207931],[158979,222095],[161896,233694],[167352,232779],[174486,239665],[174954,241478],[192103,268201],[197798,265665],[198266,267478],[205929,274555],[220447,290549],[221547,300721],[224760,303934],[230777,301269],[252802,326101],[254736,326649],[255846,336726],[288311,362149],[290880,372014],[323987,397025]
   ]
cell #1661 :
  |C| = 175
  W-rep = phi[[2, 2, 2],[1]]+phi[[2, 1],[2, 2]]
  special rep = phi[[2, 1],[2, 2]] , dim = 140
  orbit = [4, 4, 3, 3]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 140
     105 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [46363],[59125],[61008],[74156],[75045],[78847],[89028],[93478],[94156],[94958],[99848],[110632],[111310],[115849],[116181],[117297],[118188],[123386],[135229],[135561],[136677],[141655],[141805],[142123],[149536],[150214],[153096],[160650],[163117],[163267],[163585],[170298],[170350],[178391],[178723],[179839],[182368],[183046],[190913],[191063],[193610],[193662],[207600],[208847],[210067],[210217],[210535],[213971],[214303],[215419],[223430],[223482],[232448],[238134],[241011],[241161],[242202],[243708],[243760],[247897],[248047],[248365],[264134],[267011],[267161],[272908],[273058],[274008],[275890],[275942],[277221],[283186],[283238],[284908],[299622],[299772],[302604],[302656],[306727],[308609],[308661],[309771],[318058],[320935],[321085],[333683],[335565],[335617],[342021],[342732],[345301],[354042],[354192],[357024],[357076],[368735],[369446],[377912],[387607],[389489],[389541],[403912],[421195],[421906],[454010],
     [38378,71742],[49926,89917],[63772,104857],[65252,112112],[81823,129190],[83830,137568],[85468,133431],[102751,154886],[103219,156699],[106987,160982],[119826,176593],[127188,184980],[131325,189568],[131793,191381],[139206,199905],[145891,207932],[158980,222096],[161897,233695],[167353,232780],[174487,239666],[174955,241479],[192104,268202],[197799,265666],[198267,267479],[205930,274556],[220448,290550],[221548,300722],[224761,303935],[230778,301270],[252803,326102],[254737,326650],[255847,336727],[288312,362150],[290881,372015],[323988,397026]
   ]
cell #1662 :
  |C| = 245
  W-rep = phi[[2, 1],[2, 2]]+phi[[1, 1],[3, 2]]
  special rep = phi[[2, 1],[2, 2]] , dim = 140
  orbit = [4, 4, 3, 3]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [137052],[162595],[186655],[192720],[218695],[223771],[225413],[251709],[252932],[257677],[276231],[287234],[291901],[293124],[302945],[311601],[327922],[335906],[338557],[346321],[347544],[371276],[373035],[374258],[381846],[398046],[403082],[406155],[407846],[430981],[432009],[436675],[463154],[468040],[492702],
     [100223,152507],[117672,180214],[124011,181019],[124025,246988],[141133,209545],[143497,203938],[143511,271999],[151073,212990],[164959,228786],[164973,298713],[169408,242818],[170639,236753],[170653,305791],[172409,237153],[193951,262753],[193965,332747],[195721,263153],[200565,277873],[201428,271155],[201537,341525],[201893,270041],[211909,281246],[211923,353133],[223785,365612],[226276,297869],[226385,368239],[226741,296755],[234659,306856],[234822,305633],[244049,316677],[244063,386671],[245819,317077],[249739,321692],[249753,393325],[257786,400421],[258142,329716],[260659,333812],[260822,332589],[269592,341654],[276245,418072],[278736,352289],[278845,420699],[279201,351175],[283527,357365],[283541,425653],[285297,357765],[293287,365454],[296306,368368],[302959,442920],[308950,389830],[308964,448302],[311710,450519],[312066,383640],[314583,387736],[314746,386513],[319182,392481],[319291,457815],[319647,391367],[329267,400550],[335920,471614],[338666,473831],[339022,409640],[344562,423736],[344671,478830],[345027,415326],[347707,417914],[350726,420828],[355271,426718],[355434,425495],[357379,489870],[371385,500292],[371741,440174],[374421,442762],[377082,453180],[377762,505347],[380155,456253],[380318,448144],[383191,450648],[389844,514776],[390918,457944],[392590,516993],[392946,459738],[403762,524727],[406318,471456],[409191,473960],[411827,483625],[412504,477931],[414877,478959],[423845,539196],[424201,487124],[426881,489712],[437352,499393],[439725,500421],[444728,511202],[445617,506316],[453860,559085],[456416,514618],[459289,517122],[468929,525696],[476365,531606],[484302,538297],[486675,539325],[497827,548760],[512091,560054],[536731,578466]
   ]
cell #1663 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[2, 1]]+phi[[1, 1, 1],[3, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [51834],[63960],[81389],[85656],[102629],[106553],[120014],[127090],[131203],[132082],[139394],[145457],[158882],[159669],[165411],[166919],[174365],[175244],[187934],[190004],[190132],[193265],[197677],[198556],[205832],[206619],[219240],[220326],[222698],[225050],[225484],[230680],[231467],[240102],[240230],[248654],[251995],[253003],[254639],[258222],[259308],[259865],[266102],[266230],[275158],[277510],[283927],[287305],[287555],[288485],[292187],[293195],[294831],[294959],[301872],[304224],[312146],[313232],[320026],[320154],[323365],[323472],[327993],[328243],[329030],[329173],[330988],[339102],[340188],[346607],[347615],[349251],[349379],[356292],[363811],[363918],[364953],[373321],[374329],[375965],[376093],[381917],[382167],[382954],[383097],[384912],[398332],[399729],[407917],[408167],[408954],[409097],[410912],[416271],[416378],[417413],[432080],[432330],[441119],[441226],[442261],[449827],[464038],[464145],[473139],
     [41372,76953],[55792,93666],[68409,110820],[72727,115747],[72741,170252],[87599,135127],[87613,193564],[92620,141533],[98115,149724],[107638,160548],[107652,223384],[109774,162995],[121957,178289],[121971,243662],[124463,182556],[132096,257135],[132573,190791],[143949,212361],[146542,207498],[146556,275844],[148678,209945],[151667,213869],[151681,283140],[159775,292554],[159848,222826],[168004,232346],[168018,302558],[169953,243363],[173003,238032],[173017,308563],[175258,311059],[175735,240889],[181510,247775],[196315,264032],[196329,335519],[198570,338015],[199047,266889],[200636,277944],[201973,271700],[201987,341975],[204429,272786],[206725,346974],[206798,275286],[214954,284806],[214968,356978],[225064,366998],[226821,298414],[226835,368689],[229277,299500],[231573,373688],[231646,302000],[233865,313789],[234730,306927],[234836,377289],[235287,305919],[246413,317956],[246427,389443],[248668,391939],[249145,320813],[258236,400871],[259414,402025],[259487,331116],[260730,333883],[260836,403289],[261287,332875],[269498,342905],[269663,341725],[277524,419458],[279281,352834],[279295,421149],[281737,353920],[284033,426148],[284106,356420],[292979,433993],[293301,434233],[293752,365740],[296212,369619],[296377,368439],[304238,444306],[305376,377396],[312160,450969],[313338,452123],[313411,385040],[314654,387807],[314760,453387],[315211,386799],[329338,400621],[332332,403396],[339116,474281],[340294,475435],[340367,411040],[347399,480943],[347721,481183],[348172,418200],[350632,422079],[350797,420899],[365197,434340],[374113,502405],[374435,502645],[374886,443048],[383262,450719],[386256,453494],[409262,474031],[417657,481290],[442505,502752]
   ]
cell #1664 :
  |C| = 126
  W-rep = phi[[3, 1, 1],[1, 1]]
  special rep = phi[[3, 1, 1],[1, 1]] , dim = 126
  orbit = [6, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [46904],[47623],[62804],[62913],[65918],[81199],[84500],[84609],[85219],[85321],[95624],[106363],[107043],[107139],[112778],[118858],[118967],[119577],[119679],[129856],[131892],[132001],[138238],[138347],[138957],[139059],[145267],[145947],[146043],[155038],[157369],[157478],[161648],[161750],[166729],[167409],[167505],[175054],[175163],[182119],[182221],[184379],[184739],[185188],[187744],[189720],[190508],[192160],[192256],[198366],[198475],[208598],[208700],[214359],[214455],[216327],[217202],[217650],[221855],[222304],[223100],[224860],[224969],[233446],[233548],[239818],[240606],[242258],[242354],[248464],[248573],[250634],[251427],[251445],[256184],[256632],[256992],[257441],[265818],[266606],[268258],[268354],[274315],[274764],[275560],[277320],[277429],[286981],[290702],[291619],[291637],[292494],[301029],[301478],[302274],[304034],[304143],[310108],[310556],[310916],[311365],[326409],[326858],[327669],[328480],[337064],[337512],[337872],[338321],[346039],[346057],[346914],[362487],[362935],[372753],[372771],[373628],[381593],[382404],[397764],[397782],[407593],[408404],[429345],[431756],[461736]
   ]
cell #1665 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[2, 1]]+phi[[1, 1, 1],[3, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [51835],[63961],[81390],[85657],[102630],[106554],[120015],[127102],[131204],[132022],[132083],[139395],[145458],[158894],[159670],[159740],[165412],[166920],[174366],[175184],[175245],[187935],[190016],[193266],[197678],[198496],[198557],[205844],[206620],[206690],[219241],[220327],[224990],[225051],[225485],[230692],[231468],[231538],[240114],[248594],[248655],[251996],[253004],[254651],[257462],[258223],[259309],[259379],[259873],[266114],[277450],[277511],[283928],[283998],[287306],[287567],[288493],[292188],[292944],[293196],[294843],[304164],[304225],[311386],[312147],[313233],[313303],[320038],[323449],[323480],[327994],[328255],[328464],[329181],[338342],[339103],[340189],[340259],[346608],[347364],[347616],[349263],[363895],[363926],[373322],[374078],[374330],[375977],[381918],[382179],[382388],[383105],[398333],[407918],[408179],[408388],[409105],[416355],[416386],[432081],[432342],[441203],[441234],[464122],[464153],
     [41373,76954],[41927,170264],[52389,193576],[55793,93667],[55884,141534],[66910,223396],[68410,110821],[68501,162996],[72728,115748],[77508,243674],[85371,257147],[85748,190792],[87600,135128],[96616,275856],[98116,149725],[98207,209946],[100390,283152],[107156,292566],[107216,222827],[107639,160549],[113770,302570],[117839,308575],[119729,311071],[120106,240890],[121958,178290],[124464,182557],[124555,247776],[137219,335531],[139109,338027],[139486,266890],[141959,341987],[143950,212362],[144041,272787],[146060,346986],[146120,275287],[146543,207499],[151668,213870],[152674,356990],[161800,367010],[163421,368701],[165503,299501],[167522,373700],[167582,302001],[168005,232347],[169954,243364],[170317,377373],[170731,305920],[173004,238033],[180381,389455],[182271,391951],[182648,320814],[191217,400883],[192273,402037],[192333,331117],[193629,403373],[194043,332876],[196316,264033],[200637,277945],[201543,341726],[201974,271701],[208750,419470],[210371,421161],[212453,353921],[214472,426160],[214532,356421],[214955,284807],[223117,434005],[223449,434317],[223863,365741],[226391,368440],[226822,298415],[233598,444318],[233873,313797],[234731,306928],[234752,377404],[241315,450981],[242371,452135],[242431,385041],[243727,453471],[244141,386800],[246414,317957],[257792,400622],[260731,333884],[260752,403404],[267315,474293],[268371,475447],[268431,411041],[269506,342913],[275577,480955],[275909,481267],[276323,418201],[278851,420900],[279282,352835],[293217,434348],[296220,369627],[302291,502417],[302623,502729],[303037,443049],[311716,450720],[314655,387808],[314676,453502],[338672,474032],[347637,481298],[350640,422087],[374351,502760]
   ]
cell #1666 :
  |C| = 245
  W-rep = phi[[2, 1],[2, 2]]+phi[[1, 1],[3, 2]]
  special rep = phi[[2, 1],[2, 2]] , dim = 140
  orbit = [4, 4, 3, 3]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [137041],[162584],[186644],[192709],[218684],[223760],[225421],[251698],[252940],[257666],[276220],[287242],[291890],[293132],[302934],[311590],[327930],[335895],[338546],[346310],[347552],[371265],[373024],[374266],[381854],[398035],[403071],[406163],[407854],[430970],[432017],[436683],[463162],[468084],[492746],
     [78913,246892],[94222,271903],[99926,212884],[100212,152496],[111376,298617],[115915,305695],[117375,237047],[117661,180203],[124000,181008],[135295,332651],[136755,263047],[141122,209534],[141566,341605],[141883,269935],[143486,203927],[150280,353037],[160716,365516],[163028,368319],[163345,296649],[164948,228775],[169397,242807],[170304,305622],[170628,236742],[178457,386575],[179917,316971],[183112,393229],[190824,400501],[191141,329610],[193616,332578],[193940,262742],[200573,277881],[201417,271144],[201460,341662],[207666,417976],[209978,420779],[210295,351069],[211898,281235],[214037,425557],[215497,357659],[223436,365443],[226265,297858],[226308,368376],[232514,442824],[234667,306864],[238200,448206],[240922,450599],[241239,383534],[243714,386502],[244038,316666],[247808,457895],[248125,391261],[249728,321681],[257709,400558],[260667,333820],[264200,471518],[266922,473911],[267239,409534],[272819,478910],[273136,415220],[275896,417903],[278725,352278],[278768,420836],[283192,425484],[283516,357354],[284974,489774],[299533,500372],[299850,440068],[302610,442751],[305952,505815],[308615,448133],[308939,389819],[311633,450656],[314591,387744],[318124,514680],[319171,392470],[319214,457952],[320846,517073],[321163,459632],[332908,525195],[335571,471445],[338589,473968],[342027,477920],[344551,423725],[344594,478967],[353953,539276],[354270,487018],[355279,426726],[357030,489701],[368741,499382],[371308,500429],[377071,453169],[377685,506324],[380163,456261],[386832,559553],[389495,514607],[392513,517130],[403685,525704],[411835,483633],[411948,531650],[421201,538286],[423768,539333],[436796,548804],[444772,511246],[453783,560062],[483746,578510]
   ]
cell #1667 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[2, 1]]+phi[[1, 1, 1],[3, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [86907],[103901],[127299],[132021],[132071],[132475],[154658],[159091],[159563],[159728],[175183],[175233],[175637],[184786],[189340],[189908],[198495],[198545],[198949],[206041],[206513],[206678],[221902],[224989],[225039],[229179],[230889],[231361],[231526],[239438],[240006],[248593],[248643],[254848],[257461],[258211],[259202],[259367],[260489],[265438],[266006],[274362],[277449],[277499],[283821],[283986],[289109],[290322],[291422],[292932],[293097],[294735],[295593],[301076],[304163],[304213],[311385],[312135],[313126],[313291],[319930],[324529],[324818],[326456],[327275],[327527],[328380],[329093],[331593],[338341],[339091],[340082],[340247],[345842],[347352],[347517],[349155],[360425],[360677],[360898],[363240],[363267],[372556],[374066],[374231],[375869],[381199],[381451],[382304],[383017],[395832],[395859],[397567],[407199],[407451],[408304],[409017],[415700],[415727],[431362],[431614],[440548],[440575],[463467],[463494],
     [41928,234884],[52390,260884],[55883,201608],[66911,293349],[68500,226456],[72035,121265],[72716,170461],[77509,314808],[85372,328806],[85747,257857],[87588,193773],[92522,142805],[96617,347769],[98206,278916],[100391,355496],[107157,364583],[107215,292767],[107627,223593],[109676,164267],[113771,374483],[117840,380380],[119730,382730],[120105,311781],[121946,243871],[124554,319362],[137220,406380],[139110,408730],[139485,338737],[141960,413137],[144040,344742],[146061,417043],[146119,347187],[146531,276053],[148580,211217],[151656,283349],[152675,426943],[161801,435938],[163422,437985],[165502,371456],[167523,441891],[167581,373901],[167993,302767],[170318,445930],[170730,378453],[172992,308772],[180382,456478],[181412,249047],[182272,458828],[182647,392661],[191218,467194],[192274,467540],[192332,402238],[193630,469242],[194042,404453],[196304,335728],[201542,412885],[201962,343529],[204331,281639],[208751,482888],[210372,484935],[212452,423916],[214473,488841],[214531,426361],[214943,357187],[223118,495485],[223450,496299],[223862,435397],[226390,437733],[226810,370243],[233599,504350],[234489,314413],[234632,378742],[234744,445957],[241316,510356],[242372,510702],[242430,452336],[243728,512404],[244140,454551],[246402,389652],[257791,466942],[260632,404742],[260744,469269],[267316,529736],[268372,530082],[268430,475648],[268879,350013],[269418,413358],[275578,534389],[275910,535203],[276322,482347],[278850,484683],[279270,422703],[293209,496326],[296132,438206],[302292,551543],[302624,552357],[303036,503809],[304637,385517],[311715,510104],[314556,454840],[314668,512431],[338671,529484],[347629,535230],[350552,485156],[374343,552384]
   ]
cell #1668 :
  |C| = 126
  W-rep = phi[[3, 1, 1],[1, 1]]
  special rep = phi[[3, 1, 1],[1, 1]] , dim = 126
  orbit = [6, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [47642],[50795],[62932],[65937],[66578],[75914],[81177],[84628],[85238],[85357],[90786],[95643],[96284],[102393],[106341],[107062],[108771],[112797],[113438],[118986],[119596],[119715],[125144],[126296],[129875],[130967],[131870],[132946],[133842],[138366],[138976],[139095],[145245],[145966],[147675],[152342],[155057],[157497],[160771],[161667],[161786],[166707],[167428],[169137],[174129],[175032],[176108],[177004],[182138],[182257],[184949],[185207],[187722],[189739],[190730],[191203],[192179],[197441],[198344],[199420],[200316],[207721],[208617],[208736],[214378],[217408],[217628],[220090],[222065],[222323],[223339],[224838],[232569],[233465],[233584],[239837],[240828],[241301],[242277],[248442],[251100],[251333],[251630],[256390],[256610],[257598],[265837],[266828],[267301],[268277],[274525],[274783],[275799],[277298],[286401],[286924],[290721],[291525],[291822],[301239],[301497],[302513],[304012],[310314],[310534],[311522],[322685],[326619],[326877],[327612],[337270],[337490],[338478],[345945],[346242],[362693],[362913],[372659],[372956],[381536],[397670],[397967],[407536],[429251],[431699],[461679]
   ]
cell #1669 :
  |C| = 245
  W-rep = phi[[2, 1],[2, 2]]+phi[[1, 1],[3, 2]]
  special rep = phi[[2, 1],[2, 2]] , dim = 140
  orbit = [4, 4, 3, 3]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [195519],[223748],[225839],[253358],[257562],[260007],[276208],[288627],[291127],[293036],[295532],[302922],[311486],[324234],[324757],[327214],[335883],[338442],[345547],[347456],[360364],[371161],[372261],[374170],[381138],[397272],[402967],[406067],[407138],[430866],[431301],[436587],[463066],[468075],[492737],
     [78914,390144],[94223,414103],[99925,354619],[111377,438951],[115916,445529],[117374,379503],[123988,318745],[135296,468841],[136754,405503],[141567,476400],[141882,412389],[143474,344125],[150281,485901],[150871,285095],[160717,495898],[163029,497862],[163344,437237],[164936,370839],[170303,378158],[170616,307282],[172207,245617],[178458,512003],[179916,455601],[183113,517693],[190825,522447],[191140,466446],[193615,404158],[193928,334238],[200991,278299],[201313,343047],[201451,412824],[207667,534802],[209979,536766],[210294,484187],[211886,423299],[214038,540577],[215496,490283],[223435,435102],[226161,369761],[226299,437672],[232515,551956],[234007,313931],[234571,378681],[238201,555517],[240923,556805],[241238,509608],[243713,454256],[244026,388162],[247809,561930],[248124,515979],[249716,460415],[257700,466881],[260571,404681],[264201,570389],[266923,571677],[267238,528988],[268818,349952],[272820,574727],[273135,533057],[275895,482052],[278621,422221],[278759,484622],[283191,424721],[283504,357342],[284975,581662],[299534,587344],[299849,550211],[302609,503514],[305953,590269],[308614,447370],[308927,389807],[311624,510043],[314495,454779],[318125,595508],[319067,392366],[319205,457236],[320847,596796],[321162,563346],[332909,600731],[335570,470682],[338580,529423],[342026,477816],[344447,423621],[344585,478251],[353954,608091],[354269,579917],[355183,426630],[357029,542418],[368740,499278],[371299,499713],[376967,453065],[377676,506228],[380067,456165],[386833,617443],[389494,513844],[392504,563781],[403676,525608],[411739,483537],[411939,531641],[421200,538182],[423759,538617],[436787,548795],[444763,511237],[453774,559966],[483737,578501]
   ]
cell #1670 :
  |C| = 245
  W-rep = phi[[2, 1],[2, 2]]+phi[[1, 1],[3, 2]]
  special rep = phi[[2, 1],[2, 2]] , dim = 140
  orbit = [4, 4, 3, 3]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [196125],[225931],[253450],[259920],[288540],[293642],[295445],[323527],[324670],[329228],[348062],[359706],[363973],[365116],[374776],[383152],[399184],[406673],[409152],[416433],[417576],[439686],[441281],[442424],[449282],[464200],[468438],[471118],[472594],[493100],[493930],[497701],[520232],[524058],[544237],
     [124026,247013],[143512,272024],[151072,282368],[151477,214764],[164974,298738],[170654,305816],[172408,307791],[172813,246223],[180829,247185],[193966,332772],[195720,334747],[201083,278391],[201538,341717],[201892,341889],[203748,272196],[211924,353158],[223786,365637],[226386,368431],[226740,368603],[228596,298910],[233920,313844],[234821,377451],[235177,307374],[244064,386696],[245818,388671],[249754,393350],[257787,400613],[258141,400785],[260821,403451],[261177,334330],[268731,349865],[269553,342960],[269584,412166],[276246,418097],[278846,420891],[279200,421063],[281056,353330],[283542,425678],[285296,427653],[293286,434395],[296267,369674],[296298,437014],[302960,442945],[305295,378594],[308965,448327],[311711,450711],[312065,450883],[314745,453549],[315101,388254],[319292,458007],[319646,458179],[321502,393522],[329259,466223],[332251,404594],[335921,471639],[338667,474023],[339021,474195],[344672,479022],[345026,479194],[347706,481345],[350687,422134],[350718,483964],[355433,488231],[355789,427236],[357380,489895],[371386,500484],[371740,500656],[374420,502807],[377763,506379],[380317,507362],[380673,456771],[383183,509385],[386175,454692],[389845,514801],[390879,459250],[390910,515756],[392591,517185],[392945,517357],[403763,525759],[406317,526742],[409183,528765],[412503,532004],[414838,486636],[414869,532834],[423846,539388],[424200,539560],[425157,489374],[426880,541711],[437351,549158],[439717,549988],[445126,511600],[445609,554590],[447806,514280],[453861,560117],[456415,561100],[459281,563123],[468921,569462],[476239,536605],[476329,573943],[484301,578864],[486667,579694],[497791,586560],[504678,558416],[512083,594581],[536695,607307]
   ]
cell #1671 :
  |C| = 245
  W-rep = phi[[2, 1],[2, 2]]+phi[[1, 1],[3, 2]]
  special rep = phi[[2, 1],[2, 2]] , dim = 140
  orbit = [4, 4, 3, 3]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [263630],[295926],[325151],[331551],[360856],[365597],[367420],[395303],[396276],[400334],[418057],[429524],[433133],[434106],[442905],[450432],[465104],[471599],[473744],[480083],[481056],[500205],[501545],[502518],[508266],[521031],[524315],[526453],[527646],[544494],[545095],[547891],[565595],[568300],[583502],
     [213467,284404],[237630,317554],[246973,318625],[246991,318452],[269212,350346],[271984,344005],[272002,343832],[282343,354594],[298698,370719],[298716,370546],[304595,385475],[305776,379075],[305794,377623],[307766,379478],[332732,405075],[332750,403623],[334722,405478],[340706,419880],[341438,413316],[341528,412215],[341864,412364],[353118,423179],[353136,423006],[365615,434567],[368152,438164],[368242,437063],[368578,437212],[377162,446374],[377274,445401],[386656,455173],[386674,453721],[388646,455576],[393310,460295],[393328,460122],[400424,466272],[400760,466421],[403162,469686],[403274,468713],[412013,476474],[418075,481517],[420612,485114],[420702,484013],[421038,484162],[425638,489855],[425656,488403],[427628,490258],[434218,495770],[436861,497936],[442923,502979],[448287,514761],[448305,507534],[450522,509434],[450858,509583],[453260,512848],[453372,511875],[457728,516906],[457818,515805],[458154,515954],[466070,522521],[471617,526914],[473834,528814],[474170,528963],[478743,539109],[478833,532883],[479169,533032],[481168,534674],[483811,536840],[487942,541422],[488054,540449],[489873,541883],[500295,550037],[500631,550186],[502630,551828],[504935,558673],[505350,554639],[507073,560811],[507185,555389],[509232,556879],[514779,561272],[515603,562004],[516996,563172],[517332,563321],[524730,569511],[526565,570261],[528612,571751],[530737,577597],[531114,574200],[532681,574801],[539199,579743],[539535,579892],[541534,581534],[548268,586817],[549835,587418],[553428,593419],[553847,590714],[559088,594630],[560923,595380],[562970,596870],[568719,601176],[573404,604249],[577974,607564],[579541,608165],[586021,612716],[593838,617888],[606768,625819]
   ]
cell #1672 :
  |C| = 126
  W-rep = phi[[3, 1, 1],[1, 1]]
  special rep = phi[[3, 1, 1],[1, 1]] , dim = 126
  orbit = [6, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [127130],[132210],[154558],[158922],[159935],[175372],[184642],[189240],[190044],[190296],[198684],[205872],[206885],[216954],[221758],[222620],[225178],[230720],[231733],[239338],[240142],[240394],[248782],[250709],[254679],[255936],[256895],[259036],[259574],[265338],[266142],[266394],[274218],[275080],[277638],[284193],[287595],[290222],[294539],[294871],[295123],[300932],[301794],[304352],[309860],[310819],[312960],[313498],[320066],[320318],[323644],[323809],[326312],[328283],[330045],[330580],[330910],[336816],[337775],[339916],[340454],[348959],[349291],[349543],[356214],[359850],[359962],[362239],[364090],[364255],[365946],[366758],[375673],[376005],[376257],[382207],[383969],[384504],[384834],[391699],[394889],[395071],[395326],[399328],[399440],[401016],[408207],[409969],[410504],[410834],[416550],[416715],[418406],[419218],[429016],[429361],[432370],[432901],[433156],[441398],[441563],[443254],[444066],[449426],[449538],[451114],[461498],[464317],[464482],[464941],[472738],[472850],[474426],[479851],[480106],[494074],[494186],[501313],[501568],[508103],[520799],[521054],[527483],[543626],[544932],[564942]
   ]
cell #1673 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[2, 1]]+phi[[1, 1, 1],[3, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [85387],[107188],[119745],[131720],[132059],[132371],[134225],[139125],[146092],[156086],[158221],[158301],[159455],[161816],[167554],[174882],[175221],[175533],[182287],[185607],[185687],[188532],[191233],[192305],[198194],[198533],[198845],[205171],[205251],[206405],[208766],[214504],[218067],[223835],[224688],[225027],[229075],[230019],[230099],[231253],[233614],[238630],[241331],[242403],[248292],[248631],[253978],[254058],[255774],[257577],[258199],[259094],[260385],[264630],[267331],[268403],[276295],[277148],[277487],[283713],[288239],[289005],[289514],[291142],[291314],[293085],[295581],[303009],[303862],[304201],[309698],[311501],[312123],[313018],[324249],[324421],[324806],[327263],[329092],[331592],[336654],[338457],[339079],[339974],[345562],[345734],[347505],[360413],[360897],[362077],[363266],[372276],[372448],[374219],[381187],[383016],[395858],[397287],[397459],[407187],[409016],[415726],[431350],[440574],[463493],
     [41929,235705],[52391,261705],[55882,270527],[66600,364695],[66912,294170],[68499,297241],[72704,235785],[77510,315629],[85373,328927],[85746,330202],[87576,261785],[92418,203036],[96306,417155],[96618,348590],[98205,351661],[100392,282479],[107214,364867],[107615,294250],[109572,227884],[113460,442003],[113772,375304],[114845,177387],[117841,307902],[119731,382851],[120104,384126],[121934,315709],[124553,318554],[133864,467652],[137221,334858],[139111,408851],[139484,410126],[141961,342659],[144039,343934],[146118,417327],[146519,348670],[148476,280344],[151644,282559],[152364,488953],[152676,427764],[160793,496049],[161802,436059],[163423,369373],[165501,370648],[167580,442175],[167981,375384],[170319,378173],[170729,378345],[172980,307982],[177026,510814],[180383,388782],[181308,248943],[182273,458949],[182646,460224],[191219,401555],[192331,467824],[193631,404173],[194041,404345],[196292,334938],[200338,530194],[201541,412873],[201950,343425],[204227,281535],[207743,534953],[208752,483009],[210373,421833],[212451,423108],[214530,489125],[214931,427844],[223451,435117],[223861,435289],[226389,437721],[226798,370139],[232591,552107],[233600,504471],[234385,314309],[234620,378730],[234743,445956],[241317,451653],[242429,510986],[243729,454271],[244139,454443],[246390,388862],[257790,466930],[260620,404730],[260743,469268],[267317,474965],[268429,530366],[268867,350001],[269417,413357],[275911,482067],[276321,482239],[278849,484671],[279258,422599],[293208,496325],[296131,438205],[302625,503529],[303035,503701],[304636,385516],[311714,510092],[314544,454828],[314667,512430],[338670,529472],[347628,535229],[350551,485155],[374342,552383]
   ]
cell #1674 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[2, 1]]+phi[[1, 1, 1],[3, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [86908],[103902],[127300],[132030],[132072],[132476],[154659],[159092],[159564],[159729],[175192],[175234],[175638],[184787],[189341],[189909],[198504],[198546],[198950],[206042],[206514],[206679],[221903],[224998],[225040],[229180],[230890],[231362],[231527],[239439],[240007],[248602],[248644],[254849],[257470],[258212],[259203],[259368],[260490],[265439],[266007],[274363],[277458],[277500],[283822],[283987],[289110],[290323],[291423],[292933],[293098],[294736],[295594],[301077],[304172],[304214],[311394],[312136],[313127],[313292],[319931],[324530],[324819],[326457],[327276],[327528],[328381],[329101],[331601],[338350],[339092],[340083],[340248],[345843],[347353],[347518],[349156],[360426],[360678],[360906],[363241],[363275],[372557],[374067],[374232],[375870],[381200],[381452],[382305],[383025],[395833],[395867],[397568],[407200],[407452],[408305],[409025],[415701],[415735],[431363],[431615],[440549],[440583],[463468],[463502],
     [41935,234885],[52397,260885],[55892,201609],[66918,293350],[68509,226457],[72036,121266],[72717,170462],[77516,314809],[85379,328807],[85756,257858],[87589,193774],[92523,142806],[96624,347770],[98215,278917],[100398,355497],[107164,364584],[107224,292768],[107628,223594],[109677,164268],[113778,374484],[117847,380381],[119737,382731],[120114,311782],[121947,243872],[124563,319363],[137227,406381],[139117,408731],[139494,338738],[141967,413138],[144049,344743],[146068,417044],[146128,347188],[146532,276054],[148581,211218],[151657,283350],[152682,426944],[161808,435939],[163429,437986],[165511,371457],[167530,441892],[167590,373902],[167994,302768],[170420,445931],[170739,378454],[172993,308773],[180389,456479],[181413,249048],[182279,458829],[182656,392662],[191225,467195],[192281,467541],[192341,402239],[193732,469243],[194051,404454],[196305,335729],[201647,412886],[201963,343530],[204332,281640],[208758,482889],[210379,484936],[212461,423917],[214480,488842],[214540,426362],[214944,357188],[223125,495486],[223552,496300],[223871,435398],[226495,437734],[226811,370244],[233606,504351],[234490,314414],[234633,378743],[234847,445965],[241323,510357],[242379,510703],[242439,452337],[243830,512405],[244149,454552],[246403,389653],[257896,466943],[260633,404743],[260847,469277],[267323,529737],[268379,530083],[268439,475649],[268880,350014],[269426,413366],[275585,534390],[276012,535204],[276331,482348],[278955,484684],[279271,422704],[293312,496334],[296140,438214],[302299,551544],[302726,552358],[303045,503810],[304645,385525],[311820,510105],[314557,454841],[314771,512439],[338776,529485],[347732,535238],[350560,485164],[374446,552392]
   ]
cell #1675 :
  |C| = 245
  W-rep = phi[[2, 1],[2, 2]]+phi[[1, 1],[3, 2]]
  special rep = phi[[2, 1],[2, 2]] , dim = 140
  orbit = [4, 4, 3, 3]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [195520],[223749],[225840],[253359],[257563],[260008],[276209],[288628],[291128],[293045],[295541],[302923],[311487],[324235],[324766],[327223],[335884],[338443],[345548],[347465],[360373],[371162],[372262],[374179],[381147],[397273],[402968],[406076],[407147],[430867],[431310],[436596],[463075],[468129],[492791],
     [78921,390153],[94230,414112],[99934,354620],[111384,438960],[115923,445538],[117383,379504],[123989,318746],[135303,468850],[136763,405504],[141666,476454],[141891,412390],[143475,344126],[150288,485910],[150872,285096],[160724,495907],[163128,497916],[163353,437238],[164937,370840],[170407,378159],[170617,307283],[172208,245618],[178465,512012],[179925,455602],[183120,517702],[190924,522501],[191149,466447],[193719,404159],[193929,334239],[200992,278300],[201314,343048],[201556,412833],[207674,534811],[210078,536820],[210303,484188],[211887,423300],[214045,540586],[215505,490284],[223539,435103],[226162,369762],[226404,437681],[232522,551965],[234008,313932],[234580,378690],[238208,555526],[241022,556859],[241247,509609],[243817,454257],[244027,388163],[247908,561984],[248133,515980],[249717,460416],[257805,466890],[260580,404690],[264208,570398],[267022,571731],[267247,528989],[268827,349961],[272919,574781],[273144,533058],[275999,482053],[278622,422222],[278864,484631],[283295,424722],[283505,357343],[284982,581671],[299633,587398],[299858,550212],[302713,503515],[306738,590484],[308718,447371],[308928,389808],[311729,510052],[314504,454788],[318132,595517],[319068,392367],[319310,457245],[320946,596850],[321171,563347],[333694,600946],[335674,470683],[338685,529432],[342789,477817],[344448,423622],[344690,478260],[354053,608145],[354278,579918],[355192,426639],[357133,542419],[369503,499279],[371404,499722],[376968,453066],[378401,506237],[380076,456174],[387618,617658],[389598,513845],[392609,563790],[404401,525617],[411748,483546],[412564,531695],[421963,538183],[423864,538626],[437412,548849],[444817,511291],[454499,559975],[484362,578555]
   ]
cell #1676 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[2, 1]]+phi[[1, 1, 1],[3, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [132029],[132060],[132372],[134226],[156087],[158302],[159456],[159717],[175191],[175222],[175534],[185688],[188533],[189802],[198503],[198534],[198846],[205252],[206406],[206667],[218068],[221096],[224997],[225028],[229076],[230100],[231254],[231515],[238631],[239900],[248601],[248632],[252351],[254059],[257469],[258200],[259095],[259356],[260386],[264631],[265900],[273556],[277457],[277488],[283714],[283975],[289006],[289515],[291315],[292921],[293086],[294629],[295582],[300270],[304171],[304202],[311393],[312124],[313019],[313280],[319824],[324422],[324807],[325650],[327264],[327421],[328369],[329100],[331600],[338349],[339080],[339975],[340236],[345735],[347341],[347506],[349049],[360414],[360571],[360905],[363229],[363274],[372449],[374055],[374220],[375763],[381188],[381345],[382293],[383024],[395821],[395866],[397460],[407188],[407345],[408293],[409024],[415689],[415734],[431351],[431508],[440537],[440582],[463456],[463501],
     [41936,306275],[52398,333231],[55891,270528],[66919,366096],[68508,297242],[72705,235786],[77517,387155],[85380,400049],[85755,330203],[87577,261786],[92419,203037],[96625,418556],[98214,351662],[100399,354690],[107165,433651],[107223,364868],[107616,294251],[109573,227885],[113779,443404],[114846,177388],[117848,379574],[119738,450147],[120113,384127],[121935,315710],[124562,318555],[137228,405574],[139118,473459],[139493,410127],[141968,413031],[144048,343935],[146069,480601],[146127,417328],[146520,348671],[148477,280345],[151645,282560],[152683,490354],[161809,497190],[163430,437879],[165510,370649],[167531,502063],[167589,442176],[167982,375385],[170421,445919],[170738,378346],[172981,307983],[180390,455672],[181309,248944],[182280,516621],[182655,460225],[191226,467088],[192282,523603],[192340,467825],[193733,469231],[194050,404346],[196293,334939],[201646,412874],[201951,343426],[204228,281536],[208759,536094],[210380,484829],[212460,423109],[214481,540967],[214539,489126],[214932,427845],[223126,546218],[223553,496288],[223870,435290],[226494,437722],[226799,370140],[233607,553248],[234386,314310],[234621,378731],[234846,445964],[241324,510250],[242380,557961],[242438,510987],[243831,512393],[244148,454444],[246391,388863],[257895,466931],[260621,404731],[260846,469276],[267324,529630],[268380,572833],[268438,530367],[268868,350002],[269425,413365],[275586,575924],[276013,535192],[276330,482240],[278954,484672],[279259,422600],[293311,496333],[296139,438213],[302300,588541],[302727,552346],[303044,503702],[304644,385524],[311819,510093],[314545,454829],[314770,512438],[338775,529473],[347731,535237],[350559,485163],[374445,552391]
   ]
cell #1677 :
  |C| = 126
  W-rep = phi[[3, 1, 1],[1, 1]]
  special rep = phi[[3, 1, 1],[1, 1]] , dim = 126
  orbit = [6, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [47625],[62911],[65920],[81175],[84607],[85221],[85328],[95626],[102391],[106339],[107041],[107141],[112780],[118965],[119579],[119686],[126294],[129858],[130965],[131868],[131999],[138345],[138959],[139066],[145243],[145945],[146045],[155040],[157476],[161650],[161757],[166705],[167407],[167507],[174127],[175030],[175161],[182121],[182228],[184741],[185186],[187720],[189722],[190515],[192158],[192258],[197439],[198342],[198473],[208600],[208707],[214357],[214457],[217200],[217626],[220088],[221857],[222302],[223102],[224836],[224967],[233448],[233555],[239820],[240613],[242256],[242356],[248440],[248571],[251098],[251331],[251438],[256182],[256608],[256994],[257439],[265820],[266613],[268256],[268356],[274317],[274762],[275562],[277296],[277427],[286399],[286911],[290704],[291523],[291630],[292492],[301031],[301476],[302276],[304010],[304141],[310106],[310532],[310918],[311363],[322672],[326411],[326856],[327599],[328473],[337062],[337488],[337874],[338319],[345943],[346050],[346912],[362485],[362911],[372657],[372764],[373626],[381523],[382397],[397668],[397775],[407523],[408397],[429249],[431686],[461666]
   ]
cell #1678 :
  |C| = 245
  W-rep = phi[[2, 1],[2, 2]]+phi[[1, 1],[3, 2]]
  special rep = phi[[2, 1],[2, 2]] , dim = 140
  orbit = [4, 4, 3, 3]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [136574],[160610],[162505],[186565],[190590],[192805],[207560],[218780],[221225],[223183],[225533],[232408],[240688],[252480],[253052],[255548],[264094],[266688],[273685],[275643],[288013],[299299],[300399],[302357],[309472],[325779],[332015],[335318],[336428],[361320],[361851],[367868],[396724],[402708],[430607],
     [45964,318439],[57006,343819],[60914,282381],[69623,370533],[72963,377610],[74062,307804],[78807,247285],[87835,403610],[88934,334760],[92747,412130],[92870,341902],[94116,272296],[99329,422993],[99745,215316],[107874,434554],[109901,436978],[110024,368616],[111270,299010],[115702,306404],[115809,236663],[117194,179736],[122193,453708],[123292,388684],[125677,460109],[132700,466187],[132823,400798],[135082,333360],[135189,262663],[141043,209455],[141332,271240],[141582,342433],[146778,481504],[148805,483928],[148928,421076],[150174,353430],[151903,488390],[153002,427666],[160503,366225],[162794,297954],[163044,369147],[168240,502966],[169493,242903],[170051,306976],[173239,507521],[175862,509349],[175985,450896],[178244,387284],[178351,316587],[181637,515720],[181760,458192],[183006,393622],[190840,401329],[193363,333932],[196551,526901],[199174,528729],[199297,474208],[200685,277993],[204556,532798],[204679,479207],[207453,418685],[209744,352374],[209994,421607],[213824,354819],[213931,284868],[215190,541870],[229404,549952],[229527,500669],[232301,443533],[236114,554229],[237987,379703],[238094,318018],[240938,451427],[243461,387856],[246649,561259],[247574,320612],[247824,390352],[249272,563087],[249395,517370],[262114,569101],[263987,405703],[266938,474739],[270955,413780],[272585,353719],[272835,414311],[281864,579658],[281987,539573],[282939,356777],[284761,490483],[297669,438628],[299549,439159],[305059,385939],[306654,446822],[308362,389242],[316038,594220],[317911,455801],[320862,517901],[333610,470134],[341154,420328],[342102,477557],[352089,485578],[353969,486109],[368816,499019],[376708,452806],[387534,513296],[421276,537923]
   ]
cell #1679 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[2, 1]]+phi[[1, 1, 1],[3, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [132037],[132144],[132384],[134238],[156099],[158314],[159468],[159718],[175199],[175306],[175546],[185700],[188545],[189803],[198511],[198618],[198858],[205264],[206418],[206668],[218080],[221097],[225005],[225112],[229088],[230112],[231266],[231516],[238643],[239901],[248609],[248716],[252352],[254071],[257477],[258970],[259107],[259357],[260398],[264643],[265901],[273557],[277465],[277572],[283726],[283976],[289018],[289527],[291327],[292922],[293885],[294630],[295681],[300271],[304179],[304286],[311401],[312894],[313031],[313281],[319825],[324434],[324906],[325651],[327363],[327422],[328370],[329889],[331689],[338357],[339850],[339987],[340237],[345747],[347342],[348305],[349050],[360513],[360572],[360994],[363230],[363363],[372461],[374056],[375019],[375764],[381287],[381346],[382294],[383813],[395822],[395955],[397472],[407287],[407346],[408294],[409813],[415690],[415823],[431450],[431509],[440538],[440671],[463457],[463590],
     [41996,306276],[52458,333232],[55962,270540],[66979,366097],[68579,297254],[72789,235798],[77577,387156],[85440,400050],[85826,330215],[87661,261798],[92431,203049],[96685,418557],[98285,351674],[100459,354691],[107171,433652],[107294,364880],[107700,294263],[109585,227897],[113839,443405],[114858,177400],[117908,379575],[119798,450148],[120184,384139],[122019,315722],[124633,318567],[137288,405575],[139178,473460],[139564,410139],[142648,413032],[144119,343947],[146075,480602],[146198,417340],[146604,348683],[148489,280357],[151729,282572],[152743,490355],[161869,497191],[164110,437880],[165581,370661],[167537,502064],[167660,442188],[168066,375397],[171178,445920],[171468,378358],[173065,307995],[180450,455673],[181321,248956],[182340,516622],[182726,460237],[191906,467089],[192288,523604],[192411,467837],[194490,469232],[194780,404358],[196377,334951],[202435,412973],[202721,343438],[204240,281548],[208819,536095],[211060,484830],[212531,423121],[214487,540968],[214610,489138],[215016,427857],[223132,546219],[224310,496289],[224600,435302],[227283,437821],[227569,370152],[233667,553249],[234398,314322],[235420,378830],[235651,446053],[242004,510251],[242386,557962],[242509,510999],[244588,512394],[244878,454456],[246475,388875],[258684,467030],[261420,404830],[261651,469365],[268004,529631],[268386,572834],[268509,530379],[268967,350101],[270214,413454],[275592,575925],[276770,535193],[277060,482252],[279743,484771],[280029,422612],[294116,496422],[296928,438302],[302306,588542],[303484,552347],[303774,503714],[304733,385613],[312608,510192],[315344,454928],[315575,512527],[339564,529572],[348536,535326],[351348,485252],[375250,552480]
   ]
cell #1680 :
  |C| = 126
  W-rep = phi[[3, 1, 1],[1, 1]]
  special rep = phi[[3, 1, 1],[1, 1]] , dim = 126
  orbit = [6, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [80370],[81237],[85389],[102489],[102628],[106401],[107211],[119747],[127078],[131063],[131202],[131930],[132081],[139127],[145305],[146115],[158870],[159668],[161818],[166767],[167577],[174225],[174364],[175092],[175243],[182289],[187782],[189992],[191235],[192328],[197537],[197676],[198404],[198555],[205820],[206618],[208768],[214527],[217688],[220186],[220325],[223858],[224898],[225049],[230668],[231466],[233616],[240090],[241333],[242426],[248502],[248653],[251196],[251724],[251994],[254627],[256670],[257692],[258221],[259307],[266090],[267333],[268426],[276318],[277358],[277509],[283926],[286338],[287304],[287543],[291916],[292186],[293194],[294819],[303032],[304072],[304223],[310594],[311616],[312145],[313231],[320014],[322625],[323290],[323465],[327992],[328231],[329166],[337550],[338572],[339101],[340187],[346336],[346606],[347614],[349239],[359511],[362973],[363736],[363911],[373050],[373320],[374328],[375953],[381916],[382155],[383090],[398061],[398331],[398989],[407916],[408155],[409090],[416196],[416371],[432079],[432318],[441044],[441219],[449087],[463963],[464138],[472399],[491885],[493735],[519237]
   ]
cell #1681 :
  |C| = 245
  W-rep = phi[[2, 1],[2, 2]]+phi[[1, 1],[3, 2]]
  special rep = phi[[2, 1],[2, 2]] , dim = 140
  orbit = [4, 4, 3, 3]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [165319],[193173],[219148],[225472],[252991],[258130],[259864],[287293],[288484],[293183],[312054],[323471],[327981],[329172],[339010],[347603],[363917],[371729],[374317],[381905],[383096],[406214],[407905],[409096],[416377],[432068],[436734],[439630],[441225],[463213],[464144],[468382],[493044],[497403],[519934],
     [124371,182464],[143857,212269],[151061,213157],[151077,212994],[169861,243271],[172397,237320],[172413,237157],[180840,247009],[195709,263320],[195725,263157],[200624,277932],[201881,271608],[201897,270045],[203759,272020],[226729,298322],[226745,296759],[228607,298734],[233864,313788],[234718,306915],[234826,305637],[235188,305812],[245807,317244],[245823,317081],[258146,329720],[260718,333871],[260826,332593],[261188,332768],[269497,342904],[269651,341713],[279189,352742],[279205,351179],[281067,353154],[285285,357932],[285301,357769],[293291,365458],[293653,365633],[296211,369618],[296365,368427],[305375,377395],[312070,383644],[314642,387795],[314750,386517],[315112,386692],[319635,392934],[319651,391371],[321513,393346],[329326,400609],[332331,403395],[339026,409644],[345015,424189],[345031,415330],[347711,417918],[348073,418093],[350631,422078],[350785,420887],[355330,426777],[355438,425499],[355800,425674],[365196,434339],[371745,440178],[374425,442766],[374787,442941],[380214,456312],[380322,448148],[380684,448323],[383250,450707],[386255,453493],[390823,459194],[390977,458003],[392950,459742],[406322,471460],[406684,471635],[409250,474019],[411886,483684],[412508,477935],[414782,486580],[414936,479018],[417656,481289],[424205,487128],[425237,488175],[426885,489716],[427247,489891],[437356,499397],[439784,500480],[442504,502751],[445070,511544],[445676,506375],[447886,507306],[456420,514622],[456782,514797],[459348,517181],[468988,525755],[471198,526686],[475941,536307],[476707,531948],[484306,538301],[486734,539384],[489454,541655],[498169,549102],[505003,554292],[512150,560113],[514360,561044],[524383,569164],[537073,578808],[558741,594283]
   ]
cell #1682 :
  |C| = 126
  W-rep = phi[[3, 1, 1],[1, 1]]
  special rep = phi[[3, 1, 1],[1, 1]] , dim = 126
  orbit = [6, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [153611],[154555],[159886],[184557],[184687],[189237],[190206],[206836],[217128],[221673],[221803],[222617],[222789],[231684],[239335],[240304],[256110],[256940],[259525],[265335],[266304],[274133],[274263],[275077],[275249],[284144],[290219],[292420],[293790],[295033],[300847],[300977],[301791],[301963],[310034],[310864],[313449],[320228],[323806],[326227],[326357],[329790],[330907],[331079],[336990],[337820],[340405],[346840],[348210],[349453],[356211],[356383],[359363],[359767],[360007],[362413],[364252],[365177],[365703],[366803],[373554],[374924],[376167],[383714],[384831],[385003],[391744],[394626],[395314],[395515],[399245],[399485],[400345],[401891],[409714],[410831],[411003],[416712],[417637],[418163],[419263],[426014],[428970],[429411],[429521],[433144],[433345],[434103],[441560],[442485],[443011],[444111],[449343],[449583],[450443],[451989],[461820],[464479],[464991],[465101],[472655],[472895],[473755],[475301],[480094],[480295],[481053],[493991],[494231],[494652],[501556],[501757],[502515],[508153],[508263],[521042],[521243],[527533],[527643],[533556],[544982],[545092],[550710],[564992],[566019],[583181]
   ]
cell #1683 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[2, 1]]+phi[[1, 1, 1],[3, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [67865],[82382],[102633],[102796],[107240],[107546],[127111],[131207],[131370],[132086],[146144],[146450],[158903],[159673],[159836],[167606],[167912],[174369],[174532],[175248],[190025],[192357],[196223],[197681],[197844],[198560],[205853],[206623],[206786],[214556],[220330],[220493],[223887],[225054],[226029],[230701],[231471],[231634],[240123],[242455],[248658],[251999],[253548],[254660],[258226],[259312],[259475],[259931],[266123],[268455],[276347],[277514],[283931],[284094],[287309],[287576],[288551],[292191],[293199],[293740],[294852],[295439],[303061],[304228],[312150],[313236],[313399],[320047],[323538],[324664],[327997],[328264],[329239],[339106],[340192],[340355],[346611],[347619],[348160],[349272],[359700],[363984],[365110],[373325],[374333],[374874],[375986],[381921],[382188],[383163],[398336],[399178],[407921],[408188],[409163],[416444],[417570],[432084],[432351],[441292],[442418],[449276],[464211],[472588],[493924],
     [55248,97571],[72635,116740],[87507,136120],[92608,141700],[92624,141537],[109762,163162],[109778,162999],[115568,170273],[121865,179282],[132120,257172],[132561,190958],[132577,190795],[134948,193585],[148666,210112],[148682,209949],[151575,214862],[159852,222830],[160369,223405],[172911,246321],[175282,311096],[175723,241056],[175739,240893],[178110,243683],[181498,247942],[181514,247779],[190212,257156],[198594,338052],[199035,267056],[199051,266893],[201181,278489],[204417,272953],[204433,272790],[206802,275290],[207319,275865],[213690,283161],[225088,367035],[229265,299667],[229281,299504],[231650,302004],[232167,302579],[233931,313855],[235275,307472],[235291,305923],[237853,308584],[240310,311080],[248692,391976],[249133,320980],[249149,320817],[258260,400908],[259491,331120],[261275,334428],[261291,332879],[263853,335540],[266310,338036],[268725,349859],[269564,342971],[269667,341729],[270121,341996],[277548,419495],[281725,354087],[281741,353924],[284110,356424],[284627,356999],[293756,365744],[295039,367019],[296278,369685],[296381,368443],[296835,368710],[304262,444343],[305289,378588],[305442,377462],[312184,451006],[313415,385044],[315199,388352],[315215,386803],[317777,389464],[320234,391960],[329342,400625],[329796,400892],[332245,404588],[332398,403462],[339140,474318],[340371,411044],[341473,412160],[348176,418204],[349459,419479],[350698,422145],[350801,420903],[351255,421170],[365263,434406],[368187,437008],[374890,443052],[376173,444327],[383266,450723],[383720,450990],[386169,454686],[386322,453560],[400369,466217],[409266,474035],[409720,474302],[417723,481356],[420647,483958],[442571,502818],[450467,509379],[473779,528759]
   ]
cell #1684 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[2, 1]]+phi[[1, 1, 1],[3, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [86895],[103889],[127115],[127287],[132119],[132463],[154550],[158907],[159079],[159840],[175281],[175625],[189232],[190029],[190201],[198593],[198937],[205857],[206029],[206790],[222612],[225087],[229167],[230705],[230877],[231638],[239330],[240127],[240299],[248691],[254664],[254836],[258259],[259479],[260477],[265330],[266127],[266299],[275072],[277547],[284098],[287580],[289097],[290214],[293744],[294856],[295028],[295501],[301786],[304261],[312183],[313403],[320051],[320223],[323542],[323801],[324726],[328268],[329243],[329785],[330902],[331514],[339139],[340359],[348164],[349276],[349448],[356206],[359762],[360819],[363988],[364247],[365172],[374878],[375990],[376162],[382192],[383167],[383709],[384826],[395266],[399240],[400297],[408192],[409167],[409709],[410826],[416448],[416707],[417632],[432355],[433096],[441296],[441555],[442480],[449338],[450395],[464215],[464474],[472650],[473707],[480046],[493986],[501508],[520994],
     [72023,121253],[72742,170277],[87614,193589],[92510,142793],[92619,201500],[107241,292674],[107653,223409],[109664,164255],[109773,226348],[115557,170449],[121972,243687],[132097,257160],[132572,257749],[134937,193761],[146145,347094],[146557,275869],[148568,211205],[148677,278808],[151682,283165],[159847,292659],[160358,223581],[167607,373808],[168019,302583],[173018,308588],[175259,311084],[175734,311673],[178099,243859],[181400,249035],[181509,319254],[192358,402145],[196330,335544],[198571,338040],[199046,338629],[201988,342000],[204319,281627],[204428,344634],[206797,347079],[207308,276041],[213679,283337],[214557,426268],[214969,357003],[223888,434684],[225065,367023],[226836,368714],[229276,371348],[231645,373793],[232156,302755],[234477,314401],[234837,377466],[235286,377725],[237842,308760],[242456,452243],[246428,389468],[248669,391964],[249144,392553],[258237,400896],[259486,402130],[260837,403466],[261286,403725],[263842,335716],[268456,475555],[268787,349921],[269662,412222],[270110,343517],[276348,481634],[277525,419483],[279296,421174],[281736,423808],[284105,426253],[284616,357175],[293302,434410],[293751,434669],[296376,437070],[296824,370231],[303062,503096],[304239,444331],[304558,385438],[305351,378650],[305369,445364],[312161,450994],[313410,452228],[314761,453564],[315210,453823],[317766,389640],[329337,466279],[332307,404650],[332325,468676],[339117,474306],[340366,475540],[341401,413279],[347722,481360],[348171,481619],[350796,484020],[351244,422691],[365190,495733],[368115,438127],[374436,502822],[374885,503081],[383261,509441],[386231,454748],[386249,511838],[409261,528821],[417650,534637],[420575,485077],[442498,551791]
   ]
cell #1685 :
  |C| = 126
  W-rep = phi[[3, 1, 1],[1, 1]]
  special rep = phi[[3, 1, 1],[1, 1]] , dim = 126
  orbit = [6, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [62130],[62929],[66540],[81096],[81221],[84625],[85291],[96246],[102595],[106260],[106385],[107059],[107123],[113400],[118983],[119649],[131169],[131914],[133804],[138363],[139029],[145164],[145289],[145963],[146027],[152304],[157494],[159635],[160113],[161720],[166626],[166751],[167425],[167489],[174331],[175076],[176966],[182191],[185204],[187641],[187766],[190478],[192176],[192240],[197643],[198388],[200278],[206585],[207063],[208670],[214375],[214439],[216861],[217310],[217672],[220292],[222320],[222555],[223084],[224882],[231433],[231911],[233518],[240576],[242274],[242338],[248486],[250685],[251616],[251961],[256292],[256654],[256884],[259274],[266576],[268274],[268338],[274780],[275015],[275544],[277342],[283893],[286298],[287032],[287133],[291808],[292153],[292323],[301494],[301729],[302258],[304056],[310216],[310578],[310808],[313198],[323250],[326874],[327720],[327821],[337172],[337534],[337764],[340154],[346228],[346573],[346743],[362595],[362957],[363696],[372942],[373287],[373457],[381644],[381745],[397953],[398298],[407644],[407745],[416156],[431807],[431908],[441004],[461787],[463923],[491845]
   ]
cell #1686 :
  |C| = 175
  W-rep = phi[[2, 2, 2],[1]]+phi[[2, 1],[2, 2]]
  special rep = phi[[2, 1],[2, 2]] , dim = 140
  orbit = [4, 4, 3, 3]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 140
     105 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [152027],[176689],[180856],[180927],[203775],[203846],[205441],[212978],[228623],[228694],[235204],[235975],[237141],[238454],[261204],[261975],[263141],[269759],[270029],[270351],[273342],[281083],[281154],[293669],[296473],[296743],[297065],[305529],[306061],[315128],[315899],[317065],[321529],[321600],[329434],[329704],[332485],[333017],[341559],[348089],[350893],[351163],[351485],[355816],[356587],[357753],[365350],[368273],[374803],[380700],[383358],[383628],[385207],[386409],[386941],[391085],[391355],[391677],[400455],[406700],[409358],[409628],[415044],[415314],[417810],[419196],[420733],[425391],[425923],[427263],[439892],[440162],[442658],[446298],[448040],[449002],[450553],[451898],[456798],[457849],[459456],[459726],[469610],[471352],[473865],[477313],[478864],[479752],[486842],[487112],[489608],[498775],[500326],[505769],[507733],[512772],[514514],[517027],[525149],[531182],[537679],[539230],[548336],[559507],[578042],
     [133527,200001],[158491,230289],[185877,254248],[188356,264454],[217891,289338],[220882,300056],[222993,294440],[251605,323625],[252137,325436],[256873,330026],[275453,348860],[287139,359786],[291797,364071],[292329,365882],[302167,375574],[310797,383950],[327827,399264],[331283,411207],[337753,409950],[346217,416531],[346749,418342],[366736,444044],[372931,441379],[373463,443190],[381751,449362],[397942,464298],[398904,472314],[401800,475210],[407751,472674],[430363,493650],[431914,494010],[432802,501214],[462607,520700],[464571,527113],[492278,544562]
   ]
cell #1687 :
  |C| = 315
  W-rep = phi[[2, 2, 1],[1, 1]]+phi[[2, 1, 1],[2, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [74689],[93122],[110276],[115584],[115655],[134964],[135035],[141521],[149180],[160385],[160456],[162983],[178126],[178197],[182012],[190228],[190779],[207335],[207406],[208491],[209933],[213706],[213777],[222735],[222814],[232183],[232254],[237869],[237940],[239011],[240326],[240877],[247763],[263869],[263940],[266326],[266877],[270137],[270908],[272774],[273409],[275195],[275274],[284643],[284714],[295055],[296851],[297622],[299488],[301909],[301988],[305545],[305907],[306128],[309171],[317793],[317864],[320250],[320801],[329812],[331025],[331104],[332501],[332863],[333084],[341626],[342132],[349475],[351271],[352042],[353908],[356329],[356408],[364990],[365366],[365728],[368340],[368846],[376189],[377309],[383736],[384949],[385028],[386425],[386787],[387008],[400522],[403309],[409736],[410949],[411028],[417450],[417826],[418188],[420800],[421306],[434253],[442298],[442674],[443036],[450620],[453407],[473932],[481203],[502665],
     [49570,89561],[63416,104501],[81226,184669],[81297,127385],[85112,133075],[85320,257060],[102617,154561],[106390,221785],[106461,159177],[107128,292532],[119470,176237],[119678,310984],[131191,189243],[131919,256922],[131990,190299],[138850,199549],[139058,337940],[145294,274245],[145365,206127],[146032,346952],[159657,222623],[161541,233339],[161749,366923],[166756,300959],[166827,230975],[167494,373666],[174353,239341],[175081,310846],[175152,240397],[182220,391864],[187771,326339],[187842,254934],[188913,265011],[190507,400176],[192245,402003],[197665,265341],[198393,337802],[198464,266397],[206607,275083],[208699,419383],[214444,426126],[217677,359989],[218448,289895],[220314,290225],[220949,300123],[223089,433971],[224887,366785],[224958,295126],[231455,301797],[233547,444231],[240605,450274],[242343,452101],[248491,391726],[248562,320321],[251621,395179],[251983,323812],[252204,325503],[255247,336127],[256659,399467],[256889,465544],[257430,330583],[259296,330913],[266605,473586],[268343,475413],[275549,480921],[277347,419245],[277418,349546],[283915,356217],[287206,359853],[287712,361550],[291813,433009],[292175,364258],[292396,365949],[302263,502383],[304061,444093],[304132,376260],[310583,449565],[310813,508706],[311354,384507],[313220,384837],[323385,395338],[327894,399331],[328400,401028],[337539,472877],[337769,528086],[338310,410507],[340176,410837],[346233,479959],[346595,416718],[346816,418409],[362962,494213],[363831,433168],[372947,501421],[373309,441566],[373530,443257],[381818,449429],[382324,451126],[397958,520907],[398320,464485],[407818,472741],[408324,474438],[416291,480118],[431981,494077],[441139,501580],[464058,521066]
   ]
cell #1688 :
  |C| = 315
  W-rep = phi[[2, 2, 1],[1, 1]]+phi[[2, 1, 1],[2, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [74690],[93123],[110277],[115583],[115656],[134963],[135036],[141522],[149181],[160384],[160457],[162984],[178125],[178198],[182013],[190227],[190780],[207334],[207407],[208492],[209934],[213705],[213778],[222734],[222815],[232182],[232255],[237868],[237941],[239012],[240325],[240878],[247764],[263868],[263941],[266325],[266878],[270136],[270909],[272775],[273410],[275194],[275275],[284642],[284715],[295054],[296850],[297623],[299489],[301908],[301989],[305544],[305908],[306129],[309178],[317792],[317865],[320249],[320802],[329811],[331024],[331105],[332500],[332864],[333085],[341627],[342139],[349474],[351270],[352043],[353909],[356328],[356409],[364989],[365365],[365729],[368341],[368853],[376188],[377316],[383735],[384948],[385029],[386424],[386788],[387009],[400523],[403316],[409735],[410948],[411029],[417449],[417825],[418189],[420801],[421313],[434260],[442297],[442673],[443037],[450621],[453414],[473933],[481210],[502672],
     [49571,89562],[63417,104502],[81225,184670],[81298,127386],[85113,133076],[85313,257061],[102618,154562],[106389,221786],[106462,159178],[107127,292533],[119471,176238],[119671,310985],[131192,189244],[131918,256923],[131991,190300],[138851,199550],[139051,337941],[145293,274246],[145366,206128],[146031,346953],[159658,222624],[161542,233340],[161742,366924],[166755,300960],[166828,230976],[167493,373667],[174354,239342],[175080,310847],[175153,240398],[182213,391865],[187770,326340],[187843,254935],[188914,265012],[190500,400177],[192244,402004],[197666,265342],[198392,337803],[198465,266398],[206608,275084],[208692,419384],[214443,426127],[217676,359990],[218449,289896],[220315,290226],[220950,300124],[223088,433972],[224886,366786],[224959,295127],[231456,301798],[233540,444232],[240598,450275],[242342,452102],[248490,391727],[248563,320322],[251620,395180],[251984,323813],[252205,325504],[255254,336134],[256658,399468],[256888,465545],[257431,330584],[259297,330914],[266598,473587],[268342,475414],[275548,480922],[277346,419246],[277419,349547],[283916,356218],[287207,359854],[287719,361557],[291812,433010],[292176,364259],[292397,365950],[302262,502384],[304060,444094],[304133,376261],[310582,449566],[310812,508707],[311355,384508],[313221,384838],[323392,395345],[327895,399332],[328407,401035],[337538,472878],[337768,528087],[338311,410508],[340177,410838],[346232,479960],[346596,416719],[346817,418410],[362961,494214],[363838,433175],[372946,501422],[373310,441567],[373531,443258],[381819,449430],[382331,451133],[397957,520908],[398321,464486],[407819,472742],[408331,474445],[416298,480125],[431982,494078],[441146,501587],[464065,521073]
   ]
cell #1689 :
  |C| = 126
  W-rep = phi[[3, 1, 1],[1, 1]]
  special rep = phi[[3, 1, 1],[1, 1]] , dim = 126
  orbit = [6, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [250626],[251500],[257285],[286973],[287090],[291692],[292748],[311209],[323305],[327661],[327778],[328535],[328791],[338165],[346112],[347168],[363751],[364488],[367148],[372826],[373882],[381585],[381702],[382459],[382715],[392089],[397837],[399669],[401680],[402219],[407585],[407702],[408459],[408715],[416211],[416948],[419608],[426342],[429806],[431748],[431865],[435378],[435667],[435923],[441059],[441796],[444456],[449767],[451778],[452317],[458557],[458813],[461728],[462116],[462170],[463978],[465386],[466771],[467179],[467445],[473079],[475090],[475629],[482328],[482617],[482873],[488746],[491638],[492147],[492165],[494948],[495002],[496221],[496810],[503790],[504079],[504335],[508548],[509933],[510341],[510607],[516241],[519067],[519294],[519432],[521857],[521875],[522916],[527928],[529313],[529721],[529987],[533852],[533906],[535125],[535714],[543695],[545377],[545642],[545780],[551006],[551060],[552279],[552868],[556215],[556233],[557274],[566315],[566369],[566577],[571087],[571105],[572146],[575348],[575486],[584235],[584253],[587965],[588103],[591696],[599007],[599145],[602158],[610776],[611214],[620594]
   ]
cell #1690 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[2, 1]]+phi[[1, 1, 1],[3, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [134105],[155966],[184694],[184867],[190254],[190648],[217155],[221810],[221983],[222796],[240352],[240746],[256137],[256947],[257120],[266352],[266746],[274270],[274443],[275256],[292447],[295081],[299357],[300984],[301157],[301970],[310061],[310871],[311044],[320276],[326364],[326537],[329838],[331086],[332073],[337017],[337827],[338000],[346867],[349501],[356390],[360014],[361378],[362440],[365710],[366810],[366983],[367469],[373581],[376215],[383762],[385010],[391751],[391924],[395321],[395542],[396325],[399492],[400352],[400856],[401918],[402534],[409762],[411010],[418170],[419270],[419443],[426041],[429573],[430433],[433151],[433372],[434155],[443018],[444118],[444291],[449590],[450450],[450954],[452016],[461929],[465153],[466013],[472902],[473762],[474266],[475328],[480101],[480322],[481105],[494238],[494761],[501563],[501784],[502567],[508315],[509175],[521049],[521270],[527695],[528555],[533665],[545144],[550819],[566128],
     [114725,177267],[141390,202916],[162852,227764],[170237,234965],[170255,234792],[193549,260965],[193567,260792],[201475,269615],[209802,280224],[222848,292685],[223369,293430],[223387,293257],[226323,296329],[243647,314889],[243665,314716],[247632,320670],[257138,328714],[257724,329290],[272643,353777],[275308,347105],[275829,347850],[275847,347677],[278783,350749],[283125,355577],[283143,355404],[292634,364655],[302022,373819],[302543,374564],[302561,374391],[305117,385997],[308548,380461],[308566,380288],[311062,382638],[311648,383214],[319229,390941],[331138,402156],[335504,406461],[335522,406288],[338018,408638],[338604,409214],[340755,419929],[341960,413838],[341978,412474],[344609,414900],[347054,417115],[356442,426279],[356963,427024],[356981,426851],[365762,434695],[367001,435846],[368674,438686],[368692,437322],[371323,439748],[373768,441963],[376534,452632],[377211,446423],[377292,445419],[377700,445640],[385062,452254],[389428,456559],[389446,456386],[391942,458736],[392528,459312],[400874,466531],[402105,467612],[403211,469735],[403292,468731],[403700,468952],[411062,475566],[411956,477383],[412062,476523],[418222,481645],[419461,482796],[421134,485636],[421152,484272],[423783,486698],[426228,488913],[434236,495788],[434644,496009],[436804,498845],[436910,497985],[443070,503107],[444309,504258],[445232,505091],[450972,509693],[452203,510774],[453309,512897],[453390,511893],[453798,512114],[466119,522570],[468544,524471],[474284,529073],[475515,530154],[481186,534692],[481594,534913],[483754,537749],[483860,536889],[495601,546370],[502648,551846],[503056,552067],[509281,556928],[511706,558829],[528661,571800],[534505,576076],[551659,588693]
   ]
cell #1691 :
  |C| = 245
  W-rep = phi[[2, 1],[2, 2]]+phi[[1, 1],[3, 2]]
  special rep = phi[[2, 1],[2, 2]] , dim = 140
  orbit = [4, 4, 3, 3]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [89175],[109429],[128902],[134164],[156025],[160694],[162092],[184926],[186152],[190707],[207644],[217337],[222042],[223268],[232492],[240805],[256319],[264178],[266805],[274502],[275728],[299416],[301216],[302442],[310243],[326596],[332132],[335403],[337199],[361437],[362622],[367953],[396809],[402581],[430480],
     [61155,100959],[74303,123533],[78840,180739],[78891,124157],[92275,148333],[94149,203658],[94200,143643],[99846,150997],[111303,228506],[111354,165105],[114784,177326],[115842,235087],[115893,172064],[117295,172333],[135222,261087],[135273,195376],[136675,195645],[140630,209042],[141449,202975],[141556,269642],[141803,201817],[150207,280966],[150258,212055],[160643,293552],[162911,227823],[163018,296356],[163265,226665],[170136,236250],[170296,235024],[178384,315011],[178435,245474],[179837,245743],[183039,321412],[183090,249885],[190814,329317],[191061,258066],[193448,262250],[193608,261024],[201470,269797],[207593,347972],[209861,280283],[209968,350776],[210215,279125],[213964,355699],[214015,284952],[215417,285221],[223428,293489],[226318,296511],[232441,374686],[238127,380583],[238178,318102],[240912,383241],[241159,311990],[243546,316174],[243706,314948],[247691,320729],[247798,390968],[248045,319571],[257719,329472],[264127,406583],[266912,409241],[267159,338946],[272702,353836],[272809,414927],[273056,344951],[275888,347909],[278778,350931],[283024,356862],[283184,355636],[284901,427146],[299523,439775],[299770,371665],[302602,374623],[305176,386056],[305942,445667],[308447,389327],[308607,380520],[311643,383396],[318051,456681],[319224,391123],[320836,459339],[321083,392870],[332898,468979],[335563,406520],[338599,409396],[341239,420413],[342019,413897],[344604,415082],[353943,486725],[354190,424125],[357022,427083],[368733,438745],[371318,439930],[376581,452679],[377695,446907],[386822,512141],[389487,456618],[392523,459494],[403695,470219],[412003,477430],[421193,485695],[423778,486880],[436851,498892],[453793,513381],[483801,537796]
   ]
cell #1692 :
  |C| = 315
  W-rep = phi[[2, 2, 1],[1, 1]]+phi[[2, 1, 1],[2, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [118195],[142130],[163592],[170357],[170372],[193669],[193684],[201596],[210542],[223489],[223504],[226444],[243767],[243782],[248372],[257255],[257845],[275949],[275964],[277228],[278904],[283245],[283260],[292579],[292755],[302663],[302678],[308668],[308683],[309778],[311179],[311769],[319350],[335624],[335639],[338135],[338725],[342739],[342754],[344730],[345380],[346999],[347175],[357083],[357098],[367118],[369453],[369468],[371444],[373713],[373889],[377991],[378086],[378441],[380973],[389548],[389563],[392059],[392649],[401650],[402050],[402226],[403991],[404086],[404441],[412659],[412793],[419578],[421913],[421928],[423904],[426173],[426349],[434018],[435030],[435385],[437507],[437641],[444426],[445878],[451748],[452148],[452324],[454089],[454184],[454539],[466850],[469190],[475060],[475460],[475636],[480968],[481980],[482335],[484457],[484591],[496247],[502430],[503442],[503797],[510012],[512352],[529392],[535151],[552305],
     [83837,137575],[85319,328629],[103226,156706],[107116,364544],[119677,382553],[127195,184987],[127210,251458],[131800,191388],[131815,328493],[131979,257240],[139057,408553],[146020,417004],[154646,217180],[158987,222103],[159002,291650],[159551,292472],[161748,435761],[167482,441852],[174962,241486],[174977,382417],[175141,311164],[182219,458651],[189328,256162],[190506,465932],[192233,467501],[198274,267486],[198289,408417],[198453,338120],[205937,274563],[205952,346070],[206501,346892],[208698,482711],[214432,488802],[223077,495446],[224768,303942],[224783,435625],[224947,367103],[230785,301277],[230800,372784],[231349,373606],[233546,504173],[239426,310086],[240604,509094],[242331,510663],[248387,458515],[248551,392044],[254744,326657],[254759,397795],[255854,336734],[255869,465344],[256790,522023],[257419,401635],[259190,401943],[265426,337042],[266604,528474],[268331,530043],[275537,534350],[277243,482575],[277407,419563],[283809,426066],[288319,362157],[288334,429764],[290310,362465],[290960,372094],[291055,494708],[291410,433397],[292305,434935],[302251,551504],[303957,504037],[304121,444411],[309793,508506],[310714,556381],[311343,451733],[313114,452041],[324067,397105],[324162,461876],[324517,395567],[327049,406973],[327183,465313],[328328,466716],[336749,527886],[337670,571253],[338299,475045],[340070,475353],[345475,533612],[345830,480347],[346725,481885],[360199,431136],[360333,429733],[362172,545335],[363188,494893],[372189,550766],[372544,501809],[373439,503347],[381107,508475],[382252,509878],[395780,462061],[397200,566075],[397555,521295],[407107,527855],[408252,529258],[415648,533797],[431270,545304],[440496,550951],[463415,566260]
   ]
cell #1693 :
  |C| = 126
  W-rep = phi[[3, 1, 1],[1, 1]]
  special rep = phi[[3, 1, 1],[1, 1]] , dim = 126
  orbit = [6, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [126179],[127105],[132040],[154411],[154536],[158897],[159743],[175202],[184657],[189093],[189218],[190019],[190095],[198514],[205847],[206693],[221773],[222598],[225008],[230695],[231541],[239191],[239316],[240117],[240193],[248612],[254654],[256910],[257480],[259382],[265191],[265316],[266117],[266193],[274233],[275058],[277468],[284001],[287570],[290075],[290200],[292947],[294846],[294922],[300947],[301772],[304182],[310834],[311404],[313306],[320041],[320117],[323091],[323452],[323787],[326327],[328258],[328467],[328993],[330888],[337790],[338360],[340262],[347367],[349266],[349342],[356192],[358970],[359676],[359977],[363898],[364233],[364427],[366773],[374081],[375980],[376056],[382182],[382391],[382917],[384812],[391714],[394601],[395122],[395188],[399154],[399455],[399599],[408182],[408391],[408917],[410812],[416358],[416693],[416887],[419233],[429386],[432345],[432952],[433018],[441206],[441541],[441735],[444081],[449252],[449553],[449697],[464125],[464460],[464966],[472564],[472865],[473009],[479902],[479968],[493900],[494201],[501364],[501430],[508128],[520850],[520916],[527508],[543677],[544957],[564967]
   ]
cell #1694 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[2, 1]]+phi[[1, 1, 1],[3, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [192653],[218628],[251477],[251642],[257179],[257610],[287071],[291669],[291834],[292629],[311103],[311534],[327759],[328512],[328677],[338059],[338490],[346089],[346254],[347049],[364469],[367042],[371209],[372803],[372968],[373763],[381683],[382436],[382601],[391983],[397814],[397979],[400915],[402100],[403015],[407683],[408436],[408601],[416929],[419502],[426223],[429783],[430914],[431846],[434639],[435644],[435809],[436278],[441777],[444350],[451013],[452198],[458534],[458699],[461976],[462151],[462757],[465363],[466060],[466494],[467426],[468011],[474325],[475510],[481589],[482594],[482759],[488727],[492029],[492673],[494808],[494983],[495589],[503051],[504056],[504221],[508525],[509222],[509656],[510588],[519351],[521739],[522383],[527905],[528602],[529036],[529968],[533712],[533887],[534493],[545354],[545699],[550866],[551041],[551647],[556097],[556741],[566175],[566350],[570969],[571613],[575405],[584117],[588022],[599064],
     [169341,242751],[170267,305401],[193579,332357],[201361,271088],[201486,341491],[222849,364682],[223399,365222],[226209,297802],[226334,368205],[234755,305566],[243677,386281],[257150,399861],[257735,400387],[260755,332522],[275309,417142],[275859,417682],[278669,352222],[278794,420665],[283155,425263],[292645,433700],[293220,365387],[302023,441990],[302573,442530],[308578,447912],[311074,449959],[311659,450485],[314679,386446],[319115,392414],[319240,457781],[331139,467639],[335534,471224],[338030,473271],[338615,473797],[341990,476733],[344495,423669],[344620,478796],[347065,480650],[347640,417847],[355367,425428],[356443,488940],[356993,489480],[365763,496036],[367013,497002],[368704,498195],[371334,500258],[373779,502112],[374354,442695],[377015,453113],[377376,505138],[377711,505313],[380251,448077],[385063,510801],[389458,514386],[391954,516433],[392539,516959],[400886,522780],[402116,523652],[403376,524518],[403711,524693],[406251,471389],[411063,530181],[411430,483228],[412136,530933],[412437,477864],[418223,534940],[419473,535906],[421164,537099],[423794,539162],[426239,541016],[426814,489645],[434320,546417],[434655,546592],[436984,548087],[437285,499326],[443071,552094],[444321,553060],[444699,511173],[445220,505919],[445286,553709],[450984,557138],[452214,558010],[453474,558876],[453809,559051],[456349,514551],[466193,567195],[468532,525299],[468598,568581],[474296,572010],[475526,572882],[476336,531577],[481270,576123],[481605,576298],[483934,577793],[484235,538230],[495655,584898],[497798,548731],[502732,588740],[503067,588915],[509355,592314],[511694,559657],[511760,593700],[528735,602776],[534559,605645],[536702,578437],[551713,614112]
   ]
cell #1695 :
  |C| = 126
  W-rep = phi[[3, 1, 1],[1, 1]]
  special rep = phi[[3, 1, 1],[1, 1]] , dim = 126
  orbit = [6, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [153610],[154544],[159799],[184556],[184675],[189226],[190103],[206749],[217127],[221672],[221791],[222606],[222682],[231597],[239324],[240201],[256109],[256928],[259438],[265324],[266201],[274132],[274251],[275066],[275142],[284057],[290208],[292419],[293003],[294930],[300846],[300965],[301780],[301856],[310033],[310852],[313362],[320125],[323795],[326226],[326345],[329001],[330896],[330972],[336989],[337808],[340318],[346839],[347423],[349350],[356200],[356276],[359362],[359684],[359995],[362412],[364241],[364435],[364937],[366791],[373553],[374137],[376064],[382925],[384820],[384896],[391732],[394625],[395239],[395514],[399162],[399473],[399650],[401890],[408925],[410820],[410896],[416701],[416895],[417397],[419251],[426013],[428967],[429410],[429464],[433069],[433344],[433475],[441549],[441743],[442245],[444099],[449260],[449571],[449748],[451988],[461817],[464468],[464990],[465044],[472572],[472883],[473060],[475300],[480019],[480294],[480425],[493908],[494219],[494649],[501481],[501756],[501887],[508152],[508206],[520967],[521242],[527532],[527586],[533553],[544981],[545035],[550707],[564991],[566016],[583178]
   ]
cell #1696 :
  |C| = 126
  W-rep = phi[[3, 1, 1],[1, 1]]
  special rep = phi[[3, 1, 1],[1, 1]] , dim = 126
  orbit = [6, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [286285],[287097],[292800],[323237],[323339],[327785],[328798],[347220],[359552],[363683],[363785],[364495],[364736],[373934],[381709],[382722],[399030],[399703],[402271],[407709],[408722],[416143],[416245],[416955],[417196],[426394],[431872],[433534],[435430],[435930],[440991],[441093],[441803],[442044],[449128],[449801],[452369],[458820],[462177],[463910],[464012],[467186],[467452],[467693],[472440],[473113],[475681],[480484],[482380],[482880],[488753],[488994],[491832],[492154],[492199],[493776],[495009],[496228],[496604],[496844],[501946],[503842],[504342],[510348],[510614],[510855],[516275],[519069],[519473],[519488],[521864],[521909],[522957],[523486],[529728],[529994],[530235],[533913],[535132],[535508],[535748],[540850],[543525],[543697],[543802],[545821],[545836],[546710],[551067],[552286],[552662],[552902],[556222],[556267],[557315],[557844],[565003],[566376],[566579],[566684],[571094],[571139],[572187],[572716],[575527],[575542],[576416],[584242],[584287],[584444],[588144],[588159],[589033],[591698],[591803],[599186],[599201],[602160],[602265],[605191],[611216],[611321],[613658],[620596],[620899],[628166]
   ]
cell #1697 :
  |C| = 315
  W-rep = phi[[2, 2, 1],[1, 1]]+phi[[2, 1, 1],[2, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [173456],[202150],[226998],[234781],[234858],[260781],[260858],[269604],[279458],[292695],[293246],[293323],[296318],[314705],[314782],[319904],[328703],[329279],[347115],[347666],[347743],[349129],[350738],[355393],[355470],[364644],[373829],[374380],[374457],[380277],[380354],[381425],[382627],[383203],[390930],[402166],[406277],[406354],[408627],[409203],[412463],[413111],[414889],[415557],[417104],[426289],[426840],[426917],[434705],[435835],[437311],[437959],[439737],[441952],[445345],[445629],[445787],[448510],[452264],[456375],[456452],[458725],[459301],[466520],[467601],[468657],[468941],[469099],[475576],[476458],[476821],[481655],[482785],[484261],[484909],[486687],[488902],[495714],[495998],[497920],[498283],[503117],[504247],[505043],[509682],[510763],[511819],[512103],[512261],[522505],[524423],[529062],[530143],[534618],[534902],[536824],[537187],[546322],[551772],[552056],[556863],[558781],[571735],[576028],[588645],
     [130294,196768],[155200,219417],[184683,251489],[184760,251745],[189882,258399],[190162,257293],[217144,287079],[221799,291681],[221876,291937],[222690,292737],[239980,312323],[240260,311217],[256126,327767],[256936,328524],[257013,328780],[265980,339279],[266260,338173],[274259,346101],[274336,346357],[275150,347157],[292436,364477],[294709,375843],[294989,367156],[300973,372815],[301050,373071],[301864,373871],[310050,381691],[310860,382448],[310937,382704],[320184,392097],[326353,397826],[326430,398082],[327501,407425],[329060,401688],[330980,402208],[337006,407691],[337816,408448],[337893,408704],[346856,416937],[349409,419616],[356284,426331],[360003,429795],[360651,431588],[362429,431854],[363097,440405],[364945,435367],[366799,435656],[366876,435912],[373570,441785],[376123,444464],[382984,451786],[384904,452306],[391740,458546],[391817,458802],[395247,462042],[395531,462159],[395689,463324],[398412,471822],[399481,465375],[399658,466697],[400129,467168],[401907,467434],[408984,475098],[410904,475618],[417405,482317],[419259,482606],[419336,482862],[426030,488735],[429508,492082],[429871,493158],[433077,494874],[433361,494991],[433519,496156],[442253,503779],[444107,504068],[444184,504324],[449579,508537],[449756,509859],[450227,510330],[452005,510596],[461881,519384],[465088,521792],[465451,522868],[472891,527917],[473068,529239],[473539,529710],[475317,529976],[480027,533778],[480311,533895],[480469,535060],[494227,545366],[494713,545732],[501489,550932],[501773,551049],[501931,552214],[508250,556150],[508613,557226],[520975,566241],[521259,566358],[527630,571022],[527993,572098],[533617,575438],[545079,584170],[550771,588055],[566080,599097]
   ]
cell #1698 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[2, 1]]+phi[[1, 1, 1],[3, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [67866],[82383],[102797],[107547],[127112],[131371],[146451],[154540],[158904],[159771],[159837],[167913],[174533],[189222],[190026],[190099],[196224],[197845],[205854],[206721],[206787],[220494],[222602],[226030],[230702],[231569],[231635],[239320],[240124],[240197],[253549],[254661],[259410],[259476],[259932],[265320],[266124],[266197],[275062],[284029],[284095],[287577],[288552],[290204],[292975],[293741],[294853],[294926],[295446],[301776],[313334],[313400],[320048],[320121],[323539],[323791],[324671],[328265],[328997],[329240],[330892],[340290],[340356],[347395],[348161],[349273],[349346],[356196],[359680],[359707],[363985],[364237],[364431],[365117],[374109],[374875],[375987],[376060],[382189],[382921],[383164],[384816],[399158],[399185],[408189],[408921],[409164],[410816],[416445],[416697],[416891],[417577],[432352],[441293],[441545],[441739],[442425],[449256],[449283],[464212],[464464],[472568],[472595],[493904],[493931],
     [55249,97572],[55888,201490],[68505,226338],[72636,116741],[72737,170274],[85752,257739],[87508,136121],[87609,193586],[92609,141701],[98211,278798],[107220,292649],[107648,223406],[109763,163163],[120110,311663],[121866,179283],[121967,243684],[124559,319244],[132026,328619],[132092,257157],[132562,190959],[139490,338619],[144045,344624],[146124,347069],[146552,275866],[148667,210113],[151576,214863],[151677,283162],[165507,371338],[167586,373783],[168014,302580],[170735,377715],[172912,246322],[173013,308585],[175188,382543],[175254,311081],[175724,241057],[181499,247943],[182652,392543],[192337,402120],[194047,403715],[196325,335541],[198500,408543],[198566,338037],[199036,267057],[201182,278490],[201547,412140],[201983,341997],[204418,272954],[212457,423798],[214536,426243],[214964,357000],[223867,434659],[224994,435751],[225060,367020],[226395,436988],[226831,368711],[229266,299668],[233932,313856],[234832,377463],[235276,307473],[242435,452218],[244145,453813],[246423,389465],[248598,458641],[248664,391961],[249134,320981],[257466,465922],[257796,466197],[258232,400893],[260832,403463],[261276,334429],[268435,475530],[268732,349866],[269565,342972],[269585,412167],[276327,481609],[277454,482701],[277520,419480],[278855,483938],[279291,421171],[281726,354088],[293297,434407],[296279,369686],[296299,437015],[303041,503071],[304168,504163],[304234,444328],[305296,378595],[311390,509084],[311720,509359],[312156,450991],[314756,453561],[315200,388353],[329260,466224],[332252,404595],[338346,528464],[338676,528739],[339112,474303],[347717,481357],[350699,422146],[350719,483965],[374431,502819],[383184,509386],[386176,454693],[409184,528766]
   ]
cell #1699 :
  |C| = 245
  W-rep = phi[[2, 1],[2, 2]]+phi[[1, 1],[3, 2]]
  special rep = phi[[2, 1],[2, 2]] , dim = 140
  orbit = [4, 4, 3, 3]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [111605],[134579],[156440],[162145],[186205],[191122],[192657],[217390],[218632],[223321],[241220],[251646],[256372],[257614],[267220],[275781],[291838],[299831],[302495],[310296],[311538],[335456],[337252],[338494],[346258],[362675],[368006],[371213],[372972],[396862],[397983],[403019],[430918],[436282],[462761],
     [79142,125248],[94451,150509],[99849,212862],[99907,151225],[115199,177741],[117298,237025],[117356,172561],[123931,180760],[136678,263025],[136736,195873],[140683,209095],[141806,269913],[141864,203390],[143417,203679],[163268,296627],[163326,228238],[164879,228527],[169345,242755],[170189,236303],[170299,305421],[170559,235108],[179840,316949],[179898,245971],[191064,329588],[193501,262303],[193611,332377],[193871,261108],[201365,271092],[201523,269850],[210218,351047],[210276,280698],[211829,280987],[215420,357637],[215478,285449],[223431,365242],[223691,293573],[226213,297806],[226371,296564],[234759,305570],[241162,383512],[243599,316227],[243709,386301],[243969,315032],[248048,391239],[248106,321144],[249659,321433],[257772,329525],[260759,332526],[267162,409512],[273059,415198],[273117,354251],[275891,417702],[276151,347993],[278673,352226],[278831,350984],[283077,356915],[283187,425283],[283447,355720],[293224,365391],[299773,440046],[302605,442550],[302865,374707],[308500,389380],[308610,447932],[308870,380604],[311696,383449],[314683,386450],[319119,392418],[319277,391176],[321086,459610],[335566,471244],[335826,406604],[338652,409449],[341292,420466],[342022,476753],[344499,423673],[344657,415135],[347644,417851],[354193,486996],[355371,425432],[357025,489500],[357285,427167],[368736,498215],[371371,439983],[374358,442699],[377019,453117],[377748,446960],[380255,448081],[389490,514406],[389750,456702],[392576,459547],[403748,470272],[406255,471393],[411434,483232],[412441,477868],[421196,537119],[423831,486933],[426818,489649],[437289,499330],[445224,505923],[453846,513434],[456353,514555],[468536,525303],[484239,538234],[511698,559661]
   ]
cell #1700 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[2, 1]]+phi[[1, 1, 1],[3, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [108988],[128461],[154554],[154728],[159885],[160253],[184688],[189236],[189410],[190205],[206835],[207203],[221804],[222616],[222790],[231683],[232051],[239334],[239508],[240303],[256941],[259524],[263737],[265334],[265508],[266303],[274264],[275076],[275250],[284143],[290218],[290392],[293789],[295032],[296033],[300978],[301790],[301964],[310865],[313448],[320227],[323805],[325258],[326358],[329789],[330906],[331080],[331563],[337821],[340404],[348209],[349452],[356210],[356384],[359766],[360008],[360868],[364251],[365176],[365704],[366804],[367421],[374923],[376166],[383713],[384830],[385004],[391745],[395315],[396277],[399244],[399486],[400346],[409713],[410830],[411004],[416711],[417636],[418164],[419264],[429525],[433145],[434107],[441559],[442484],[443012],[444112],[449342],[449584],[450444],[464478],[465105],[472654],[472896],[473756],[480095],[481057],[493990],[494232],[501557],[502519],[508267],[521043],[527647],[545096],
     [91834,147892],[115452,171623],[134832,194935],[141497,201678],[141514,201504],[162959,226526],[162976,226352],[170249,234786],[177994,245033],[190246,257171],[190755,257927],[190772,257753],[193561,260786],[209909,278986],[209926,278812],[213574,284511],[222807,292663],[223381,293251],[237737,317661],[240344,311095],[240853,311851],[240870,311677],[243659,314710],[247739,319432],[247756,319258],[257132,328708],[266344,338051],[266853,338807],[266870,338633],[269319,350453],[272750,344812],[272767,344638],[275267,347083],[275841,347671],[283137,355398],[295073,367034],[299464,371526],[299481,371352],[301981,373797],[302555,374385],[304607,385487],[305883,379182],[305900,377729],[308560,380282],[311056,382632],[320268,391975],[320777,392731],[320794,392557],[329830,400907],[331097,402134],[332839,405182],[332856,403729],[335516,406282],[338012,408632],[340707,419881],[341450,413328],[341539,412226],[341972,412468],[349493,419494],[353884,423986],[353901,423812],[356401,426257],[356975,426845],[365721,434673],[366995,435840],[368164,438176],[368253,437074],[368686,437316],[376207,444342],[377163,446375],[377286,445413],[383754,451005],[385021,452232],[386763,455280],[386780,453827],[389440,456380],[391936,458730],[400435,466283],[400868,466525],[403163,469687],[403286,468725],[409754,474317],[411021,475544],[412014,476475],[418181,481623],[419455,482790],[420624,485126],[420713,484024],[421146,484266],[434230,495782],[436862,497937],[443029,503085],[444303,504252],[450533,509445],[450966,509687],[453261,512849],[453384,511887],[466071,522522],[473845,528825],[474278,529067],[481180,534686],[483812,536841],[502642,551840],[509233,556880],[528613,571752]
   ]
cell #1701 :
  |C| = 315
  W-rep = phi[[2, 2, 1],[1, 1]]+phi[[2, 1, 1],[2, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [94905],[116128],[135508],[141525],[141602],[162987],[163064],[170262],[178670],[190783],[190860],[193574],[209937],[210014],[214250],[222818],[223394],[240881],[240958],[242149],[243672],[247767],[247844],[257064],[257145],[266881],[266958],[272778],[272855],[273955],[275278],[275854],[283150],[299492],[299569],[301992],[302568],[305911],[306674],[308573],[309233],[310988],[311069],[320805],[320882],[331108],[332867],[333630],[335529],[337944],[338025],[341630],[341985],[342194],[345246],[353912],[353989],[356412],[356988],[365732],[366927],[367008],[368344],[368699],[368908],[377371],[377857],[385032],[386791],[387554],[389453],[391868],[391949],[400180],[400526],[400881],[403371],[403857],[411032],[412088],[418192],[419387],[419468],[420804],[421159],[421368],[434315],[436936],[443040],[444235],[444316],[450278],[450624],[450979],[453469],[453955],[466145],[473590],[473936],[474291],[481265],[483886],[502727],[509307],[528687],
     [65199,112059],[81770,129137],[102621,217139],[102698,154833],[106934,160929],[107161,292564],[127100,184701],[131195,256121],[131272,189515],[131994,328588],[145838,207879],[146065,346984],[158892,221817],[159661,292431],[159738,222895],[167300,232727],[167527,373698],[174357,310045],[174434,239613],[175156,382512],[190014,256954],[192051,268149],[192278,402035],[197669,337001],[197746,265613],[198468,408512],[205842,274277],[206611,346851],[206688,275355],[214477,426158],[220318,362424],[220395,290497],[221495,300669],[223122,434003],[224962,435720],[230690,300991],[231459,373565],[231536,302069],[240112,310878],[242376,452133],[248566,458610],[251987,395526],[252750,326049],[254649,326371],[255309,336189],[257434,465891],[259300,401902],[259377,331185],[266112,337834],[268376,475445],[275582,480953],[277422,482670],[283919,426025],[283996,356489],[287210,429458],[287565,360021],[287774,361612],[290826,371960],[292179,433356],[292400,495140],[292942,366495],[294841,366817],[302296,502415],[304136,504132],[311358,509053],[313224,452000],[313301,385109],[320036,391758],[323447,395400],[323933,396971],[327898,465038],[328253,399499],[328462,401090],[338314,528433],[340180,475312],[340257,411109],[346599,480306],[346820,534044],[347362,418955],[349261,419277],[359628,429599],[363893,433230],[364379,434801],[373313,501768],[373534,551198],[374076,443803],[375975,444125],[381822,508200],[382177,449597],[382386,451188],[398324,521254],[399106,465179],[407822,527580],[408177,472909],[408386,474500],[416353,480180],[416839,481751],[431985,545029],[432340,494245],[441201,501642],[441687,503213],[449204,508341],[464120,521128],[472516,527721],[493852,545170]
   ]
cell #1702 :
  |C| = 315
  W-rep = phi[[2, 2, 1],[1, 1]]+phi[[2, 1, 1],[2, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [144435],[170896],[194208],[201493],[201571],[226341],[226419],[234774],[244306],[257181],[257742],[257820],[260774],[278801],[278879],[283784],[292652],[293239],[311105],[311666],[311744],[313089],[314698],[319247],[319325],[328696],[338061],[338622],[338700],[344627],[344705],[345805],[347072],[347659],[355386],[367044],[371341],[371419],[373786],[374373],[377718],[378416],[380270],[380947],[382620],[391985],[392546],[392624],[400917],[402123],[403718],[404416],[406270],[408620],[412143],[412456],[412633],[415516],[419504],[423801],[423879],[426246],[426833],[434662],[435828],[436991],[437304],[437481],[444352],[445338],[445746],[451015],[452221],[453816],[454514],[456368],[458718],[466200],[466513],[468650],[469058],[474327],[475533],[476417],[481612],[482778],[483941],[484254],[484431],[495707],[497879],[503074],[504240],[509362],[509675],[511812],[512220],[522464],[528742],[529055],[534611],[536783],[551765],[556822],[571694],
     [105531,165897],[127734,186912],[154543,217173],[154621,217438],[159526,224028],[159791,222948],[184676,251482],[189225,256155],[189303,256420],[190102,257233],[206476,276488],[206741,275408],[221792,291674],[222605,292465],[222683,292730],[231324,303202],[231589,302122],[239323,310079],[239401,310344],[240200,311157],[256929,328517],[259165,340045],[259430,331238],[265323,337035],[265401,337300],[266200,338113],[274252,346094],[275065,346885],[275143,347150],[284049,356542],[290207,362458],[290285,362723],[291385,372519],[292995,366548],[294929,367096],[300966,372808],[301779,373599],[301857,373864],[310853,382441],[313354,385162],[320124,392037],[323794,395560],[324492,397530],[326346,397819],[327023,406947],[329000,401628],[330895,401936],[330973,402201],[337809,408441],[340310,411162],[347415,419008],[349349,419556],[356199,426059],[356277,426324],[359683,429654],[359996,429788],[360173,431110],[363056,440364],[364240,433390],[364434,434856],[364938,435360],[366792,435649],[374129,443856],[376063,444404],[382924,451726],[384819,452034],[384897,452299],[391733,458539],[395240,462035],[395648,463283],[399161,465234],[399474,465368],[399651,466690],[408924,475038],[410819,475346],[410897,475611],[416700,480340],[416894,481806],[417398,482310],[419252,482599],[429467,492041],[433070,494867],[433478,496115],[441548,501802],[441742,503268],[442246,503772],[444100,504061],[449259,508396],[449572,508530],[449749,509852],[464467,521288],[465047,521751],[472571,527776],[472884,527910],[473061,529232],[480020,533771],[480428,535019],[493907,545225],[494220,545359],[501482,550925],[501890,552173],[508209,556109],[520968,566234],[527589,570981],[545038,584129]
   ]
cell #1703 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[2, 1]]+phi[[1, 1, 1],[3, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [108990],[128463],[154730],[160255],[184690],[189412],[207205],[217148],[221806],[222730],[222792],[232053],[239510],[256130],[256943],[257017],[263739],[265510],[274266],[275190],[275252],[290394],[292440],[296035],[300980],[301904],[301966],[310054],[310867],[310941],[325260],[326360],[331020],[331082],[331565],[337010],[337823],[337897],[346860],[356324],[356386],[360010],[360870],[362433],[364985],[365706],[366806],[366880],[367432],[373574],[384944],[385006],[391747],[391821],[395317],[395535],[396288],[399488],[400133],[400348],[401911],[410944],[411006],[417445],[418166],[419266],[419340],[426034],[429512],[429536],[433147],[433365],[433523],[434118],[442293],[443014],[444114],[444188],[449586],[450231],[450446],[452009],[465092],[465116],[472898],[473543],[473758],[475321],[480097],[480315],[480473],[481068],[494234],[501559],[501777],[501935],[502530],[508254],[508278],[521045],[521263],[527634],[527658],[545083],[545107],
     [91836,147894],[92635,269608],[109789,296322],[115454,171625],[115579,234788],[132588,329283],[134834,194937],[134959,260788],[141499,201680],[148693,350742],[159863,364648],[160380,293253],[162961,226528],[175750,383207],[177996,245035],[178121,314712],[181525,390934],[190147,399779],[190223,328710],[190757,257929],[199062,409207],[204444,414893],[206813,417108],[207330,347673],[209911,278988],[213576,284513],[213701,355400],[229292,439741],[231661,441956],[232178,374387],[235302,445633],[237739,317663],[237864,380284],[240245,449877],[240321,382634],[240855,311853],[247741,319434],[249160,459305],[259502,467605],[261302,468945],[263864,406284],[266245,473189],[266321,408634],[266855,338809],[269321,350455],[269770,476462],[270132,412470],[272752,344814],[281752,486691],[284121,488906],[284638,426847],[293767,496002],[294974,496920],[295050,435842],[296484,497924],[296846,437318],[299466,371528],[304609,385489],[305540,445415],[305885,379184],[313426,510767],[315226,512107],[317788,456382],[320169,516351],[320245,458732],[320779,392733],[329045,522310],[329445,522509],[329807,466527],[332496,468727],[332841,405184],[340382,530147],[340718,419892],[341452,413330],[341553,476486],[348187,534906],[349394,535824],[349470,482792],[350904,536828],[351266,484268],[353886,423988],[365361,495784],[368166,438178],[368267,497948],[374901,552060],[376108,552978],[376184,504254],[377174,446386],[382969,556668],[383369,556867],[383731,509689],[386420,511889],[386765,455282],[400449,522533],[403174,469698],[408969,571540],[409369,571739],[409731,529069],[417821,534688],[420626,485128],[420727,536852],[442669,551842],[450547,556891],[453272,512860],[473859,571763]
   ]
cell #1704 :
  |C| = 126
  W-rep = phi[[3, 1, 1],[1, 1]]
  special rep = phi[[3, 1, 1],[1, 1]] , dim = 126
  orbit = [6, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [62939],[66599],[81231],[84635],[85364],[96305],[101734],[102584],[106395],[107069],[107205],[113459],[118993],[119722],[126982],[131158],[131924],[133863],[138373],[139102],[145299],[145973],[146109],[152363],[157504],[158774],[159624],[160792],[161793],[166761],[167435],[167571],[174320],[175086],[177025],[182264],[185214],[187776],[191210],[192186],[192322],[197632],[198398],[200337],[205724],[206574],[207742],[208743],[214385],[214521],[217415],[217682],[220281],[222330],[223346],[223852],[224892],[230572],[231422],[232590],[233591],[241308],[242284],[242420],[248496],[251718],[251950],[254531],[256397],[256664],[257686],[259263],[267308],[268284],[268420],[274790],[275806],[276312],[277352],[283882],[286827],[286958],[287220],[291910],[292142],[293110],[301504],[302520],[303026],[304066],[310321],[310588],[311610],[313187],[322719],[323196],[326884],[327646],[327908],[337277],[337544],[338566],[340143],[346330],[346562],[347530],[358997],[362700],[362967],[363642],[373044],[373276],[374244],[381570],[381832],[398055],[398287],[407570],[407832],[416102],[431733],[431995],[440950],[461713],[463869],[491791]
   ]
cell #1705 :
  |C| = 126
  W-rep = phi[[3, 1, 1],[1, 1]]
  special rep = phi[[3, 1, 1],[1, 1]] , dim = 126
  orbit = [6, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [102635],[107247],[127109],[131209],[132088],[146151],[153620],[154507],[158901],[159675],[159834],[167613],[174371],[175250],[184566],[189189],[190023],[192364],[197683],[198562],[205851],[206625],[206784],[214563],[220332],[221682],[222569],[223894],[225056],[230699],[231473],[231632],[239287],[240121],[242462],[248660],[252001],[254658],[258228],[259314],[259473],[265287],[266121],[268462],[274142],[275029],[276354],[277516],[283933],[284092],[287311],[287574],[290171],[292193],[293201],[293738],[294850],[300856],[301743],[303068],[304230],[312152],[313238],[313397],[320045],[323536],[323758],[326236],[327999],[328262],[329237],[330859],[339108],[340194],[340353],[346613],[347621],[348158],[349270],[356163],[359372],[359485],[359689],[363982],[364204],[365099],[373327],[374335],[374872],[375984],[381923],[382186],[383161],[384783],[394671],[395057],[398338],[398963],[399167],[407923],[408186],[409161],[410783],[416442],[416664],[417559],[429002],[432086],[432349],[432887],[441290],[441512],[442407],[449061],[449265],[464209],[464431],[472373],[472577],[479837],[493709],[493913],[501299],[519211],[520785],[543612]
   ]
cell #1706 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[2, 1]]+phi[[1, 1, 1],[3, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [107239],[109001],[128474],[132074],[146143],[154661],[154741],[159566],[159825],[160266],[167605],[175236],[184796],[189343],[189423],[189918],[192356],[198548],[206516],[206775],[207216],[214555],[221912],[223886],[225042],[231364],[231623],[232064],[239441],[239521],[240016],[242454],[248646],[258214],[259205],[259464],[263750],[265441],[265521],[266016],[268454],[274372],[276346],[277502],[283824],[284083],[290325],[290405],[291425],[293100],[293729],[294745],[296046],[301086],[303060],[304216],[312138],[313129],[313388],[319940],[324532],[325271],[326466],[327278],[327537],[329148],[331648],[339094],[340085],[340344],[345845],[347520],[348149],[349165],[360428],[360687],[360953],[363322],[365038],[367495],[372559],[374234],[374863],[375879],[381202],[381461],[383072],[395914],[396351],[397570],[398592],[407202],[407461],[409072],[415782],[417498],[430051],[431365],[431624],[440630],[442346],[448690],[463549],[472002],[493338],
     [55889,201611],[68506,226459],[72736,234894],[85390,328736],[85753,257860],[87608,260894],[91847,147905],[92597,201691],[98212,278919],[107221,292770],[107647,293359],[109751,226539],[115465,171636],[119748,382660],[120111,311784],[121966,314818],[124560,319365],[132091,328816],[132550,257940],[134845,194948],[139128,408660],[139491,338740],[144046,344745],[146125,347190],[146551,347779],[148655,278999],[151676,355506],[161819,435868],[165508,371459],[167587,373904],[168013,374493],[170736,378456],[173012,380390],[175253,382740],[175712,311864],[178007,245046],[181487,319445],[182290,458758],[182653,392664],[191236,466553],[192338,402241],[194048,404456],[196324,406390],[198565,408740],[199024,338820],[201548,412888],[201982,413147],[204406,344825],[208769,482818],[212458,423919],[213587,284524],[214537,426364],[214963,426953],[223868,435400],[225059,435948],[226396,437736],[226830,437995],[229254,371539],[233617,504280],[234831,446012],[235264,379195],[237750,317674],[241334,509715],[242436,452339],[244146,454554],[246422,456488],[248663,458838],[249122,392744],[257797,466945],[258231,467204],[260831,469324],[261264,405195],[267334,529095],[268436,475651],[269332,350466],[269473,413413],[269578,477001],[276328,482350],[277519,482898],[278856,484686],[279290,484945],[281714,423999],[293296,496381],[296187,438261],[296292,498463],[303042,503812],[304233,504360],[304692,385572],[305217,446449],[311721,510107],[312155,510366],[314755,512486],[315188,455293],[329253,523048],[332173,469761],[338677,529487],[339111,529746],[340781,419955],[347716,535285],[350607,485211],[350712,537367],[374430,552439],[383177,557406],[386097,512923],[409177,572278]
   ]
cell #1707 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[2, 1]]+phi[[1, 1, 1],[3, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [162086],[186146],[217162],[217331],[222856],[223262],[251471],[256144],[256313],[257127],[275316],[275722],[291663],[292454],[292623],[302030],[302436],[310068],[310237],[311051],[328506],[331146],[335397],[337024],[337193],[338007],[346083],[346874],[347043],[356450],[362447],[362616],[365770],[366990],[367947],[372797],[373588],[373757],[382430],[385070],[391931],[395549],[396803],[397808],[400863],[401925],[402094],[402575],[408430],[411070],[418230],[419450],[426048],[426217],[429580],[429777],[430474],[433379],[434162],[434633],[435638],[436242],[443078],[444298],[450961],[452023],[452192],[458528],[461970],[462721],[465160],[465357],[466054],[474273],[475335],[475504],[480329],[481112],[481583],[482588],[491993],[494802],[495553],[501791],[502574],[503045],[504050],[508322],[508519],[509216],[521277],[521703],[527702],[527899],[528596],[533706],[534457],[545151],[545348],[550860],[551611],[556061],[566169],[570933],[584081],
     [140624,209036],[170130,236244],[193442,262244],[201464,269791],[201482,269622],[226312,296505],[226330,296336],[234763,305395],[243540,316168],[257190,328747],[257713,329466],[257731,329297],[260763,332351],[278772,350925],[278790,350756],[283018,356856],[292641,364662],[293228,365216],[308441,389321],[311114,382671],[311637,383390],[311655,383221],[314687,386275],[319218,391117],[319236,390948],[328685,399855],[338070,408671],[338593,409390],[338611,409221],[341233,420407],[344598,415076],[344616,414907],[347061,417122],[347648,417676],[355375,425257],[367053,435879],[371312,439924],[371330,439755],[373775,441970],[374362,442524],[376575,452673],[377689,446901],[377707,445647],[380259,447906],[382609,449953],[391994,458769],[392517,459488],[392535,459319],[400926,466564],[402112,467619],[403689,470213],[403707,468959],[406259,471218],[408609,473265],[411394,483192],[411997,477424],[412069,476530],[412445,476727],[419513,482829],[423772,486874],[423790,486705],[426235,488920],[426822,489474],[434651,496016],[435817,496996],[436845,498886],[436917,497992],[437293,498189],[444361,504291],[445184,505883],[445273,505132],[451024,509726],[452210,510781],[453787,513375],[453805,512121],[456357,514380],[458707,516427],[466126,522577],[466502,522774],[468496,525263],[468585,524512],[474336,529106],[475522,530161],[476369,530897],[481601,534920],[482767,535900],[483795,537790],[483867,536896],[484243,537093],[495642,546411],[497831,548051],[503063,552074],[504229,553054],[509288,556935],[509664,557132],[511658,559621],[511747,558870],[522416,567159],[528668,571807],[529044,572004],[534546,576117],[536735,577757],[551700,588734],[556774,592278],[571646,602740]
   ]
cell #1708 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[2, 1]]+phi[[1, 1, 1],[3, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [225408],[252927],[287076],[287229],[292693],[293119],[323322],[327764],[327917],[328682],[347113],[347539],[363768],[364474],[364627],[373827],[374253],[381688],[381841],[382606],[399686],[402164],[406150],[407688],[407841],[408606],[416228],[416934],[417087],[426287],[431851],[432004],[434703],[435814],[436670],[441076],[441782],[441935],[449784],[452262],[458704],[462156],[463149],[463995],[466499],[467431],[467584],[468035],[473096],[475574],[481653],[482764],[488732],[488885],[492034],[492182],[492697],[494988],[495594],[495981],[496827],[497379],[503115],[504226],[509661],[510593],[510746],[516258],[519375],[519910],[521744],[521892],[522407],[529041],[529973],[530126],[533892],[534498],[534885],[535731],[543738],[545723],[546258],[551046],[551652],[552039],[552885],[556102],[556250],[556765],[566355],[566620],[570974],[571122],[571637],[575429],[575964],[584122],[584270],[588046],[588581],[591739],[599088],[602201],[611257],
     [200560,277868],[201494,341496],[226342,368210],[234654,306851],[234773,377246],[257191,399893],[257743,400392],[260654,333807],[260773,403246],[269587,341649],[278802,420670],[292653,433705],[293238,434190],[296301,368363],[311115,449991],[311667,450490],[314578,387731],[314697,453344],[319248,457786],[328695,465640],[329262,400545],[338071,473303],[338623,473802],[344628,478801],[347073,480655],[347658,481140],[350721,420823],[355266,426713],[355385,488026],[367054,497034],[371342,500263],[373787,502117],[374372,502602],[377719,505318],[380150,456248],[380269,507157],[382619,508802],[383186,450643],[390913,457939],[391995,516465],[392547,516964],[400927,522812],[402124,523657],[403719,524698],[406269,526537],[408619,528182],[409186,473955],[411822,483620],[412144,530938],[412455,531086],[414872,478954],[419514,535938],[423802,539167],[426247,541021],[426832,541506],[434663,546597],[435827,547351],[436992,548092],[437303,548240],[439720,500416],[444362,553092],[444723,511197],[445337,553733],[445612,506311],[451025,557170],[452222,558015],[453817,559056],[456367,560895],[458717,562540],[459284,517117],[466201,567200],[466512,567348],[468649,568605],[468924,525691],[474337,572042],[475534,572887],[475917,536283],[476360,531601],[476414,573444],[481613,576303],[482777,577057],[483942,577798],[484253,577946],[486670,539320],[495706,584922],[497822,548755],[497876,586061],[503075,588920],[504239,589674],[504979,554268],[509363,592319],[509674,592467],[511811,593724],[512086,560049],[522461,599682],[524359,569140],[528743,602781],[529054,602929],[534610,605669],[536726,578461],[536780,606808],[551764,614136],[556819,616394],[558717,594259],[571691,623070]
   ]
cell #1709 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[2, 1]]+phi[[1, 1, 1],[3, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [225409],[252928],[287075],[287230],[292682],[293120],[323323],[327763],[327918],[328681],[347102],[347540],[363769],[364473],[364628],[373816],[374254],[381687],[381842],[382605],[399687],[402153],[406151],[407687],[407842],[408605],[416229],[416933],[417088],[426276],[431850],[432005],[434692],[435813],[436671],[441077],[441781],[441936],[449785],[452251],[458703],[462155],[463150],[463996],[466498],[467430],[467585],[468036],[473097],[475563],[481642],[482763],[488731],[488886],[492033],[492183],[492698],[494987],[495593],[495982],[496828],[497382],[503104],[504225],[509660],[510592],[510747],[516259],[519376],[519913],[521743],[521893],[522408],[529040],[529972],[530127],[533891],[534497],[534886],[535732],[543741],[545724],[546261],[551045],[551651],[552040],[552886],[556101],[556251],[556766],[566354],[566623],[570973],[571123],[571638],[575430],[575967],[584121],[584271],[588047],[588584],[591742],[599089],[602204],[611260],
     [200561,277869],[201505,341495],[226353,368209],[234655,306852],[234785,377247],[257182,399881],[257754,400391],[260655,333808],[260785,403247],[269588,341650],[278813,420669],[292664,433704],[293250,434191],[296302,368364],[311106,449979],[311678,450489],[314579,387732],[314709,453345],[319259,457785],[328707,465641],[329263,400546],[338062,473291],[338634,473801],[344639,478800],[347084,480654],[347670,481141],[350722,420824],[355267,426714],[355397,488027],[367045,497022],[371353,500262],[373798,502116],[374384,502603],[377730,505317],[380151,456249],[380281,507158],[382631,508803],[383187,450644],[390914,457940],[391986,516453],[392558,516963],[400918,522800],[402135,523656],[403730,524697],[406281,526538],[408631,528183],[409187,473956],[411823,483621],[412227,530937],[412467,531087],[414873,478955],[419505,535926],[423813,539166],[426258,541020],[426844,541507],[434674,546596],[435839,547352],[437075,548091],[437315,548241],[439721,500417],[444353,553080],[444724,511198],[445412,553734],[445613,506312],[451016,557158],[452233,558014],[453828,559055],[456379,560896],[458729,562541],[459285,517118],[466284,567199],[466524,567349],[468724,568606],[468925,525692],[474328,572030],[475545,572886],[475920,536286],[476361,531602],[476471,573447],[481624,576302],[482789,577058],[484025,577797],[484265,577947],[486671,539321],[495781,584923],[497823,548756],[497933,586064],[503086,588919],[504251,589675],[504982,554271],[509446,592318],[509686,592468],[511886,593725],[512087,560050],[522518,599685],[524362,569143],[528826,602780],[529066,602930],[534685,605670],[536727,578462],[536837,606811],[551839,614137],[556876,616397],[558720,594262],[571748,623073]
   ]
cell #1710 :
  |C| = 315
  W-rep = phi[[2, 2, 1],[1, 1]]+phi[[2, 1, 1],[2, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [341597],[345242],[368311],[377335],[377853],[399993],[400493],[403335],[403853],[412084],[420771],[433806],[434279],[436932],[450091],[450591],[453433],[453951],[457887],[465729],[466141],[473403],[473903],[478902],[480756],[481229],[483882],[488115],[488633],[497134],[500364],[502218],[502691],[505807],[507246],[508891],[509303],[510494],[515674],[516565],[517065],[523364],[523758],[525187],[526626],[528271],[528683],[531383],[531500],[532752],[533468],[536038],[539268],[541122],[541595],[547086],[547440],[548537],[548654],[549906],[553192],[554096],[554183],[555725],[557722],[558116],[559545],[560984],[562629],[563041],[567645],[567762],[568968],[569055],[572594],[572988],[573647],[573718],[575128],[576792],[577146],[578243],[578360],[579612],[585285],[586264],[586335],[589409],[589763],[590299],[592764],[592881],[594087],[594174],[599956],[600761],[603226],[603343],[606032],[607011],[607082],[614499],[616668],[617473],[623344],
     [222955,433824],[257222,465709],[275415,480774],[287177,429443],[290822,371956],[292367,495125],[292719,495277],[302129,502236],[311146,508871],[323411,461859],[323929,396967],[327865,465023],[328426,522006],[331245,523776],[338102,528251],[346787,534029],[347139,534181],[356549,541140],[359624,429595],[363857,494691],[364375,434797],[366555,547104],[367085,547420],[373501,551183],[373853,551335],[381789,508185],[382350,556364],[385169,558134],[392026,562609],[399102,465175],[401617,567742],[401838,567896],[402190,568048],[407789,527565],[408350,571236],[411169,573006],[416317,533595],[416835,481747],[419015,576810],[419545,577126],[425961,580889],[426313,581041],[431952,545014],[432840,584584],[434782,585156],[435349,585372],[435558,585499],[441165,550749],[441683,503209],[443863,589427],[444393,589743],[449200,508337],[451715,592861],[451936,593015],[452288,593167],[458448,596355],[462645,565143],[464084,566058],[464772,599426],[464889,599444],[466625,599885],[467332,529874],[472512,527717],[475027,603323],[475248,603477],[475600,603629],[479790,605331],[481732,605903],[482299,606119],[482508,606246],[492479,583286],[492596,583304],[493848,545166],[494477,611526],[494564,550622],[496067,611861],[501252,613798],[503194,614370],[503761,614586],[503970,614713],[507934,616138],[508051,616156],[509787,616597],[519738,598452],[519825,565931],[520738,621039],[521367,570597],[521438,621115],[527314,622814],[527431,622832],[529167,623273],[533381,624629],[534971,624964],[543941,583745],[544012,610801],[544763,628447],[544880,628465],[545422,587745],[550535,629746],[552125,630081],[555796,631090],[565180,598787],[565844,633998],[570668,634892],[583816,637996]
   ]
cell #1711 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[2, 1]]+phi[[1, 1, 1],[3, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [292692],[295441],[324666],[328673],[347112],[359642],[359702],[364393],[364620],[365112],[373826],[382597],[395205],[399120],[399180],[399616],[402163],[408597],[416853],[417080],[417572],[426286],[433035],[434702],[435805],[441701],[441928],[442420],[449218],[449278],[449714],[452261],[458695],[466490],[467350],[467577],[471114],[472530],[472590],[473026],[475573],[479985],[481652],[482755],[488651],[488878],[493866],[493926],[494582],[495549],[495974],[496757],[497697],[501447],[503114],[504217],[509652],[510512],[510739],[516188],[519843],[520228],[520933],[521434],[521557],[522372],[524054],[529032],[529892],[530119],[533486],[534453],[534878],[535661],[544008],[544131],[544233],[545478],[546237],[547701],[550640],[551607],[552032],[552815],[555792],[555915],[556730],[565236],[565405],[565949],[566438],[570664],[570787],[571602],[575184],[575943],[583360],[583812],[583935],[587801],[588560],[591557],[598843],[602019],[611075],
     [201506,412102],[226354,436950],[234784,445303],[257192,465755],[257755,466159],[260784,468615],[268727,349861],[269580,412162],[278814,483900],[292665,495295],[293249,495672],[296294,437010],[305291,378590],[311116,508917],[311679,509321],[314708,511777],[319260,515692],[328706,522147],[329255,466219],[332247,404590],[338072,528297],[338635,528701],[344640,532770],[347085,534199],[347669,534576],[350714,483960],[355396,540351],[367055,547466],[371354,549924],[373799,551353],[374383,551730],[377731,554201],[380280,555291],[382630,556505],[383179,509381],[386171,454688],[390906,515752],[391996,562655],[392559,563059],[400928,567788],[402136,568066],[403731,569073],[406280,570163],[408630,571377],[409179,528761],[412228,573714],[412466,573837],[414865,532830],[419515,577172],[423814,579630],[425153,489370],[426259,581059],[426843,581436],[434675,585390],[435838,585640],[437076,586331],[437314,586454],[439713,549984],[444363,589789],[445411,590355],[445605,554586],[447802,514276],[451026,592907],[452234,593185],[453829,594192],[456378,595282],[458728,596496],[459277,563119],[466285,599952],[466523,600075],[468723,600817],[468917,569458],[474338,603369],[475546,603647],[476235,536601],[476325,573939],[476468,604107],[481625,606137],[482788,606387],[484026,607078],[484264,607201],[486663,579690],[495780,611917],[497787,586556],[497930,612574],[503087,614604],[504250,614854],[504674,558412],[504958,590524],[509447,616664],[509685,616787],[511885,617529],[512079,594577],[522515,621389],[524338,600986],[528827,623340],[529065,623463],[530547,577407],[534684,625020],[536691,607303],[536834,625677],[551838,630137],[556873,631364],[558696,617698],[571745,635166]
   ]
cell #1712 :
  |C| = 245
  W-rep = phi[[2, 1],[2, 2]]+phi[[1, 1],[3, 2]]
  special rep = phi[[2, 1],[2, 2]] , dim = 140
  orbit = [4, 4, 3, 3]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [137040],[162583],[186643],[192708],[218683],[223759],[225412],[251697],[252931],[257665],[276219],[287233],[291889],[293123],[302933],[311589],[327921],[335894],[338545],[346309],[347543],[371264],[373023],[374257],[381845],[398034],[403070],[406154],[407845],[430969],[432008],[436674],[463153],[468039],[492701],
     [100211,152495],[117660,180202],[123935,180764],[123999,181007],[141121,209533],[143421,203683],[143485,203926],[150974,212883],[164883,228531],[164947,228774],[169396,242806],[170563,235112],[170627,236741],[172310,237046],[193875,261112],[193939,262741],[195622,263046],[200564,277872],[201416,271143],[201527,269854],[201794,269934],[211833,280991],[211897,281234],[223695,293577],[226264,297857],[226375,296568],[226642,296648],[234658,306855],[234810,305621],[243973,315036],[244037,316665],[245720,316970],[249663,321437],[249727,321680],[257776,329529],[258043,329609],[260658,333811],[260810,332577],[269591,341653],[276155,347997],[278724,352277],[278835,350988],[279102,351068],[283451,355724],[283515,357353],[285198,357658],[293275,365442],[296305,368367],[302869,374711],[308874,380608],[308938,389818],[311700,383453],[311967,383533],[314582,387735],[314734,386501],[319170,392469],[319281,391180],[319548,391260],[329266,400549],[335830,406608],[338656,409453],[338923,409533],[344550,423724],[344661,415139],[344928,415219],[347695,417902],[350725,420827],[355270,426717],[355422,425483],[357289,427171],[371375,439987],[371642,440067],[374409,442750],[377070,453168],[377752,446964],[380154,456252],[380306,448132],[383190,450647],[389754,456706],[390917,457943],[392580,459551],[392847,459631],[403752,470276],[406306,471444],[409190,473959],[411826,483624],[412492,477919],[414876,478958],[423835,486937],[424102,487017],[426869,489700],[437340,499381],[439724,500420],[444727,511201],[445616,506315],[453850,513438],[456404,514606],[459288,517121],[468928,525695],[476364,531605],[484290,538285],[486674,539324],[497826,548759],[512090,560053],[536730,578465]
   ]
cell #1713 :
  |C| = 175
  W-rep = phi[[2, 2],[2, 1]]+phi[[1],[3, 3]]
  special rep = phi[[2, 2],[2, 1]] , dim = 140
  orbit = [4, 4, 4, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 140
     105 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [51189],[66786],[76308],[84162],[85557],[91180],[96492],[103551],[105834],[107435],[111895],[113646],[118520],[119915],[128037],[130334],[130600],[137095],[137900],[139295],[142455],[144738],[146339],[155240],[155506],[157031],[158002],[162638],[163917],[165312],[166200],[167801],[171199],[173496],[173762],[185388],[186698],[187215],[191713],[193166],[194511],[196808],[197074],[202190],[202456],[204952],[210867],[219141],[219457],[219723],[223814],[224331],[225465],[227038],[227304],[229800],[235486],[241811],[244609],[251785],[252984],[253759],[258123],[258439],[258705],[261486],[267811],[276274],[276791],[279498],[279764],[287286],[287361],[291977],[293176],[293951],[302988],[303505],[312047],[312363],[312629],[315410],[327974],[328049],[335949],[339003],[339319],[339585],[346397],[347596],[348371],[371722],[373111],[374310],[375085],[381898],[381973],[398122],[406207],[407898],[407973],[432061],[432136],[436727],[463206],
     [79432,125538],[94741,150799],[100266,152550],[117715,180257],[124054,181062],[124364,182457],[141176,209588],[143540,203981],[143850,212262],[151054,213150],[165002,228829],[169854,243264],[170682,236796],[172390,237313],[193994,262796],[195702,263313],[200617,277925],[201874,271601],[211952,281289],[226722,298315],[234711,306908],[244092,316720],[245800,317237],[249782,321735],[260711,333864],[279182,352735],[283570,357408],[285278,357925],[308993,389873],[314635,387788],[319628,392927],[345008,424182],[355323,426770],[380207,456305],[411879,483677]
   ]
cell #1714 :
  |C| = 245
  W-rep = phi[[2, 1],[2, 2]]+phi[[1, 1],[3, 2]]
  special rep = phi[[2, 1],[2, 2]] , dim = 140
  orbit = [4, 4, 3, 3]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [196112],[225918],[253437],[259907],[288527],[293629],[295437],[323514],[324662],[329215],[348049],[359698],[363960],[365108],[374763],[383139],[399176],[406660],[409139],[416420],[417568],[439673],[441268],[442416],[449274],[464187],[468425],[471110],[472586],[493087],[493922],[497693],[520224],[524029],[544208],
     [151464,214751],[172800,246210],[180741,246906],[180816,247172],[201070,278378],[203660,271917],[203735,272183],[212859,282260],[228508,298631],[228583,298897],[233907,313831],[235089,305709],[235164,307361],[237022,307683],[261089,332665],[261164,334317],[263022,334639],[268723,349857],[269540,342947],[269644,341706],[269910,341781],[280968,353051],[281043,353317],[293554,365530],[296254,369661],[296358,368420],[296624,368495],[305287,378586],[305418,377438],[315013,386589],[315088,388241],[316946,388563],[321414,393243],[321489,393509],[329319,400602],[329585,400677],[332243,404586],[332374,403438],[341471,412158],[347974,417990],[350674,422121],[350778,420880],[351044,420955],[355701,425571],[355776,427223],[357634,427545],[365239,434382],[368185,437006],[374688,442838],[380585,448220],[380660,456758],[383243,450700],[383509,450775],[386167,454684],[386298,453536],[390866,459237],[390970,457996],[391236,458071],[400367,466215],[406585,471532],[409243,474012],[409509,474087],[414825,486623],[414929,479011],[415195,479086],[417699,481332],[420645,483956],[425149,489366],[425280,488218],[427148,489788],[439777,500473],[440043,500548],[442547,502794],[445113,511587],[445669,506368],[447798,514272],[447929,507349],[450465,509377],[456683,514694],[457761,515748],[459341,517174],[459607,517249],[468981,525748],[471241,526729],[473777,528757],[476231,536597],[476750,531991],[478776,532826],[486727,539377],[486993,539452],[489497,541698],[498212,549145],[500238,549980],[504649,558387],[505293,554582],[512143,560106],[514403,561087],[516939,563115],[524673,569454],[530828,573914],[537116,578851],[539142,579686],[547982,586531],[559031,594573],[577688,607278]
   ]
cell #1715 :
  |C| = 315
  W-rep = phi[[2, 2, 1],[1, 1]]+phi[[2, 1, 1],[2, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [170384],[173470],[193696],[201607],[202164],[223516],[226455],[227012],[234872],[243794],[257267],[257856],[260872],[275976],[278915],[279472],[283272],[292686],[292766],[293337],[302690],[308695],[311191],[311780],[314796],[319361],[319918],[335651],[338147],[338736],[342766],[344741],[347106],[347186],[347757],[349143],[355484],[357110],[367130],[369480],[371455],[373820],[373900],[374471],[378185],[378452],[380368],[381439],[389575],[392071],[392660],[401662],[402157],[402237],[404185],[404452],[406368],[412884],[413125],[415625],[419590],[421940],[423915],[426280],[426360],[426931],[434696],[435129],[435396],[437732],[437973],[444438],[445855],[445950],[448573],[451760],[452255],[452335],[454283],[454550],[456466],[466941],[469167],[469262],[475072],[475567],[475647],[476884],[481646],[482079],[482346],[484682],[484923],[496319],[498346],[503108],[503541],[503808],[510103],[512329],[512424],[529483],[535223],[537250],[552377],
     [85388,328732],[107200,364631],[119746,382656],[127222,323326],[130308,196782],[131827,399690],[132070,328794],[139126,408656],[146104,417091],[154657,287093],[155214,219431],[159014,363772],[159562,364491],[161817,435864],[167566,441939],[174989,449788],[175232,382718],[182288,458754],[184774,251759],[189339,327781],[189896,258413],[191234,466549],[192317,467588],[198301,473100],[198544,408718],[205964,416232],[206512,416951],[208767,482814],[214516,488889],[221890,291951],[223847,495985],[224795,496831],[225038,435926],[230812,441080],[231360,441799],[233615,504276],[239437,381705],[239994,312337],[241332,509711],[242415,510750],[248399,516262],[248642,458816],[254771,463999],[255881,521896],[257589,522411],[258210,467182],[259201,467448],[265437,407705],[265994,339293],[267332,529091],[268415,530130],[274350,346371],[276307,534889],[277255,535735],[277498,482876],[283820,488749],[288346,492186],[290321,431868],[291154,545727],[291421,495005],[293096,496224],[294723,375857],[301064,373085],[303021,552043],[303969,552889],[304212,504338],[309805,556254],[311513,556769],[312134,510344],[313125,510610],[324261,519379],[324528,462173],[326444,398096],[327274,521860],[327515,407439],[329086,522931],[336761,571126],[338469,571641],[339090,529724],[340081,529990],[345574,575433],[345841,533909],[347516,535128],[360424,492150],[360665,431602],[362184,584274],[363165,440473],[363260,545795],[372288,588050],[372555,551063],[374230,552282],[381198,556218],[383010,557289],[395757,463392],[395852,519447],[397299,599092],[397566,566372],[398475,471885],[407198,571090],[409010,572161],[415720,575501],[429934,493221],[431361,584238],[440568,588118],[463487,599160]
   ]
cell #1716 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[2, 1]]+phi[[1, 1, 1],[3, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [259860],[288480],[323327],[323467],[328744],[329168],[359567],[363773],[363913],[364632],[382668],[383092],[399045],[399691],[399831],[408668],[409092],[416233],[416373],[417092],[433549],[435876],[439626],[441081],[441221],[441940],[449143],[449789],[449929],[458766],[464000],[464140],[466561],[467589],[468378],[472455],[473101],[473241],[480499],[482826],[488890],[492187],[493040],[493791],[495986],[496832],[496972],[497399],[501961],[504288],[509723],[510751],[516263],[516403],[519380],[519503],[519930],[521897],[522412],[522750],[523501],[524013],[529103],[530131],[534890],[535736],[535876],[540865],[543758],[544192],[545728],[545851],[546278],[552044],[552890],[553030],[556255],[556770],[557108],[557859],[565034],[566640],[567074],[571127],[571642],[571980],[572731],[575434],[575557],[575984],[584275],[584475],[588051],[588174],[588601],[591759],[592193],[599093],[599216],[602221],[602655],[605222],[611277],[613689],[620930],
     [233860,313784],[234793,377251],[260793,403251],[269493,342900],[269614,412027],[292696,433734],[293258,434195],[296207,369614],[296328,436875],[305371,377391],[314717,453349],[328715,465645],[329289,466084],[332327,403391],[347116,480684],[347678,481145],[350627,422074],[350748,483825],[355405,488031],[364654,495220],[365192,434335],[373830,502146],[374392,502607],[380289,507162],[382639,508807],[383213,509246],[386251,453489],[390819,459190],[390940,515617],[402167,523686],[406289,526542],[408639,528187],[409213,528626],[412475,531091],[414778,486576],[414899,532695],[417114,534124],[417652,481285],[425233,488171],[426290,541050],[426852,541511],[434706,546626],[435847,547356],[437323,548245],[439747,549849],[441962,551278],[442500,502747],[445066,511540],[445420,553738],[445639,553861],[447882,507302],[452265,558044],[456387,560900],[458737,562545],[459311,562984],[466532,567353],[467611,567991],[468732,568610],[468951,568733],[471194,526682],[475577,572916],[475937,536303],[476522,573464],[476703,531944],[481656,576332],[482797,577062],[484273,577951],[486697,579555],[488912,580984],[489450,541651],[495789,584927],[496008,585050],[497984,586081],[498165,549098],[503118,588949],[504259,589679],[504633,558371],[504999,554288],[505088,590153],[509694,592472],[510773,593110],[511894,593729],[512113,593852],[514356,561040],[522569,599702],[524379,569160],[524468,600615],[529074,602934],[530153,603572],[530812,573898],[534693,605674],[534912,605797],[536888,606828],[537069,578804],[546367,611715],[547966,586515],[551847,614141],[552066,614264],[556927,616414],[558737,594279],[558826,617327],[571799,623090],[576073,624818],[577672,607262],[588690,629935]
   ]
cell #1717 :
  |C| = 315
  W-rep = phi[[2, 2, 1],[1, 1]]+phi[[2, 1, 1],[2, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [234898],[238400],[260898],[269719],[270297],[293363],[296433],[297011],[305475],[314822],[328820],[329394],[332431],[347783],[350853],[351431],[355510],[364684],[364759],[365296],[374497],[380394],[382744],[383318],[386355],[391045],[391623],[406394],[408744],[409318],[413151],[415004],[417144],[417219],[417756],[419142],[425337],[426957],[435952],[437999],[439852],[441992],[442067],[442604],[446016],[446258],[447986],[448948],[456492],[458842],[459416],[467208],[467641],[467716],[469328],[469570],[471298],[477050],[477259],[479451],[482902],[484949],[486802],[488942],[489017],[489554],[496038],[496385],[496627],[498512],[498721],[504364],[505468],[505537],[507744],[510370],[510803],[510878],[512490],[512732],[514460],[523097],[524848],[524917],[529750],[530183],[530258],[531193],[534942],[535289],[535531],[537416],[537625],[546816],[548347],[552096],[552443],[552685],[557455],[559206],[559275],[572327],[576522],[578053],[589139],
     [132125,399878],[159829,433680],[175287,449976],[184800,395147],[188302,264400],[189922,465512],[190188,399935],[198599,473288],[206779,480630],[217259,359584],[217837,289284],[221916,432977],[222504,433566],[225093,497019],[231627,502092],[240020,508674],[240286,450033],[248697,516450],[251551,323571],[256241,399062],[256819,329972],[258265,522797],[259468,523632],[266020,528054],[266286,473345],[274376,479927],[274964,480516],[277553,535923],[284087,540996],[291743,364017],[293733,546572],[294749,547223],[295015,497076],[301090,501389],[301678,501978],[304267,553077],[310165,449160],[310743,383896],[312189,557155],[313392,557990],[319944,562412],[320210,516507],[326470,520875],[327541,566745],[329152,567090],[329772,523306],[330794,523518],[337121,472472],[337699,409896],[339145,572027],[340348,572862],[346163,416477],[348153,576278],[349169,576929],[349435,535980],[356098,540882],[360691,543863],[362544,493808],[363326,584491],[363568,545868],[365087,546747],[366682,443990],[372877,441325],[374867,588895],[375883,589546],[376149,553134],[381465,591864],[383076,592209],[383696,557664],[384718,557876],[395918,565050],[396160,519520],[397888,464244],[398641,566721],[398850,472260],[400223,567455],[407465,602326],[409076,602671],[409696,572536],[410718,572748],[415786,605238],[416028,575574],[417547,576453],[430100,543839],[430309,493596],[431628,611382],[432501,500913],[432570,584531],[440634,613705],[440876,588191],[442395,589070],[448739,591840],[450321,592574],[462306,520399],[462375,565090],[463553,620946],[463795,599233],[464582,527124],[472051,602302],[473633,603036],[479520,605278],[492289,544573],[493387,611358],[500982,613745],[520468,620986]
   ]
cell #1718 :
  |C| = 315
  W-rep = phi[[2, 2, 1],[1, 1]]+phi[[2, 1, 1],[2, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [305512],[309167],[332468],[341589],[342128],[364799],[365333],[368303],[368842],[377305],[386392],[399972],[400485],[403305],[417259],[417793],[420763],[421302],[425374],[433798],[434249],[442107],[442641],[448023],[450070],[450583],[453403],[457879],[458418],[467756],[471335],[473382],[473895],[477296],[478894],[480748],[481199],[482478],[488085],[489057],[489591],[496667],[497113],[498758],[500356],[502210],[502661],[505667],[505799],[507216],[508021],[510918],[514497],[516544],[517057],[523343],[523750],[525047],[525179],[526596],[530298],[531375],[531470],[533221],[535571],[536017],[537662],[539260],[541114],[541565],[546946],[547078],[548529],[548624],[552725],[553171],[553936],[554052],[555696],[557701],[558108],[559405],[559537],[560954],[567637],[568808],[568924],[572573],[572980],[573618],[576652],[576784],[578235],[578330],[585241],[586235],[589269],[589401],[592756],[593927],[594043],[603218],[605988],[606982],[614455],
     [190355,399989],[222889,433768],[240453,450087],[251588,395155],[255243,336123],[256856,465520],[257214,465699],[266453,473399],[275349,480718],[287169,429433],[287708,361546],[291780,432985],[292359,495115],[295182,497130],[302063,502180],[310780,508682],[311138,508861],[320377,516561],[323381,395334],[327857,465013],[328396,401024],[330639,523360],[331179,523720],[337736,528062],[338094,528241],[346200,479935],[346779,534019],[349602,536034],[356483,541084],[363827,433164],[366489,547048],[366719,547231],[367077,547410],[372914,501397],[373493,551173],[376316,553188],[381781,508175],[382320,451122],[384563,557718],[385103,558078],[391660,562420],[392018,562599],[397925,520883],[398887,566753],[401012,567444],[401609,567732],[401830,567886],[407781,527555],[408320,474434],[410563,572590],[411103,572950],[416287,480114],[418949,576754],[419179,576937],[419537,577116],[425953,580879],[430346,543871],[431944,545004],[432700,584520],[432832,584574],[434774,585125],[435528,503940],[441135,501576],[443797,589371],[444027,589554],[444385,589733],[448985,591872],[451110,592563],[451707,592851],[451928,593005],[462505,565079],[462637,565133],[464054,521062],[464764,599395],[464859,527401],[466581,599856],[472297,602334],[474422,603025],[475019,603313],[475240,603467],[479650,605267],[479782,605321],[481724,605872],[492471,583255],[492566,544850],[493633,611390],[494317,550375],[494433,611497],[501112,613734],[501244,613788],[503186,614339],[507926,616107],[509743,616568],[519578,565684],[519694,598423],[520598,620975],[520730,621029],[521338,570568],[527306,622783],[529123,623244],[533337,624600],[543912,583716],[544755,628416],[550491,629717],[565800,633969]
   ]
cell #1719 :
  |C| = 315
  W-rep = phi[[2, 2, 1],[1, 1]]+phi[[2, 1, 1],[2, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [305500],[309173],[332456],[341579],[342134],[364798],[365321],[368293],[368848],[377311],[386380],[399960],[400475],[403311],[417258],[417781],[420753],[421308],[425362],[433788],[434255],[442106],[442629],[448011],[450058],[450573],[453409],[457869],[458424],[467755],[471323],[473370],[473885],[477284],[478884],[480738],[481205],[482484],[488091],[489056],[489579],[496666],[497101],[498746],[500346],[502200],[502667],[505592],[505789],[507222],[508027],[510917],[514485],[516532],[517047],[523331],[523740],[524972],[525169],[526602],[530297],[531311],[531476],[533248],[535570],[536005],[537650],[539250],[541104],[541571],[546871],[547068],[548465],[548630],[552724],[553159],[553963],[554007],[555711],[557689],[558098],[559330],[559527],[560960],[567573],[568835],[568879],[572561],[572970],[573633],[576577],[576774],[578171],[578336],[585196],[586250],[589194],[589391],[592692],[593954],[593998],[603154],[605943],[606997],[614410],
     [190261,399990],[222785,433776],[240359,450088],[251576,395163],[255249,336129],[256844,465528],[257109,465705],[266359,473400],[275245,480726],[287159,429439],[287714,361552],[291768,432993],[292349,495121],[295088,497131],[301959,502188],[310768,508690],[311033,508867],[320283,516562],[323387,395340],[327847,465019],[328402,401030],[329845,523361],[331075,523728],[337724,528070],[337989,528247],[346188,479943],[346769,534025],[349508,536035],[356379,541092],[363833,433170],[365699,547056],[366707,547239],[366972,547416],[372902,501405],[373483,551179],[376222,553189],[381771,508181],[382326,451128],[383769,557719],[384999,558086],[391648,562428],[391913,562605],[397913,520891],[398875,566761],[400278,567480],[400845,567738],[401820,567892],[407771,527561],[408326,474440],[409769,572591],[410999,572958],[416293,480120],[418159,576762],[419167,576945],[419432,577122],[425943,580885],[430334,543879],[431934,545010],[432625,584556],[432822,584580],[434090,585152],[435534,503946],[441141,501582],[443007,589379],[444015,589562],[444280,589739],[448973,591880],[450376,592599],[450943,592857],[451918,593011],[462430,565115],[462627,565139],[464060,521068],[464700,599422],[464865,527407],[465965,599871],[472285,602342],[473688,603061],[474255,603319],[475230,603473],[479575,605303],[479772,605327],[481040,605899],[492407,583282],[492572,544856],[493621,611398],[494344,550402],[494388,611512],[501037,613770],[501234,613794],[502502,614366],[507862,616134],[509127,616583],[519605,565711],[519649,598438],[520523,621011],[520720,621035],[521353,570583],[527242,622810],[528507,623259],[533292,624615],[543927,583731],[544691,628443],[550446,629732],[565755,633984]
   ]
cell #1720 :
  |C| = 315
  W-rep = phi[[2, 2, 1],[1, 1]]+phi[[2, 1, 1],[2, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [305511],[309174],[332467],[341590],[342135],[364787],[365332],[368304],[368849],[377312],[386391],[399971],[400486],[403312],[417247],[417792],[420764],[421309],[425373],[433799],[434256],[442095],[442640],[448022],[450069],[450584],[453410],[457880],[458425],[467744],[471334],[473381],[473896],[477295],[478895],[480749],[481206],[482485],[488092],[489045],[489590],[496655],[497112],[498757],[500357],[502211],[502668],[505666],[505800],[507223],[508028],[510906],[514496],[516543],[517058],[523342],[523751],[525046],[525180],[526603],[530286],[531376],[531477],[533249],[535559],[536016],[537661],[539261],[541115],[541572],[546945],[547079],[548530],[548631],[552713],[553170],[553964],[554055],[555714],[557700],[558109],[559404],[559538],[560961],[567638],[568836],[568927],[572572],[572981],[573636],[576651],[576785],[578236],[578337],[585244],[586253],[589268],[589402],[592757],[593955],[594046],[603219],[605991],[607000],[614458],
     [190354,399978],[222888,433775],[240452,450076],[251587,395162],[255250,336130],[256855,465527],[257215,465706],[266452,473388],[275348,480725],[287170,429440],[287715,361553],[291779,432992],[292360,495122],[295181,497119],[302062,502187],[310779,508689],[311139,508868],[320376,516550],[323388,395341],[327858,465020],[328403,401031],[330638,523349],[331178,523727],[337735,528069],[338095,528248],[346199,479942],[346780,534026],[349601,536023],[356482,541091],[363834,433171],[366488,547055],[366718,547238],[367078,547417],[372913,501404],[373494,551180],[376315,553177],[381782,508182],[382327,451129],[384562,557707],[385102,558085],[391659,562427],[392019,562606],[397924,520890],[398886,566760],[401011,567479],[401610,567739],[401831,567893],[407782,527562],[408327,474441],[410562,572579],[411102,572957],[416294,480121],[418948,576761],[419178,576944],[419538,577123],[425954,580886],[430345,543878],[431945,545011],[432699,584555],[432833,584581],[434775,585153],[435535,503947],[441142,501583],[443796,589378],[444026,589561],[444386,589740],[448984,591879],[451109,592598],[451708,592858],[451929,593012],[462504,565114],[462638,565140],[464061,521069],[464765,599423],[464866,527408],[466584,599874],[472296,602341],[474421,603060],[475020,603320],[475241,603474],[479649,605302],[479783,605328],[481725,605900],[492472,583283],[492573,544857],[493632,611397],[494345,550403],[494436,611515],[501111,613769],[501245,613795],[503187,614367],[507927,616135],[509746,616586],[519606,565712],[519697,598441],[520597,621010],[520731,621036],[521356,570586],[527307,622811],[529126,623262],[533340,624618],[543930,583734],[544756,628444],[550494,629735],[565803,633987]
   ]
cell #1721 :
  |C| = 70
  W-rep = phi[[1, 1, 1],[2, 2]]
  special rep = phi[[1, 1, 1],[2, 2]] , dim = 70
  orbit = [3, 3, 3, 3, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     70 tau_infinity subcells with 1 member(s)
  subcells = [
     [45947],[56989],[69606],[72946],[87818],[92650],[99312],[107857],[109804],[115572],[122176],[125660],[132603],[134952],[146761],[148708],[151886],[159878],[160373],[168223],[173222],[175765],[178114],[181540],[190216],[196534],[199077],[204459],[206828],[207323],[213694],[215173],[229307],[231676],[232171],[235317],[237857],[240314],[246632],[249175],[259517],[261317],[263857],[266314],[270125],[281767],[284136],[284631],[293782],[295043],[296839],[305446],[313441],[315241],[317781],[320238],[329800],[332402],[340397],[348202],[349463],[351259],[365267],[374916],[376177],[383724],[386326],[409724],[417727],[442575]
   ]
cell #1722 :
  |C| = 245
  W-rep = phi[[2, 1],[2, 2]]+phi[[1, 1],[3, 2]]
  special rep = phi[[2, 1],[2, 2]] , dim = 140
  orbit = [4, 4, 3, 3]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [88837],[109356],[128829],[134154],[156015],[160621],[162102],[184916],[186162],[190697],[207571],[217347],[222032],[223278],[232419],[240795],[256329],[264105],[266795],[274492],[275738],[299406],[301206],[302452],[310253],[326586],[332122],[335413],[337209],[361427],[362632],[367963],[396819],[402645],[430544],
     [45957,246882],[56999,271893],[60817,152905],[60907,212896],[69616,298607],[72956,305685],[73965,123195],[74055,237059],[78818,181092],[87828,332641],[88927,263059],[92202,148260],[92660,341515],[92863,269947],[94127,204011],[99322,353027],[107867,365506],[109814,368229],[110017,296661],[111281,228859],[114774,177316],[115608,235014],[115820,171991],[122186,386565],[123285,316983],[125670,393219],[132613,400411],[132816,329622],[134988,261014],[135200,195303],[140640,209052],[141439,202965],[141490,269807],[146771,417966],[148718,420689],[148921,351081],[150185,281319],[151896,425547],[152995,357671],[160409,293479],[162901,227813],[162952,296521],[168233,442814],[170146,236260],[173232,448196],[175775,450509],[175978,383546],[178150,314938],[178362,245401],[181550,457805],[181753,391273],[183017,321765],[190748,329482],[193458,262260],[196544,471508],[199087,473821],[199290,409546],[204469,478820],[204672,415232],[207359,347899],[209851,280273],[209902,350941],[213730,355626],[213942,284879],[215183,489764],[229317,500282],[229520,440080],[232207,374613],[235327,505337],[237893,380510],[238105,318029],[240846,383406],[243556,316184],[246642,514670],[247681,320719],[247732,391133],[249185,516983],[249388,459644],[261327,524717],[263893,406510],[266846,409406],[270161,413887],[272692,353826],[272743,415092],[281777,539186],[281980,487030],[283034,356872],[284667,427073],[296875,438735],[299457,439940],[305166,386046],[305876,446917],[308457,389337],[315251,559075],[317817,456608],[320770,459504],[332832,470229],[341249,420423],[341380,477494],[351295,485685],[353877,486890],[368094,498956],[376645,452743],[386756,513391],[420554,537860]
   ]
cell #1723 :
  |C| = 245
  W-rep = phi[[2, 1],[2, 2]]+phi[[1, 1],[3, 2]]
  special rep = phi[[2, 1],[2, 2]] , dim = 140
  orbit = [4, 4, 3, 3]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [69806],[87294],[104288],[109044],[128517],[132862],[134110],[154784],[155971],[160309],[176024],[184872],[189466],[190653],[199336],[207259],[221988],[229566],[232107],[239564],[240751],[263793],[265564],[266751],[274448],[290448],[296089],[299362],[301162],[325314],[326542],[332078],[361383],[367474],[396330],
     [46147,79754],[57189,99512],[60911,150965],[60953,100044],[72422,121652],[74059,172301],[74101,117493],[78837,123951],[88931,195613],[88973,136873],[91890,147948],[92867,201785],[92909,143192],[94146,143437],[110021,226633],[110063,164654],[111300,164899],[114730,177272],[115508,171679],[115612,234801],[115839,170579],[123289,245711],[123331,180035],[132820,258034],[134888,194991],[134992,260801],[135219,193891],[141395,202921],[141553,201734],[148925,279093],[148967,211604],[150204,211849],[152999,285189],[153041,215615],[160413,293266],[160640,223711],[162857,227769],[163015,226582],[170242,234970],[175982,311958],[178050,245089],[178154,314725],[178381,243989],[181757,319539],[181799,249434],[183036,249679],[190811,257983],[193554,260970],[199294,338914],[204676,344919],[204718,282026],[207363,347686],[207590,276171],[209807,280229],[209965,279042],[213630,284567],[213734,355413],[213961,283467],[223374,293435],[229524,371633],[232211,374400],[232438,302885],[237793,317717],[237897,380297],[238124,308890],[240909,311907],[243652,314894],[247637,320675],[247795,319488],[249392,392838],[263897,406297],[264124,335846],[266909,338863],[269375,350509],[270165,412483],[272648,353782],[272806,344868],[275834,347855],[281984,424093],[283130,355582],[284671,426860],[284898,357305],[296879,437331],[299520,371582],[302548,374569],[305122,386002],[305939,379238],[308553,380466],[317821,456395],[318048,389770],[320833,392787],[332895,405238],[335509,406466],[340760,419934],[341965,413843],[351299,484281],[353940,424042],[356968,427029],[368679,438691],[377216,446428],[386819,455336],[389433,456564],[403216,469740],[421139,485641],[453314,512902]
   ]
cell #1724 :
  |C| = 245
  W-rep = phi[[2, 1],[2, 2]]+phi[[1, 1],[3, 2]]
  special rep = phi[[2, 1],[2, 2]] , dim = 140
  orbit = [4, 4, 3, 3]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [69807],[87295],[104289],[109045],[128518],[132863],[134111],[154785],[155972],[160310],[176025],[184873],[189467],[190654],[199337],[207260],[221989],[229567],[232108],[239565],[240752],[263794],[265565],[266752],[274449],[290449],[296090],[299363],[301163],[325315],[326543],[332079],[361384],[367475],[396331],
     [46148,79755],[57190,99513],[60910,150977],[60954,100045],[72423,121653],[74058,172313],[74102,117494],[78838,123952],[88930,195625],[88974,136874],[91891,147949],[92866,201797],[92910,143193],[94147,143438],[110020,226645],[110064,164655],[111301,164900],[114731,177273],[115509,171680],[115611,234813],[115840,170580],[123288,245723],[123332,180036],[132819,258046],[134889,194992],[134991,260813],[135220,193892],[141396,202922],[141554,201735],[148924,279105],[148968,211605],[150205,211850],[152998,285201],[153042,215616],[160412,293278],[160641,223712],[162858,227770],[163016,226583],[170243,234971],[175981,311970],[178051,245090],[178153,314737],[178382,243990],[181756,319551],[181800,249435],[183037,249680],[190812,257984],[193555,260971],[199293,338926],[204675,344931],[204719,282027],[207362,347698],[207591,276172],[209808,280230],[209966,279043],[213631,284568],[213733,355425],[213962,283468],[223375,293436],[229523,371645],[232210,374412],[232439,302886],[237794,317718],[237896,380309],[238125,308891],[240910,311908],[243653,314895],[247638,320676],[247796,319489],[249391,392850],[263896,406309],[264125,335847],[266910,338864],[269376,350510],[270164,412495],[272649,353783],[272807,344869],[275835,347856],[281983,424105],[283131,355583],[284670,426872],[284899,357306],[296878,437343],[299521,371583],[302549,374570],[305123,386003],[305940,379239],[308554,380467],[317820,456407],[318049,389771],[320834,392788],[332896,405239],[335510,406467],[340761,419935],[341966,413844],[351298,484293],[353941,424043],[356969,427030],[368680,438692],[377217,446429],[386820,455337],[389434,456565],[403217,469741],[421140,485642],[453315,512903]
   ]
cell #1725 :
  |C| = 175
  W-rep = phi[[3],[2, 1, 1]]+phi[[1],[4, 1, 1]]
  special rep = phi[[3],[2, 1, 1]] , dim = 105
  orbit = [6, 4, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [137422],[165382],[165752],[193236],[196132],[196191],[219211],[225938],[225997],[229047],[229059],[253457],[253516],[259927],[260357],[260369],[263609],[288547],[288977],[288989],[295401],[295485],[295905],[324626],[324710],[325130],[331467],[331497],[359148],[360772],[360802],[367361],[394767],[396217],[429077],
     [80195,126021],[100593,152877],[101505,153337],[101525,153438],[118042,180584],[124332,181259],[124434,182527],[124804,182897],[143818,204178],[143920,212332],[144290,212702],[151124,213220],[151484,214771],[151543,214830],[165280,229026],[169924,243334],[172460,237383],[172820,246230],[172879,246289],[180836,247192],[181280,248915],[181292,248927],[195772,263383],[201090,278398],[201149,278457],[201944,271671],[203755,272203],[204199,281507],[204211,281519],[212230,281486],[212951,282543],[213446,284383],[216115,286131],[226792,298385],[228603,298917],[233927,313851],[234357,314281],[234369,314293],[235184,307381],[237114,307966],[237609,317533],[245870,317307],[250060,321932],[261184,334337],[263114,334922],[268687,349821],[268771,349905],[269191,350325],[269560,342967],[270002,343409],[279252,352805],[281063,353337],[285348,357995],[296274,369681],[296716,370123],[304511,385391],[304541,385421],[305335,378634],[315108,388261],[317038,388846],[321509,393529],[332291,404634],[340647,419821],[341384,413262],[350694,422141],[351136,422583],[357726,427828],[368098,438110],[386215,454732],[420558,485060]
   ]
cell #1726 :
  |C| = 126
  W-rep = phi[[2],[3, 1, 1]]
  special rep = phi[[2],[3, 1, 1]] , dim = 126
  orbit = [5, 5, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [125928],[151430],[153308],[172766],[180895],[181230],[196078],[203814],[204149],[212821],[212939],[228662],[228997],[235243],[236984],[237102],[246176],[246779],[246952],[250468],[261243],[262984],[263102],[269186],[269990],[271790],[271963],[281122],[281457],[282135],[285654],[286102],[295900],[296704],[298504],[298677],[304923],[305251],[305755],[307558],[315167],[316908],[317026],[321568],[321903],[322118],[325125],[331879],[332207],[332711],[334514],[340815],[341036],[341354],[350320],[351124],[352924],[353097],[355134],[357596],[357714],[361184],[367529],[367750],[368068],[376619],[377103],[379049],[380018],[385803],[386131],[386635],[388438],[390512],[393116],[393289],[396385],[396606],[402619],[403103],[405049],[406018],[411440],[413644],[414471],[419989],[420210],[420528],[424785],[427420],[430518],[436288],[438492],[439319],[446483],[446704],[447434],[452717],[453201],[455147],[456116],[457326],[461252],[462767],[469795],[470016],[470746],[477468],[478341],[483238],[485442],[486269],[490798],[498930],[499803],[505929],[512957],[513178],[513908],[518061],[525309],[537834],[538707],[542482],[559667],[563871]
   ]
cell #1727 :
  |C| = 245
  W-rep = phi[[2, 1],[2, 2]]+phi[[1, 1],[3, 2]]
  special rep = phi[[2, 1],[2, 2]] , dim = 140
  orbit = [4, 4, 3, 3]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [111197],[134496],[156357],[162134],[186194],[191039],[192666],[217379],[218641],[223310],[241137],[251655],[256361],[257623],[267137],[275770],[291847],[299748],[302484],[310285],[311547],[335445],[337241],[338503],[346267],[362664],[367995],[371222],[372981],[396851],[397992],[403028],[430927],[436336],[462815],
     [60912,282242],[74060,307665],[78734,182933],[78836,246914],[88932,334621],[92868,341763],[94043,150101],[94145,271925],[99824,213238],[110022,368477],[111299,298639],[115116,177658],[115613,377268],[115838,305717],[117273,237401],[123290,388545],[132821,400659],[134993,403268],[135218,332673],[136653,263401],[140672,209084],[141552,269839],[141781,203307],[148926,420937],[150203,353059],[153000,427527],[160414,434212],[160639,365538],[163014,296553],[163243,228155],[169354,242764],[170178,236292],[170231,305579],[175983,450757],[178155,453366],[178380,386597],[179815,317325],[181758,458053],[183035,393251],[190810,329514],[193490,262292],[193543,332535],[199295,474069],[201374,271101],[204677,479068],[207364,481162],[207589,417998],[209964,350973],[210193,280615],[213735,488048],[213960,425579],[215395,358013],[223363,365400],[226222,297815],[229525,500530],[232212,502624],[232437,442846],[237898,507179],[238123,448228],[240908,383438],[243588,316216],[243641,386459],[247794,391165],[248023,321061],[249393,517231],[263898,526559],[264123,471540],[266908,409438],[270166,531108],[272805,415124],[273034,354168],[275823,417860],[278682,352235],[281985,539434],[283066,356904],[283119,425441],[284672,541528],[284897,489796],[296880,548262],[299519,439972],[302537,442708],[305938,446949],[308489,389369],[308542,448090],[317822,560917],[318047,514702],[319128,392427],[320832,459536],[332894,470261],[335498,471402],[341281,420455],[341954,477877],[344508,423682],[351300,577968],[353939,486922],[356957,489658],[368668,499339],[377028,453126],[377151,505977],[386818,513423],[389422,514564],[403151,525357],[411488,483286],[421128,538243],[453249,559715]
   ]
cell #1728 :
  |C| = 245
  W-rep = phi[[2, 1],[2, 2]]+phi[[1, 1],[3, 2]]
  special rep = phi[[2, 1],[2, 2]] , dim = 140
  orbit = [4, 4, 3, 3]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [164758],[193064],[219039],[225450],[252969],[258021],[259879],[287271],[288499],[293161],[311945],[323486],[327959],[329187],[338901],[347581],[363932],[371620],[374295],[381883],[383111],[406192],[407883],[409111],[416392],[432046],[436712],[439645],[441240],[463191],[464159],[468397],[493059],[497482],[520013],
     [99860,354491],[117309,379375],[123810,249538],[123940,318356],[136689,405375],[141817,412261],[143296,211708],[143426,343736],[150952,282640],[163279,437109],[164888,370450],[169752,243162],[170405,445322],[170568,377527],[172288,308063],[179851,455473],[191075,466318],[193717,468634],[193880,403527],[195600,335019],[200602,277910],[201628,341691],[201772,271499],[210229,484059],[211838,422910],[215431,490155],[223537,495691],[223700,434471],[226476,368405],[226620,298213],[233879,313803],[234696,306893],[234853,377410],[241173,509480],[243815,511796],[243978,453625],[245698,388943],[248059,515851],[249668,460026],[257877,400587],[260696,333849],[260853,403410],[267173,528860],[269512,342919],[273070,532929],[275997,534595],[276160,481421],[278936,420865],[279080,352633],[283293,540370],[283456,488307],[285176,427925],[293318,434354],[296226,369633],[299784,550083],[302711,551749],[302874,502883],[308716,555310],[308879,507438],[311801,450685],[314620,387773],[314777,453508],[319382,457981],[319526,392825],[321097,563218],[335672,570182],[335835,526818],[338757,473997],[342787,573856],[344762,478996],[344906,424080],[347738,481304],[350646,422093],[354204,579789],[355308,426755],[355465,488190],[357131,581455],[357294,541787],[369501,586473],[371476,500458],[374452,502766],[378473,506353],[380192,456290],[380349,507321],[389596,595301],[389759,561176],[390838,459209],[392681,517159],[404473,525733],[406349,526701],[411864,483662],[413106,531963],[414797,486595],[421961,607220],[423936,539362],[426912,541670],[437954,549117],[445085,511559],[445737,554371],[454571,560091],[456447,561059],[469049,569243],[476020,536386],[484904,578823],[512211,594362]
   ]
cell #1729 :
  |C| = 175
  W-rep = phi[[2, 2, 2],[1]]+phi[[2, 1],[2, 2]]
  special rep = phi[[2, 1],[2, 2]] , dim = 140
  orbit = [4, 4, 3, 3]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 140
     105 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [181901],[208380],[212876],[213046],[237039],[237209],[238900],[246889],[263039],[263209],[269927],[270797],[271900],[273385],[296641],[297511],[298614],[305522],[305692],[306104],[309169],[316963],[317133],[329602],[332478],[332648],[333060],[341602],[342130],[351061],[351931],[353034],[357651],[357821],[365343],[365513],[368316],[368844],[377307],[383526],[386402],[386572],[386984],[391253],[392123],[393226],[400498],[403307],[409526],[415212],[417803],[417973],[419642],[420776],[421304],[425384],[425554],[425966],[434251],[440060],[442651],[442821],[448033],[448203],[450596],[451941],[453405],[457892],[458420],[459624],[471345],[471515],[473908],[477306],[478907],[479795],[481201],[482480],[487010],[488087],[489601],[489771],[498768],[500369],[502663],[505812],[507218],[508023],[514507],[514677],[517070],[525192],[526598],[531472],[533223],[537672],[539273],[541567],[548626],[553938],[559550],[560956],[568810],[578332],[593929],
     [161430,233228],[188802,264900],[218337,289784],[220925,300099],[252180,325479],[255245,336125],[257319,330472],[287182,359829],[287710,361548],[292372,365925],[311243,384396],[323383,395336],[327870,399307],[328398,401026],[338199,410396],[346792,418385],[363829,433166],[367182,444490],[373506,443233],[381794,449405],[382322,451124],[401843,475253],[407794,472717],[408322,474436],[416289,480116],[431957,494053],[432845,501257],[435530,503942],[441137,501578],[462650,520743],[464056,521064],[464861,527403],[492568,544852],[494319,550377],[519580,565686]
   ]
cell #1730 :
  |C| = 245
  W-rep = phi[[2, 1],[2, 2]]+phi[[1, 1],[3, 2]]
  special rep = phi[[2, 1],[2, 2]] , dim = 140
  orbit = [4, 4, 3, 3]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [136561],[162492],[186552],[192697],[218672],[223668],[225420],[251686],[252939],[257654],[276128],[287241],[291878],[293131],[302842],[311578],[327929],[335803],[338534],[346298],[347551],[371253],[373012],[374265],[381853],[398023],[403059],[406162],[407853],[430958],[432016],[436682],[463161],[468083],[492745],
     [78842,318326],[94151,343706],[99732,215303],[99844,282273],[111305,370420],[115844,377497],[117181,179723],[117293,307696],[123908,247272],[135224,403497],[136673,334652],[141030,209442],[141558,412046],[141801,341794],[143394,272283],[150209,422880],[160645,434441],[163020,436894],[163263,368508],[164856,298997],[169385,242795],[170294,305610],[170536,236650],[178386,453595],[179835,388576],[183041,459996],[190816,466103],[191059,400690],[193606,332566],[193848,262650],[200572,277880],[201405,271132],[201459,341661],[207595,481391],[209970,483844],[210213,420968],[211806,353417],[213966,488277],[215415,427558],[223426,365431],[226253,297846],[226307,368375],[232443,502853],[234666,306863],[238129,507408],[240914,509265],[241157,450788],[243704,386490],[243946,316574],[247800,515636],[248043,458084],[249636,393609],[257708,400557],[260666,333819],[264129,526788],[266914,528645],[267157,474100],[272811,532714],[273054,479099],[275886,417891],[278713,352266],[278767,420835],[283182,425472],[283424,357262],[284903,541757],[299525,549868],[299768,500561],[302600,442739],[305944,553880],[308605,448121],[308847,389727],[311632,450655],[314590,387743],[318053,561146],[319159,392458],[319213,457951],[320838,563003],[321081,517262],[332900,568752],[335561,471433],[338588,473967],[342017,477908],[344539,423713],[344593,478966],[353945,579574],[354188,539465],[355278,426725],[357020,489689],[368731,499370],[371307,500428],[377059,453157],[377684,506323],[380162,456260],[386824,593871],[389485,514595],[392512,517129],[403684,525703],[411834,483632],[411947,531649],[421191,538274],[423767,539332],[436795,548803],[444771,511245],[453782,560061],[483745,578509]
   ]
cell #1731 :
  |C| = 126
  W-rep = phi[[3, 1, 1],[1, 1]]
  special rep = phi[[3, 1, 1],[1, 1]] , dim = 126
  orbit = [6, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [127129],[132205],[154559],[158921],[159934],[175367],[183771],[184650],[189241],[190043],[190297],[198679],[205871],[206884],[217042],[221766],[222621],[225173],[230719],[231732],[239339],[240141],[240395],[248777],[254678],[256024],[256903],[259031],[259573],[265339],[266141],[266395],[274226],[275081],[277633],[284192],[287594],[290223],[294538],[294870],[295124],[300940],[301795],[304347],[309948],[310827],[312955],[313497],[320065],[320319],[323643],[323810],[326320],[328282],[330044],[330581],[330911],[336904],[337783],[339911],[340453],[348958],[349290],[349544],[356215],[359851],[359970],[362327],[364089],[364256],[365947],[366766],[375672],[376004],[376258],[382206],[383968],[384505],[384835],[391707],[394977],[395079],[395327],[399329],[399448],[401017],[408206],[409968],[410505],[410835],[416549],[416716],[418407],[419226],[429024],[429362],[432369],[432909],[433157],[441397],[441564],[443255],[444074],[449427],[449546],[451115],[461499],[464316],[464483],[464942],[472739],[472858],[474427],[479859],[480107],[494075],[494194],[501321],[501569],[508104],[520807],[521055],[527484],[543634],[544933],[564943]
   ]
cell #1732 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[2, 1]]+phi[[1, 1, 1],[3, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [222845],[225418],[252937],[257114],[275305],[287164],[287239],[292354],[292616],[293129],[302019],[311038],[323404],[327852],[327927],[328419],[331135],[337994],[346774],[347036],[347549],[356439],[363850],[365759],[366977],[373488],[373750],[374263],[381776],[381851],[382343],[385059],[391918],[400850],[401825],[402087],[406160],[407776],[407851],[408343],[411059],[416310],[418219],[419437],[425948],[426210],[431939],[432014],[432827],[434095],[434626],[435551],[436680],[441158],[443067],[444285],[450948],[451923],[452185],[458441],[462632],[463159],[464077],[464705],[464882],[466002],[468081],[474260],[475235],[475497],[479777],[481045],[481576],[482501],[492412],[492589],[492743],[494425],[495524],[497414],[501239],[502507],[503038],[503963],[507867],[508044],[509164],[519686],[519945],[520725],[521409],[527247],[527424],[528544],[533329],[534428],[543983],[544696],[544873],[550483],[551582],[555767],[565792],[570639],[583787],
     [141539,341584],[163001,368298],[170271,377328],[190257,465662],[190797,400480],[193583,403328],[200570,277878],[201457,341659],[209951,420758],[222832,433793],[223403,434272],[226305,368373],[234664,306861],[240355,508824],[240895,450578],[243681,453426],[247781,457874],[257154,465722],[257706,400555],[260664,333817],[266355,528204],[266895,473890],[272792,478889],[275292,480743],[275863,481222],[278765,420833],[283159,488108],[295084,547373],[299506,500351],[302006,502205],[302577,502684],[305925,505794],[308582,507239],[311078,508884],[311630,450653],[314588,387741],[319211,457949],[320279,562562],[320819,517052],[329841,567370],[331122,523745],[332881,525174],[335538,526619],[338034,528264],[338586,473965],[341731,531316],[341994,531493],[344591,478964],[349504,577079],[353926,539255],[355276,426723],[356426,541109],[356997,541588],[365746,547073],[367017,547433],[368445,548470],[368708,548647],[371305,500426],[376218,589696],[377460,554044],[377682,506321],[380160,456258],[383765,592489],[385046,558103],[386805,559532],[389462,560977],[391958,562622],[392510,517127],[400627,567578],[400890,567755],[403460,568916],[403682,525701],[409765,602951],[411046,572975],[411832,483630],[411945,531647],[412149,573689],[418206,576779],[419477,577139],[420905,578176],[421168,578353],[423765,539330],[434404,585233],[436793,548801],[436997,586306],[443054,589396],[444325,589756],[444769,511243],[445155,554303],[450725,592697],[450988,592874],[453558,594035],[453780,560059],[466206,599927],[468467,569175],[474037,603159],[474300,603336],[475952,536318],[481354,605980],[483743,578507],[483947,607053],[502816,614447],[509368,616639],[511629,594294],[528748,623315]
   ]
cell #1733 :
  |C| = 140
  W-rep = phi[[3, 1],[1, 1, 1]]+phi[[],[4, 2, 1]]
  special rep = phi[[3, 1],[1, 1, 1]] , dim = 105
  orbit = [6, 2, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     70 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [258193],[293649],[312117],[323534],[329235],[329677],[336029],[339073],[348069],[359746],[363980],[365156],[371792],[371827],[374783],[383159],[383601],[395249],[399224],[400280],[406232],[406680],[406769],[409159],[409601],[416440],[417616],[429356],[433079],[436752],[439693],[439695],[440135],[441288],[442464],[449322],[450378],[461493],[463231],[464207],[464936],[468445],[468447],[471101],[471158],[472634],[473690],[480029],[493107],[493109],[493970],[497684],[497741],[500151],[501491],[508098],[520215],[520272],[520977],[524005],[524261],[527478],[544184],[544440],[544927],[547677],[564907],[564937],[565381],[583133],
     [250314,322386],[283650,357488],[285897,358650],[309073,389953],[319698,392997],[319733,393032],[322169,394277],[345078,424252],[345113,424287],[355348,426795],[355796,427243],[355885,427332],[380232,456330],[380680,456778],[380769,456867],[390886,459257],[390888,459259],[391328,459699],[411904,483702],[414845,486643],[414847,486645],[415287,487085],[425140,489357],[425197,489414],[445133,511607],[445135,511609],[447789,514263],[447846,514320],[457674,516852],[476222,536588],[476279,536645],[478689,539055],[504625,558363],[504881,558619],[530523,577383]
   ]
cell #1734 :
  |C| = 315
  W-rep = phi[[2, 2, 1],[1, 1]]+phi[[2, 1, 1],[2, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [269736],[273347],[296450],[305505],[306066],[329411],[332461],[333022],[341564],[350870],[364776],[365326],[368278],[383335],[386385],[386946],[391062],[399965],[399982],[400460],[409335],[415021],[417236],[417786],[420738],[425367],[425928],[439869],[442084],[442634],[446275],[448016],[450063],[450080],[450558],[451903],[457854],[459433],[467733],[469587],[471328],[473375],[473392],[473870],[477139],[477289],[478869],[479757],[486819],[489034],[489584],[496644],[497106],[497123],[498601],[498751],[500331],[505660],[505774],[507766],[510895],[512749],[514490],[516537],[516554],[517032],[523186],[523336],[523353],[525040],[525154],[530275],[531215],[531328],[533235],[535548],[536010],[536027],[537505],[537655],[539235],[546939],[548369],[548482],[552702],[553164],[553181],[553950],[557544],[557694],[557711],[559398],[559512],[567590],[568822],[572416],[572566],[572583],[576645],[578075],[578188],[589262],[592709],[593941],[603171],
     [159971,433811],[190292,465701],[206921,480761],[217276,429435],[220887,300061],[222521,495117],[222882,433773],[231769,502223],[240390,508863],[251581,395160],[252142,325441],[256258,465015],[256849,465525],[259610,523763],[266390,528243],[274981,534021],[275342,480723],[284229,541127],[287144,359791],[291773,432990],[292334,365887],[294575,547091],[295119,547412],[301695,551175],[302056,502185],[310182,508177],[310773,508687],[313534,558121],[320314,562601],[327832,399269],[330576,567734],[330811,567888],[331172,523725],[337138,527557],[337729,528067],[340490,572993],[346193,479940],[346754,418347],[348995,576797],[349539,577118],[356115,580881],[356476,541089],[362561,545006],[363585,584576],[365862,585127],[366482,547053],[366712,547236],[372907,501402],[373468,443195],[375709,589414],[376253,589735],[381756,449367],[384500,592853],[384735,593007],[385096,558083],[391653,562425],[396177,565135],[397918,520888],[398730,599397],[398880,566758],[401005,567477],[401805,475215],[407756,472679],[410500,603315],[410735,603469],[411096,572955],[416045,605323],[418322,605874],[418942,576759],[419172,576942],[430189,583257],[430339,543876],[431919,494015],[432693,584553],[432807,501219],[434727,585139],[440893,613790],[443170,614341],[443790,589376],[444020,589559],[448828,616109],[448978,591877],[451103,592596],[462498,565112],[462612,520705],[463812,621031],[464604,527146],[464717,599409],[472140,622785],[472290,602339],[474415,603058],[479643,605300],[481677,605886],[492311,544595],[492424,583269],[493476,628418],[493626,611395],[494331,550389],[501105,613767],[503139,614353],[507879,616121],[519592,565698],[520591,621008],[527259,622797],[544708,628430]
   ]
cell #1735 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[2, 1]]+phi[[1, 1, 1],[3, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [292787],[295450],[324675],[328775],[347207],[359649],[359711],[364400],[364721],[365121],[373921],[382699],[395214],[399127],[399189],[399625],[402258],[408699],[416860],[417181],[417581],[426381],[433044],[435417],[435907],[441708],[442029],[442429],[449225],[449287],[449723],[452356],[458797],[467163],[467357],[467678],[471123],[472537],[472599],[473035],[475668],[479994],[482367],[482857],[488658],[488979],[493873],[493935],[494589],[496106],[496589],[496766],[497706],[501456],[503829],[504319],[510325],[510519],[510840],[516197],[519850],[520237],[520942],[521477],[521566],[522861],[524091],[529705],[529899],[530220],[533493],[535010],[535493],[535670],[544051],[544140],[544270],[545515],[546653],[547729],[550647],[552164],[552647],[552824],[555835],[555924],[557219],[565273],[565433],[565956],[566466],[570707],[570796],[572091],[575221],[576359],[583388],[583855],[583944],[587838],[588976],[591585],[598880],[602047],[611103],
     [201625,412109],[226473,436957],[234903,445312],[257288,522166],[257874,466166],[260903,468624],[268736,349870],[269681,412171],[278933,483907],[292784,495302],[293368,495681],[296395,437019],[305300,378599],[311212,556524],[311798,509328],[314827,511786],[319379,515699],[328825,522156],[329356,466228],[332256,404599],[338168,571396],[338754,528708],[344759,532777],[347204,534206],[347788,534585],[350815,483969],[355515,540360],[367151,585659],[371473,549931],[373918,551360],[374502,551739],[378470,554208],[380399,555300],[382749,556514],[383280,509390],[386180,454697],[391007,515761],[392092,596515],[392678,563066],[401683,600094],[402255,568073],[404470,569080],[406399,570172],[408749,571386],[409280,528770],[412989,573757],[413156,573846],[414966,532839],[419611,606406],[423933,579637],[425162,489379],[426378,581066],[426962,581445],[435414,585397],[435957,585649],[437837,586374],[438004,586463],[439814,549993],[444459,614873],[446101,590392],[446220,554595],[447811,514285],[451781,616806],[452353,593192],[454568,594199],[456497,595291],[458847,596505],[459378,563128],[467046,599995],[467213,600084],[469413,600854],[469532,569467],[475093,623482],[475665,603654],[476244,536610],[476814,573976],[477062,604135],[482364,606144],[482907,606396],[484787,607121],[484954,607210],[486764,579699],[496470,611954],[498276,586593],[498524,612602],[503826,614611],[504369,614863],[504711,558449],[505374,590552],[510208,616707],[510375,616796],[512575,617566],[512694,594586],[523109,621417],[524754,601014],[529588,623383],[529755,623472],[530575,577435],[535374,625057],[537180,607340],[537428,625705],[552528,630174],[557467,631392],[559112,617726],[572339,635194]
   ]
cell #1736 :
  |C| = 553
  W-rep = phi[[2, 1],[2, 1, 1]]+phi[[1, 1],[3, 1, 1]]+phi[[2],[2, 2, 1]]+phi[[1],[3, 2, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     91 tau_infinity subcells with 4 member(s)
  subcells = [
     [191093],[223672],[241191],[251690],[257658],[258019],[259869],[267191],[276132],[287269],[288489],[291882],[293159],[299802],[302846],[311582],[311943],[323476],[327957],[329177],[335263],[335807],[338538],[338899],[346302],[347579],[363922],[371022],[371257],[371618],[373016],[374293],[381881],[383101],[398027],[403063],[405340],[406190],[407881],[409101],[416382],[430962],[432044],[436560],[436710],[441230],[463039],[463189],[464149],
     [89126,405960],[111251,438835],[134550,468273],[136565,470307],[156411,492935],[160671,434486],[162496,497549],[164756,439635],[170291,305614],[186556,520080],[191056,400694],[192701,524041],[193062,468387],[193603,332570],[201509,341689],[207621,481436],[218676,544220],[219037,493049],[223423,365435],[223677,434469],[225448,497436],[226357,368403],[232469,502898],[233869,313793],[234748,377400],[241154,450792],[243701,386494],[248077,321115],[250234,394414],[252967,519967],[257758,400585],[260748,403400],[264155,526833],[267154,474104],[269502,342909],[273088,354222],[275883,417895],[276137,481419],[278817,420863],[282884,428169],[283428,357266],[285792,428713],[293213,434344],[296216,369623],[299223,549701],[299765,500565],[302597,442743],[302851,502881],[308307,389187],[308851,389731],[311682,450683],[314672,453498],[318928,460598],[319163,392462],[319524,392823],[335812,526816],[338638,473995],[344308,423482],[344543,423717],[344904,424078],[347633,481294],[350636,422083],[354456,490120],[355306,426753],[374347,502756],[377063,453161],[379340,455438],[380190,456288],[411712,483510],[411862,483660],
     [46720,183631,322060,461194],[46728,250092,250197,460833],[61106,153194,355076,490740],[61114,282742,282847,487843],[61924,215837,285797,490970],[74254,123484,379960,456058],[74262,308165,308270,506974],[78788,182987,390028,517577],[78868,318371,318396,515302],[79086,247418,318933,515452],[89134,335121,335226,526354],[94097,150155,413987,485785],[94177,343751,343776,532380],[94395,272429,344313,532530],[99736,215307,424346,542043],[99841,282277,283179,425476],[99878,213292,354541,540009],[111331,370465,370490,549534],[111549,299143,371027,549684],[115170,177712,444961,511435],[115870,377542,377567,506201],[117185,179727,446995,513469],[117290,307700,308602,448125],[117327,237455,379425,554949],[123492,389045,389150,560712],[123808,249536,390828,459199],[123912,247276,390040,561617],[123917,318354,319263,457979],[135250,403542,403567,525581],[136670,334656,335558,471437],[136707,263455,405425,569821],[141034,209446,476087,536453],[141798,341798,342014,477912],[141835,203361,412311,531839],[143294,211706,414787,486585],[143398,272287,413999,574414],[143403,343734,344643,478994],[150235,422925,422950,579240],[150453,353563,423487,579390],[150950,282638,355360,488180],[153202,428027,428132,582408],[163260,368512,368728,499374],[163297,228209,437159,548993],[164860,299001,438847,587031],[164865,370448,371357,500456],[169389,242799,504661,558399],[169750,243160,445075,511549],[170540,236654,445425,554438],[170545,377525,377734,506351],[172286,308061,380244,507311],[178412,453640,453665,559939],[179832,388580,389482,514599],[179869,317379,455523,594940],[183067,460041,460066,597535],[183285,393755,460603,597685],[183639,394377,461298,564633],[193852,262654,468737,569310],[193857,403525,403734,525731],[195598,335017,406244,526691],[200600,277908,475974,536340],[201409,271136,476312,573926],[201770,271497,412430,531953],[210210,420972,421188,538278],[210247,280669,484109,578699],[211810,353421,485797,607778],[211815,422908,423817,539360],[213992,284929,488322,541802],[215412,357017,427562,489693],[215449,358067,490205,610009],[215917,358767,490987,582887],[216135,428718,428855,582870],[226257,297850,497774,586543],[226618,298211,437278,549107],[234694,306891,445177,554325],[238155,318079,507453,561191],[243950,316578,511899,594429],[243955,453623,453832,560089],[245696,388941,456342,561049],[247498,393835,515469,597702],[248040,321078,458088,517266],[249640,393613,517589,619883],[249645,392562,460024,517157],[260694,333847,468489,569197],[272509,353643,532547,579407],[273051,354185,479103,539469],[278717,352270,536678,607290],[279078,352631,484228,578813],[283433,357271,488305,541785],[285174,426807,427923,541660],[308856,389736,507436,561174],[314618,387771,511651,594316]
   ]
cell #1737 :
  |C| = 126
  W-rep = phi[[2],[3, 1, 1]]
  special rep = phi[[2],[3, 1, 1]] , dim = 126
  orbit = [5, 5, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [46734],[61120],[61920],[74268],[78937],[79082],[89140],[94246],[94391],[99794],[99901],[111400],[111545],[115939],[117243],[117350],[123498],[123838],[123986],[135319],[136623],[136730],[141092],[141858],[143324],[143472],[150304],[150449],[150869],[153208],[162554],[163320],[164786],[164934],[169780],[170088],[170614],[172205],[178481],[179785],[179892],[183136],[183281],[183645],[186614],[193092],[193400],[193926],[195517],[200722],[200989],[201311],[209504],[210270],[211736],[211884],[215365],[215472],[216131],[219067],[225570],[225837],[226159],[234005],[234562],[236712],[243190],[243498],[244024],[245615],[247334],[249566],[249714],[250150],[253089],[253356],[260005],[260562],[262712],[268809],[271527],[272345],[278030],[278297],[278619],[282668],[282800],[285093],[288625],[295523],[298241],[299059],[307013],[307280],[308091],[308223],[313929],[314486],[316636],[318743],[324748],[333969],[334236],[335047],[335179],[343045],[344123],[349943],[352661],[353479],[369759],[370837],[378672],[387893],[388160],[388971],[389103],[393671],[404672],[422219],[423297],[427953],[428085],[454770],[460413],[461356]
   ]
cell #1738 :
  |C| = 126
  W-rep = phi[[3, 1, 1],[1, 1]]
  special rep = phi[[3, 1, 1],[1, 1]] , dim = 126
  orbit = [6, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [127140],[132206],[154570],[158932],[159945],[175368],[184643],[189252],[190054],[190308],[198680],[205882],[206895],[216955],[221759],[222632],[225174],[230730],[231743],[239350],[240152],[240406],[248778],[250710],[254689],[255937],[256896],[259032],[259584],[265350],[266152],[266406],[274219],[275092],[277634],[284203],[287605],[290234],[294549],[294881],[295135],[300933],[301806],[304348],[309861],[310820],[312956],[313508],[320076],[320330],[323746],[323821],[326313],[328293],[330147],[330592],[330922],[336817],[337776],[339912],[340464],[348969],[349301],[349555],[356226],[359949],[359963],[362240],[364192],[364267],[366045],[366759],[375683],[376015],[376269],[382217],[384071],[384516],[384846],[391700],[394890],[395072],[395411],[399427],[399441],[401101],[408217],[410071],[410516],[410846],[416652],[416727],[418505],[419219],[429017],[429366],[432380],[432902],[433241],[441500],[441575],[443353],[444067],[449525],[449539],[451199],[461503],[464419],[464494],[464946],[472837],[472851],[474511],[479852],[480191],[494173],[494187],[501314],[501653],[508108],[520800],[521139],[527488],[543627],[544937],[564947]
   ]
cell #1739 :
  |C| = 126
  W-rep = phi[[3, 1, 1],[1, 1]]
  special rep = phi[[3, 1, 1],[1, 1]] , dim = 126
  orbit = [6, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [66605],[85356],[96311],[102738],[106974],[107193],[113465],[119714],[127215],[131312],[131820],[133869],[139094],[145878],[146097],[152369],[154603],[159007],[159508],[160798],[161785],[167340],[167559],[174474],[174982],[177031],[182256],[184479],[189285],[191202],[192091],[192310],[197786],[198294],[200343],[205957],[206458],[207748],[208735],[214290],[214509],[216364],[220435],[221535],[221595],[223243],[223840],[224788],[230805],[231306],[232596],[233583],[239383],[241300],[242189],[242408],[248392],[252790],[254764],[255608],[255874],[257582],[259147],[265383],[267300],[268189],[268408],[273995],[274055],[275703],[276300],[277248],[283766],[288073],[288339],[290267],[291147],[291367],[293016],[300709],[300769],[302417],[303014],[303962],[309532],[309798],[311506],[313071],[324254],[324474],[326089],[326149],[326951],[327194],[336488],[336754],[338462],[340027],[345567],[345787],[347436],[359285],[360101],[360344],[361911],[362177],[363019],[372281],[372501],[374150],[380875],[381118],[394716],[395611],[397292],[397512],[406875],[407118],[415479],[429042],[431038],[431281],[440327],[461638],[463246],[491739]
   ]
cell #1740 :
  |C| = 140
  W-rep = phi[[3, 1],[1, 1, 1]]+phi[[],[4, 2, 1]]
  special rep = phi[[3, 1],[1, 1, 1]] , dim = 105
  orbit = [6, 2, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     70 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [132903],[160700],[176065],[184932],[190713],[191119],[199377],[207650],[217387],[222048],[223318],[229607],[232498],[240811],[241217],[251628],[256369],[257596],[264184],[264282],[266811],[267217],[274508],[275778],[286922],[291820],[299422],[299828],[299911],[301222],[302492],[310293],[311520],[322683],[326602],[327610],[332138],[335378],[335453],[335975],[337249],[338476],[346240],[361443],[362672],[367928],[368003],[371181],[371195],[372954],[381534],[396784],[396859],[397965],[402987],[403001],[406047],[407534],[430886],[430900],[431697],[436228],[436567],[461677],[462707],[463046],[467991],[491714],[492653],[519121],
     [181840,249475],[183519,250441],[204759,282067],[214021,284958],[214119,285056],[215946,286043],[238184,318108],[238282,318206],[247697,320735],[248103,321141],[248186,321224],[250260,322332],[272708,353842],[273114,354248],[273197,354331],[282999,356837],[283074,356912],[283596,357434],[305182,386062],[308422,389302],[308497,389377],[309019,389899],[319087,392386],[319101,392400],[341214,420388],[341289,420463],[344467,423641],[344481,423655],[355163,426610],[376987,453085],[377001,453099],[380047,456145],[411380,483178],[411719,483517],[444679,511153]
   ]
cell #1741 :
  |C| = 245
  W-rep = phi[[2, 1],[2, 2]]+phi[[1, 1],[3, 2]]
  special rep = phi[[2, 1],[2, 2]] , dim = 140
  orbit = [4, 4, 3, 3]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [164770],[191028],[193076],[219051],[223204],[225554],[241126],[253073],[255569],[257531],[259976],[267126],[275664],[288034],[288596],[291096],[299737],[302378],[309493],[311455],[324203],[335339],[336449],[338411],[345516],[361872],[367889],[371130],[372230],[396745],[397241],[402936],[430835],[436390],[462869],
     [60920,354588],[74068,379472],[78844,318460],[88940,405472],[92876,412358],[94153,343840],[99813,282652],[110030,437206],[111307,370554],[115708,445332],[115846,377631],[117262,308075],[123298,455570],[123822,249550],[132829,466415],[135088,468644],[135226,403631],[136642,335031],[141652,342454],[141770,271511],[143308,211720],[148934,484156],[150211,423014],[153008,490252],[160509,495701],[160647,434575],[163114,369168],[163232,298225],[169764,243174],[170072,306997],[170326,378127],[175991,509577],[178250,511806],[178388,453729],[179804,388955],[181766,515948],[183043,460130],[190910,401350],[193384,333953],[193638,404127],[199303,528957],[200706,278014],[201282,343016],[204685,533026],[207459,534605],[207597,481525],[210064,421628],[210182,352645],[213830,540380],[213968,488411],[215384,427937],[223458,435071],[226130,369730],[229533,550180],[232307,551759],[232445,502987],[233976,313900],[237993,555320],[238131,507542],[241008,451448],[243482,387877],[243736,454225],[247894,390373],[248012,321050],[249401,563315],[263993,570192],[264131,526922],[267008,474760],[270961,573866],[272905,414332],[273023,354157],[275918,482021],[278590,422190],[281993,579886],[282960,356798],[283214,424690],[284767,581465],[284905,541891],[297675,586483],[299619,439180],[302632,503483],[306724,446843],[308383,389263],[308637,447339],[317917,595311],[318055,561280],[319036,392335],[320932,517922],[333680,470155],[335593,470651],[341175,420349],[342708,477785],[344416,423590],[352095,607230],[354039,486130],[357052,542387],[369422,499247],[376936,453034],[377825,506031],[387604,513317],[389517,513813],[403825,525411],[411542,483340],[421882,538151],[453923,559769]
   ]
cell #1742 :
  |C| = 245
  W-rep = phi[[2, 1],[2, 2]]+phi[[1, 1],[3, 2]]
  special rep = phi[[2, 1],[2, 2]] , dim = 140
  orbit = [4, 4, 3, 3]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [262915],[293618],[295831],[325056],[329124],[331624],[348038],[360929],[363298],[365036],[367493],[374752],[383048],[395890],[396349],[398590],[406649],[409048],[415758],[417496],[430049],[439582],[440606],[442344],[448688],[463525],[468334],[471038],[472000],[492996],[493336],[497621],[520152],[524050],[544229],
     [124028,457069],[143514,478084],[151070,424530],[164976,499546],[170656,505221],[172406,447179],[180805,390443],[193968,524601],[195718,470491],[201540,530849],[201890,476659],[203724,414402],[211926,538450],[212752,357527],[223788,546500],[226388,548003],[226738,498121],[228572,439250],[234819,445988],[235153,378980],[236915,316839],[244066,558959],[245816,513653],[249756,563614],[257789,567111],[258139,522706],[260819,469300],[261153,404980],[269117,350251],[269449,413389],[269576,476999],[276248,576206],[278848,577709],[279198,537025],[281032,486200],[283544,580655],[285294,542227],[293284,496357],[296163,438237],[296290,498461],[302962,588823],[304668,385548],[305215,446447],[308967,591377],[311713,592230],[312063,557064],[314743,512462],[315077,455078],[319294,596004],[319644,562189],[321478,517992],[329251,523046],[332171,469759],[335923,601839],[338669,602692],[339019,571936],[340779,419953],[344674,604780],[345024,574986],[347704,535261],[350583,485187],[350710,537365],[355431,487556],[355765,427212],[357382,609570],[371388,613247],[371738,587603],[374418,552415],[377765,615187],[380315,506687],[380649,456747],[383175,557404],[386095,512921],[389847,618551],[390775,459146],[390902,515162],[392593,619404],[392943,597055],[403765,621863],[406315,526067],[409175,572276],[412501,531900],[414734,486532],[414861,532240],[423848,626350],[424198,608350],[425077,489294],[426878,582121],[437349,549054],[439709,549394],[445022,511496],[445601,554510],[447726,514200],[453863,631838],[456413,560425],[459273,597395],[468913,569382],[476159,536525],[476321,573935],[484299,578760],[486659,579100],[497783,586552],[504670,558408],[512075,594501],[536687,607299]
   ]
cell #1743 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[2, 1]]+phi[[1, 1, 1],[3, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [222945],[257209],[275405],[292274],[292712],[293042],[295538],[302119],[311133],[324763],[327152],[327220],[328347],[331235],[338089],[346694],[347132],[347462],[356539],[360302],[360370],[363207],[366545],[367072],[373408],[373846],[374176],[381076],[381144],[382271],[385159],[392013],[395799],[401604],[401745],[402183],[406073],[407076],[407144],[408271],[411159],[415667],[419005],[419532],[425868],[426306],[431239],[431307],[432747],[434769],[435342],[435479],[436593],[440515],[443853],[444380],[451702],[451843],[452281],[458369],[462552],[463072],[463434],[464759],[464810],[466618],[468126],[475014],[475155],[475593],[479697],[481719],[482292],[482429],[492466],[492517],[492788],[494470],[496078],[497454],[501159],[503181],[503754],[503891],[507921],[507972],[509780],[519731],[519985],[520645],[521449],[527301],[527352],[529160],[533374],[534982],[544023],[544750],[544801],[550528],[552136],[555807],[565837],[570679],[583827],
     [141642,412762],[163104,437610],[170377,445897],[190352,522176],[190900,466819],[193689,469209],[201553,412830],[210054,484560],[222935,495384],[223509,496266],[226401,437678],[234577,378687],[240450,556534],[240998,509981],[243787,512371],[247884,457174],[257260,522227],[257802,466887],[260577,404687],[266450,571406],[266998,529361],[268824,349958],[272895,478189],[275395,534288],[275969,535170],[278861,484628],[283265,487465],[295179,585669],[299609,499651],[302109,551442],[302683,552324],[306714,505714],[308688,506596],[311184,556585],[311726,510049],[314501,454785],[319307,457242],[320374,596525],[320922,563719],[330636,600104],[331225,568155],[333670,525094],[335644,525976],[338140,571457],[338682,529429],[342493,531370],[342759,531421],[344687,478257],[349599,606416],[354029,538555],[355189,426636],[356529,581148],[357103,582030],[366535,546993],[367123,585720],[369207,548524],[369473,548575],[371401,499719],[376313,614883],[378178,554089],[378398,506234],[380073,456171],[384560,616816],[385149,593274],[387594,559452],[389568,560334],[392064,596576],[392606,563787],[401389,567632],[401655,567683],[404178,568961],[404398,525614],[410560,623492],[411149,603736],[411745,483543],[412561,531692],[412804,573729],[418995,576699],[419583,606467],[421667,578230],[421933,578281],[423861,538623],[435122,585278],[437409,548846],[437652,586346],[443843,589316],[444431,614934],[444814,511288],[445709,554343],[451487,592751],[451753,592802],[454276,594080],[454496,559972],[466861,599967],[469021,569215],[474799,603213],[475065,603264],[475992,536358],[482072,606025],[484359,578552],[484602,607093],[503534,614492],[510023,616679],[512183,594334],[529403,623355]
   ]
cell #1744 :
  |C| = 315
  W-rep = phi[[2, 2, 1],[1, 1]]+phi[[2, 1, 1],[2, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [342353],[345322],[369067],[377933],[378047],[390272],[401249],[403933],[404047],[412735],[414231],[421527],[424610],[425841],[433903],[434991],[437583],[439079],[446171],[447259],[451347],[451816],[454031],[454145],[457147],[465757],[465821],[466792],[469483],[470571],[474659],[477127],[477191],[478162],[479670],[480853],[481941],[484533],[486029],[496540],[498589],[498653],[499624],[502315],[503403],[505649],[505687],[507759],[508919],[508983],[509954],[512645],[513733],[517821],[523174],[523238],[523855],[525029],[525067],[528299],[528363],[529334],[531208],[531332],[533239],[535444],[537493],[537557],[538528],[541219],[542307],[546928],[547468],[547532],[548362],[548486],[552598],[553954],[557532],[557596],[558213],[559387],[559425],[562657],[562721],[563692],[567594],[567790],[568826],[572404],[572468],[573085],[576634],[577174],[577238],[578068],[578192],[589251],[589791],[589855],[592713],[592909],[593945],[603175],[603371],
     [159970,495319],[190280,522138],[206920,534223],[222417,545944],[222871,495357],[231768,551377],[240378,556496],[255468,521650],[256751,522014],[259609,568090],[266378,571368],[274877,575650],[275331,534261],[284228,581083],[287933,491940],[290902,372036],[291016,494699],[292247,434877],[294574,585414],[295107,585631],[301591,588267],[302045,551415],[309392,556008],[310675,556372],[313533,593209],[320302,596487],[324009,397047],[324123,461867],[327125,465255],[330564,600066],[330707,600168],[331161,568128],[336348,570880],[337631,571244],[340489,603671],[345436,533603],[346667,481827],[348994,606161],[349527,606378],[356011,609014],[356465,581121],[360275,429675],[361771,584028],[363481,611544],[365850,611872],[366471,546966],[366614,585507],[372150,550757],[373381,503289],[375708,614628],[376241,614845],[381049,508417],[384488,616778],[384631,616880],[385085,593247],[391555,596363],[396073,598470],[397161,566066],[398718,621126],[398782,599452],[400994,567470],[401718,475128],[407049,527797],[410488,623454],[410631,623556],[411085,603709],[415941,624647],[418310,624975],[418931,576672],[419074,606254],[430177,610812],[430241,583312],[431212,545246],[432682,584546],[432720,501132],[434731,585143],[440789,629764],[443158,630092],[443779,589289],[443922,614721],[448816,631101],[448880,616164],[451092,592589],[462487,565105],[462525,520618],[463708,634016],[464597,527139],[464721,599413],[472128,634903],[472192,622840],[474404,603051],[479632,605293],[481681,605890],[492304,544588],[492428,583273],[493464,638007],[493528,628473],[494335,550393],[501094,613760],[503143,614357],[507883,616125],[519596,565702],[520580,621001],[527263,622801],[544712,628434]
   ]
cell #1745 :
  |C| = 126
  W-rep = phi[[2],[3, 1, 1]]
  special rep = phi[[2],[3, 1, 1]] , dim = 126
  orbit = [5, 5, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [203360],[213291],[215836],[228208],[236642],[237454],[247264],[247417],[250080],[262642],[263454],[271032],[271486],[272275],[272428],[280668],[282173],[282627],[282730],[297746],[298200],[298989],[299142],[304851],[306793],[307596],[308050],[308153],[316566],[317378],[318256],[318272],[331807],[333749],[334552],[335006],[335109],[340971],[341074],[342822],[343636],[343652],[352166],[352620],[353409],[353562],[358066],[361112],[367685],[367788],[369536],[370350],[370366],[376742],[376856],[376872],[385731],[387673],[388476],[388930],[389033],[393601],[393754],[396541],[396644],[402742],[402856],[402872],[413572],[420145],[420248],[421996],[422810],[422826],[427458],[427912],[428015],[428854],[430641],[430755],[430771],[438420],[446639],[446742],[452840],[452954],[452970],[457364],[459926],[459942],[461286],[469951],[470054],[477591],[477705],[477721],[478379],[485370],[487636],[487652],[490888],[499053],[499167],[499183],[499841],[506767],[506783],[513113],[513216],[515370],[526147],[526163],[532448],[537957],[538071],[538087],[538745],[549602],[560505],[560521],[563909],[579308],[582201],[582217],[597603],[610618]
   ]
cell #1746 :
  |C| = 553
  W-rep = phi[[2, 1],[2, 1, 1]]+phi[[1, 1],[3, 1, 1]]+phi[[2],[2, 2, 1]]+phi[[1],[3, 2, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     91 tau_infinity subcells with 4 member(s)
  subcells = [
     [191092],[223660],[241190],[257554],[258008],[267190],[276120],[291119],[293061],[299801],[302834],[311478],[311932],[324226],[327239],[329090],[331590],[335262],[335795],[338434],[338888],[345539],[347481],[360389],[360895],[363264],[371010],[371153],[371607],[372253],[374195],[381163],[383014],[395856],[397264],[402959],[405328],[406092],[407163],[409014],[415724],[430858],[431326],[436548],[436612],[440572],[463027],[463091],[463491],
     [136963,405949],[160672,495859],[164821,438824],[170302,378150],[191067,466438],[193127,468262],[193614,404150],[195511,470311],[201520,412849],[207622,534763],[219102,492924],[223434,435094],[223688,495923],[225831,497553],[226368,437697],[228385,439548],[232470,551917],[234741,445954],[241165,509600],[243712,454248],[248076,321114],[250233,394413],[253350,520084],[257769,466906],[259999,524045],[260266,468300],[260741,469266],[264156,570350],[267165,528980],[269415,413355],[273087,354221],[275894,482044],[276148,534827],[278828,484647],[282883,428168],[283416,357254],[285780,428701],[288619,544224],[288886,492962],[293206,496323],[295557,497429],[296129,438203],[299224,587231],[299776,550203],[302608,503506],[302862,551981],[304634,385514],[308306,389186],[308839,389719],[311693,510068],[314665,512428],[318916,460586],[319059,392358],[319513,392812],[324782,519960],[335823,570414],[338649,529448],[344296,423470],[344439,423613],[344893,424067],[347626,535227],[350549,485153],[354444,490108],[355208,426655],[374340,552381],[376959,453057],[379328,455426],[380092,456190],[411700,483498],[411764,483562],
     [46729,250208,321973,460729],[61115,282858,354989,487739],[61923,285753,285808,490872],[74263,308281,379873,506870],[78869,318499,390105,515290],[79085,318889,318944,515354],[80124,250490,322049,461183],[89135,335237,405873,526250],[94178,343879,414064,532368],[94394,344269,344324,532432],[99852,283190,354611,424713],[99877,282703,354639,539998],[100134,215705,355065,490729],[111332,370593,438912,549522],[111548,370983,371038,549586],[115871,377670,445490,506189],[117301,308613,379495,447362],[117326,308126,379523,554938],[117583,180125,379949,456047],[123493,389161,455971,560608],[123873,249601,390017,517566],[123900,318737,390124,561621],[123928,319274,390169,457261],[135251,403670,468802,525569],[136681,335569,405495,470674],[136706,335082,405523,569810],[141809,342025,412381,477808],[141834,271562,412409,531828],[143359,211771,413976,485774],[143386,344117,414083,574418],[143414,344654,414128,478276],[150236,423053,485862,579228],[150452,423443,423498,579292],[150863,285087,424350,542047],[150939,354878,355353,487522],[153203,428143,490653,582304],[163271,368739,437229,499270],[163296,298276,437257,548982],[164848,370831,438931,587035],[164876,371368,438976,499738],[169815,243225,444950,511424],[170528,307274,445509,554442],[170556,377745,445554,506253],[172199,245609,446999,513473],[172275,379762,380237,506653],[178413,453768,511964,559927],[179843,389493,455593,513836],[179868,389006,455621,594929],[180618,321291,390741,459112],[183068,460169,517654,597523],[183284,460559,460614,597587],[183640,394388,518885,598204],[193840,334230,468821,569314],[193868,403745,468866,525633],[195587,405762,406237,526033],[200983,278291,476091,536457],[201305,343039,476316,573930],[201759,343306,412423,531866],[203537,280845,414700,486498],[210221,421199,484179,538174],[210246,352696,484207,578688],[211798,423291,485881,607782],[211826,423828,485926,538642],[213993,284930,540538,581623],[215423,357028,490275,542410],[215448,427988,490303,609998],[215918,358768,542902,610538],[216134,428729,491505,610602],[226153,369753,497778,586547],[226607,370020,437271,549020],[233999,313923,504665,558403],[234266,314190,444988,511462],[234596,378706,445170,554318],[238156,318080,555478,595469],[243938,388154,511983,594433],[243966,453843,512028,559991],[245685,455860,456335,560391],[247499,393836,561817,620083],[248051,321089,515971,563338],[249628,460407,517673,619887],[249656,392573,517718,563806],[260596,404706,468482,569190],[268843,349977,475967,536333],[272510,353644,574614,607978],[273062,354196,533049,579909],[278613,422213,536682,607294],[279067,422480,484221,578726],[283444,357282,540602,581687],[285163,426800,490542,582087],[308867,389747,555542,595533],[314520,454804,511644,594309]
   ]
cell #1747 :
  |C| = 175
  W-rep = phi[[3],[2, 1, 1]]+phi[[1],[4, 1, 1]]
  special rep = phi[[3],[2, 1, 1]] , dim = 105
  orbit = [6, 4, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [89429],[111661],[111915],[134635],[137059],[137100],[156496],[162602],[162643],[165301],[165316],[186662],[186703],[192727],[193155],[193170],[196100],[218702],[219130],[219145],[225367],[225469],[225906],[252886],[252988],[253425],[259815],[259850],[286568],[288435],[288470],[295359],[322851],[324584],[359106],
     [46758,80225],[61409,101213],[61937,101474],[61965,101566],[74557,123787],[79099,124301],[79198,125304],[79452,125558],[94408,143787],[94507,150565],[94761,150819],[99963,151281],[100230,152514],[100271,152555],[111562,165249],[115255,177797],[117412,172617],[117679,180221],[117720,180262],[124018,181026],[124353,182446],[124368,182461],[136792,195929],[141140,209552],[141181,209593],[141920,203446],[143504,203945],[143839,212251],[143854,212266],[150466,212199],[151058,213154],[151452,214739],[163382,228294],[164966,228793],[169415,242825],[169843,243253],[169858,243268],[170646,236760],[172394,237317],[172788,246198],[179954,246027],[183298,250029],[193958,262760],[195706,263317],[200519,277827],[200621,277929],[201058,278366],[201435,271162],[201878,271605],[210332,280754],[211916,281253],[215534,285505],[216148,286181],[226283,297876],[226726,298319],[233815,313739],[233850,313774],[234715,306912],[244056,316684],[245804,317241],[249746,321699],[260715,333868],[268645,349779],[269483,342890],[278743,352296],[279186,352739],[285282,357929],[296197,369604],[314639,387792],[350617,422064]
   ]
cell #1748 :
  |C| = 126
  W-rep = phi[[2],[3, 1, 1]]
  special rep = phi[[2],[3, 1, 1]] , dim = 126
  orbit = [5, 5, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [80143],[100153],[101440],[117602],[124059],[124267],[136982],[143545],[143753],[150916],[151043],[165007],[165215],[170687],[172252],[172379],[180144],[180635],[180804],[193999],[195564],[195691],[201036],[201863],[203554],[203723],[211957],[212165],[212751],[215724],[225884],[226711],[228402],[228571],[234283],[234613],[235152],[236914],[244097],[245662],[245789],[249787],[249995],[250509],[253403],[260283],[260613],[261152],[262914],[268860],[269116],[269448],[278344],[279171],[280862],[281031],[285140],[285267],[286147],[288903],[295574],[295830],[296162],[304667],[305209],[307327],[314207],[314537],[315076],[316838],[318790],[321308],[321477],[322026],[324799],[325055],[331623],[332165],[334283],[340773],[343323],[344170],[349994],[350250],[350582],[354895],[355042],[357526],[360928],[367487],[370037],[370884],[378723],[378979],[379779],[379926],[385547],[386089],[388207],[390442],[396343],[404723],[404979],[405779],[405926],[413388],[414401],[419947],[422497],[423344],[438236],[439249],[446441],[454821],[455077],[455877],[456024],[460460],[469753],[485186],[486199],[490559],[490706],[512915],[517991],[518938]
   ]
cell #1749 :
  |C| = 126
  W-rep = phi[[3, 1, 1],[1, 1]]
  special rep = phi[[3, 1, 1],[1, 1]] , dim = 126
  orbit = [6, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [102636],[107252],[127108],[131210],[132089],[146156],[154498],[158900],[159676],[159833],[167618],[174372],[175251],[184470],[189180],[190022],[192369],[197684],[198563],[205850],[206626],[206783],[214568],[216355],[220333],[221586],[222560],[223899],[225057],[230698],[231474],[231631],[239278],[240120],[242467],[248661],[252002],[254657],[258229],[259315],[259472],[265278],[266120],[268467],[274046],[275020],[276359],[277517],[283934],[284091],[287312],[287573],[290162],[292194],[293202],[293737],[294849],[300760],[301734],[303073],[304231],[312153],[313239],[313396],[320044],[323535],[323749],[326140],[328000],[328261],[329236],[330850],[339109],[340195],[340352],[346614],[347622],[348157],[349269],[356154],[359276],[359476],[359688],[363981],[364195],[365098],[373328],[374336],[374871],[375983],[381924],[382185],[383160],[384774],[394662],[395056],[398339],[398954],[399166],[407924],[408185],[409160],[410774],[416441],[416655],[417558],[429001],[432087],[432348],[432886],[441289],[441503],[442406],[449052],[449264],[464208],[464422],[472364],[472576],[479836],[493700],[493912],[501298],[519202],[520784],[543611]
   ]
cell #1750 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[2, 1]]+phi[[1, 1, 1],[3, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [222853],[257105],[275313],[292265],[292607],[293033],[295529],[302027],[311029],[324754],[327143],[327211],[328338],[331143],[337985],[346685],[347027],[347453],[356447],[360293],[360361],[363198],[365767],[366968],[373399],[373741],[374167],[381067],[381135],[382262],[385067],[391909],[395790],[400841],[401736],[402078],[406064],[407067],[407135],[408262],[411067],[415658],[418227],[419428],[425859],[426201],[431230],[431298],[432738],[434086],[434617],[435470],[436584],[440506],[443075],[444276],[450939],[451834],[452176],[458360],[462543],[463063],[463425],[464696],[464801],[465993],[468072],[474251],[475146],[475488],[479688],[481036],[481567],[482420],[492403],[492508],[492734],[494416],[495523],[497413],[501150],[502498],[503029],[503882],[507858],[507963],[509155],[519677],[519944],[520636],[521408],[527238],[527343],[528535],[533320],[534427],[543982],[544687],[544792],[550474],[551581],[555766],[565783],[570638],[583786],
     [141540,412753],[163002,437601],[170270,445888],[190265,522113],[190798,466810],[193582,469200],[201448,412821],[209952,484551],[222833,495375],[223402,496257],[226296,437669],[234568,378678],[240363,556471],[240896,509972],[243680,512362],[247782,457165],[257153,522218],[257697,466878],[260568,404678],[266363,571343],[266896,529352],[268815,349949],[272793,478180],[275293,534279],[275862,535161],[278756,484619],[283158,487456],[295092,585606],[299507,499642],[302007,551433],[302576,552315],[305926,505705],[308581,506587],[311077,556576],[311621,510040],[314492,454776],[319202,457233],[320287,596462],[320820,563710],[329849,599831],[331123,568146],[332882,525085],[335537,525967],[338033,571448],[338577,529420],[341732,531307],[341993,531412],[344582,478248],[349512,606353],[353927,538546],[355180,426627],[356427,581139],[356996,582021],[365747,546984],[367016,585711],[368446,548461],[368707,548566],[371296,499710],[376226,614820],[377459,554035],[377673,506225],[380064,456162],[383773,616543],[385047,593265],[386806,559443],[389461,560325],[391957,596567],[392501,563778],[400628,567569],[400889,567674],[403459,568907],[403673,525605],[409773,623219],[411047,603727],[411736,483534],[411936,531638],[412148,573688],[418207,576690],[419476,606458],[420906,578167],[421167,578272],[423756,538614],[434403,585224],[436784,548792],[436996,586305],[443055,589307],[444324,614925],[444760,511234],[445154,554302],[450726,592688],[450987,592793],[453557,594026],[453771,559963],[466205,599926],[468466,569174],[474038,603150],[474299,603255],[475951,536317],[481353,605971],[483734,578498],[483946,607052],[502815,614438],[509367,616638],[511628,594293],[528747,623314]
   ]
cell #1751 :
  |C| = 315
  W-rep = phi[[2, 2, 1],[1, 1]]+phi[[2, 1, 1],[2, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [342354],[345321],[369068],[377932],[378046],[390273],[401250],[403932],[404046],[412734],[414232],[421528],[424609],[425840],[433904],[434990],[437582],[439080],[446172],[447258],[451348],[451815],[454030],[454144],[457146],[465758],[465820],[466791],[469484],[470570],[474660],[477128],[477190],[478161],[479669],[480854],[481940],[484532],[486030],[496541],[498590],[498652],[499623],[502316],[503402],[505648],[505686],[507758],[508920],[508982],[509953],[512646],[513732],[517822],[523175],[523237],[523856],[525028],[525066],[528300],[528362],[529333],[531207],[531327],[533234],[535445],[537494],[537556],[538527],[541220],[542306],[546927],[547469],[547531],[548361],[548481],[552599],[553949],[557533],[557595],[558214],[559386],[559424],[562658],[562720],[563691],[567589],[567791],[568821],[572405],[572467],[573086],[576633],[577175],[577237],[578067],[578187],[589250],[589792],[589854],[592708],[592910],[593940],[603170],[603372],
     [159976,495318],[190281,522133],[206926,534222],[222418,545939],[222870,495356],[231774,551376],[240379,556491],[255469,521645],[256750,522013],[259615,568089],[266379,571363],[274878,575645],[275330,534260],[284234,581082],[287934,491935],[290901,372035],[291015,494698],[292246,434876],[294580,585413],[295108,585626],[301592,588262],[302044,551414],[309393,556003],[310674,556371],[313539,593208],[320303,596482],[324008,397046],[324122,461866],[327124,465254],[330565,600061],[330708,600163],[331160,568127],[336349,570875],[337630,571243],[340495,603670],[345435,533602],[346666,481826],[349000,606160],[349528,606373],[356012,609009],[356464,581120],[360274,429674],[361772,584023],[363482,611539],[365851,611857],[366470,546965],[366613,585506],[372149,550756],[373380,503288],[375714,614627],[376242,614840],[381048,508416],[384489,616773],[384632,616875],[385084,593246],[391554,596362],[396074,598465],[397160,566065],[398719,621111],[398781,599451],[400993,567469],[401717,475127],[407048,527796],[410489,623449],[410632,623551],[411084,603708],[415942,624642],[418311,624960],[418930,576671],[419073,606253],[430178,610797],[430240,583311],[431211,545245],[432681,584545],[432719,501131],[434726,585138],[440790,629759],[443159,630077],[443778,589288],[443921,614720],[448817,631086],[448879,616163],[451091,592588],[462486,565104],[462524,520617],[463709,634011],[464596,527138],[464716,599408],[472129,634888],[472191,622839],[474403,603050],[479631,605292],[481676,605885],[492303,544587],[492423,583268],[493465,637992],[493527,628472],[494330,550388],[501093,613759],[503138,614352],[507878,616120],[519591,565697],[520579,621000],[527258,622796],[544707,628429]
   ]
cell #1752 :
  |C| = 126
  W-rep = phi[[2],[3, 1, 1]]
  special rep = phi[[2],[3, 1, 1]] , dim = 126
  orbit = [5, 5, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [153280],[181202],[183333],[203366],[204121],[213297],[213313],[228214],[228969],[236643],[237460],[237476],[246822],[247265],[262643],[263460],[263476],[271033],[271485],[271833],[272276],[280674],[281429],[282174],[282626],[297747],[298199],[298547],[298990],[304852],[304966],[306792],[307597],[308049],[316567],[317384],[317400],[318255],[321875],[331808],[331922],[333748],[334553],[335005],[340970],[341075],[342821],[343635],[352167],[352619],[352967],[353410],[358072],[358088],[358827],[361113],[361227],[367684],[367789],[369535],[370349],[376741],[376855],[385732],[385846],[387672],[388477],[388929],[393159],[393602],[394435],[396540],[396645],[402741],[402855],[413573],[413687],[420144],[420249],[421995],[422809],[424828],[427459],[427911],[428259],[430640],[430754],[438421],[438535],[446638],[446743],[447477],[452839],[452953],[457365],[457479],[459925],[469950],[470055],[470789],[477590],[477704],[478380],[478494],[485371],[485485],[487635],[499052],[499166],[499842],[499956],[506766],[513112],[513217],[513951],[526146],[537956],[538070],[538746],[538860],[542525],[560504],[563910],[564024],[582200],[582990]
   ]
cell #1753 :
  |C| = 140
  W-rep = phi[[3, 1],[1, 1, 1]]+phi[[],[4, 2, 1]]
  special rep = phi[[3, 1],[1, 1, 1]] , dim = 105
  orbit = [6, 2, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     70 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [191178],[223778],[241276],[251716],[257684],[258127],[267276],[276238],[287290],[291908],[293180],[299887],[302952],[311608],[312051],[323457],[327978],[329158],[335913],[336034],[338564],[339007],[346328],[347600],[359458],[363903],[371283],[371726],[371828],[373042],[374314],[381902],[383082],[394644],[398053],[398936],[403089],[406211],[406233],[406768],[407902],[409082],[416363],[430988],[432065],[436731],[436753],[439616],[439694],[441211],[449034],[463210],[463232],[464130],[468368],[468446],[471100],[472346],[493030],[493108],[493682],[497368],[497683],[519184],[519899],[520214],[524004],[543566],[544183],[564906],
     [248162,321200],[250319,322391],[273173,354307],[283534,357372],[283655,357493],[285898,358651],[308957,389837],[309078,389958],[319189,392488],[319632,392931],[319734,393033],[322168,394276],[344569,423743],[345012,424186],[345114,424288],[355327,426774],[355349,426796],[355884,427331],[377089,453187],[380211,456309],[380233,456331],[380768,456866],[390809,459180],[390887,459258],[411883,483681],[411905,483703],[414768,486566],[414846,486644],[425139,489356],[445056,511530],[445134,511608],[447788,514262],[475906,536272],[476221,536587],[504624,558362]
   ]
cell #1754 :
  |C| = 553
  W-rep = phi[[2, 1],[2, 1, 1]]+phi[[1, 1],[3, 1, 1]]+phi[[2],[2, 2, 1]]+phi[[1],[3, 2, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     91 tau_infinity subcells with 4 member(s)
  subcells = [
     [191098],[223661],[241196],[257555],[258007],[267196],[276121],[291120],[293060],[299807],[302835],[311479],[311931],[324227],[327238],[329089],[331589],[335268],[335796],[338435],[338887],[345540],[347480],[360388],[360894],[363263],[371011],[371154],[371606],[372254],[374194],[381162],[383013],[395855],[397265],[402960],[405329],[406091],[407162],[409013],[415723],[430859],[431325],[436549],[436611],[440571],[463028],[463090],[463490],
     [136964,405948],[160676,495860],[164822,438823],[170292,378151],[191057,466439],[193128,468261],[193604,404151],[195512,470306],[201508,412848],[207626,534764],[219103,492923],[223424,435095],[223676,495922],[225832,497548],[226356,437696],[228384,439547],[232474,551918],[234740,445953],[241155,509601],[243702,454249],[248082,321120],[250239,394419],[253351,520079],[257757,466905],[260000,524040],[260265,468299],[260740,469265],[264160,570351],[267155,528981],[269414,413354],[273093,354227],[275884,482045],[276136,534826],[278816,484646],[282889,428174],[283417,357255],[285781,428702],[288620,544219],[288885,492961],[293205,496322],[295556,497428],[296128,438202],[299228,587232],[299766,550204],[302598,503507],[302850,551980],[304633,385513],[308312,389192],[308840,389720],[311681,510067],[314664,512427],[318917,460587],[319060,392359],[319512,392811],[324781,519959],[335811,570413],[338637,529447],[344297,423471],[344440,423614],[344892,424066],[347625,535226],[350548,485152],[354445,490109],[355207,426654],[374339,552380],[376960,453058],[379329,455427],[380091,456189],[411701,483499],[411763,483561],
     [46733,250198,321974,460730],[61119,282848,354990,487740],[61929,285754,285796,490871],[74267,308271,379874,506871],[78873,318397,390106,515291],[79091,318890,318932,515353],[80125,250491,322048,461182],[89139,335227,405874,526251],[94182,343777,414065,532369],[94400,344270,344312,532431],[99842,283180,354612,424714],[99883,282704,354540,539997],[100135,215706,355064,490728],[111336,370491,438913,549523],[111554,370984,371026,549585],[115875,377568,445491,506190],[117291,308603,379496,447363],[117332,308127,379424,554937],[117584,180126,379948,456046],[123497,389151,455972,560609],[123874,249602,390016,517565],[123901,318738,390039,561616],[123916,319262,390168,457260],[135255,403568,468803,525570],[136671,335559,405496,470675],[136712,335083,405424,569809],[141799,342015,412382,477809],[141840,271563,412310,531827],[143360,211772,413975,485773],[143387,344118,413998,574413],[143402,344642,414127,478275],[150240,422951,485863,579229],[150458,423444,423486,579291],[150864,285088,424345,542042],[150938,354877,355352,487521],[153207,428133,490654,582305],[163261,368729,437230,499271],[163302,298277,437158,548981],[164849,370832,438846,587030],[164864,371356,438975,499737],[169816,243226,444949,511423],[170529,307275,445424,554437],[170544,377733,445553,506252],[172200,245610,446994,513468],[172274,379761,380236,506652],[178417,453666,511965,559928],[179833,389483,455594,513837],[179874,389007,455522,594928],[180617,321290,390740,459111],[183072,460067,517655,597524],[183290,460560,460602,597586],[183644,394378,518886,598205],[193841,334231,468736,569309],[193856,403733,468865,525632],[195586,405761,406236,526032],[200984,278292,476086,536452],[201306,343040,476311,573925],[201758,343305,412422,531865],[203536,280844,414699,486497],[210211,421189,484180,538175],[210252,352697,484108,578687],[211799,423292,485796,607777],[211814,423816,485925,538641],[213997,284934,540539,581624],[215413,357018,490276,542411],[215454,427989,490204,609997],[215922,358772,542903,610539],[216140,428717,491506,610601],[226154,369754,497773,586542],[226606,370019,437270,549019],[234000,313924,504660,558398],[234265,314189,444987,511461],[234595,378705,445169,554317],[238160,318084,555479,595470],[243939,388155,511898,594428],[243954,453831,512027,559990],[245684,455859,456334,560390],[247503,393840,561818,620084],[248041,321079,515972,563339],[249629,460408,517588,619882],[249644,392561,517717,563805],[260595,404705,468481,569189],[268842,349976,475966,536332],[272514,353648,574615,607979],[273052,354186,533050,579910],[278614,422214,536677,607289],[279066,422479,484220,578725],[283432,357270,540601,581686],[285162,426799,490541,582086],[308855,389735,555541,595532],[314519,454803,511643,594308]
   ]
cell #1755 :
  |C| = 126
  W-rep = phi[[2],[3, 1, 1]]
  special rep = phi[[2],[3, 1, 1]] , dim = 126
  orbit = [5, 5, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [46737],[61123],[61921],[74271],[78994],[79083],[89143],[94303],[94392],[99795],[99976],[111457],[111546],[116567],[117244],[117425],[123501],[123850],[124069],[135947],[136624],[136805],[141093],[142553],[143336],[143555],[150361],[150450],[150880],[153211],[162555],[164015],[164798],[165017],[169792],[170854],[171356],[172216],[179109],[179786],[179967],[183193],[183282],[183648],[186615],[193104],[194166],[194668],[195528],[200829],[201000],[202100],[209505],[210965],[211748],[211967],[215366],[215547],[216132],[219079],[225677],[225848],[226948],[234108],[235349],[236713],[243202],[244264],[244766],[245626],[247335],[249578],[249797],[250151],[253196],[253367],[260108],[261349],[262713],[268896],[271539],[272346],[278137],[278308],[279408],[282680],[282801],[285104],[288728],[295610],[298253],[299060],[307120],[307291],[308103],[308224],[314032],[315273],[316637],[318754],[324835],[334076],[334247],[335059],[335180],[343148],[344134],[350030],[352673],[353480],[369862],[370848],[378759],[388000],[388171],[388983],[389104],[393672],[404759],[422322],[423308],[427965],[428086],[454857],[460424],[461357]
   ]
cell #1756 :
  |C| = 175
  W-rep = phi[[3],[2, 1, 1]]+phi[[1],[4, 1, 1]]
  special rep = phi[[3],[2, 1, 1]] , dim = 105
  orbit = [6, 4, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [111547],[136625],[136961],[162556],[164809],[164819],[186616],[193115],[193125],[195488],[195539],[219090],[219100],[225784],[225808],[225859],[228366],[253303],[253327],[253378],[259809],[260214],[260247],[288429],[288834],[288867],[295386],[295702],[322845],[324611],[324927],[331455],[359133],[360760],[394755],
     [46739,250152],[61125,282802],[61922,216133],[74273,308225],[79041,247336],[79084,183283],[80122,250488],[89145,335181],[94350,272347],[94393,150451],[99796,215367],[100041,282691],[100132,215703],[111504,299061],[117128,236714],[117245,179787],[117490,308114],[117581,180123],[123503,389105],[123861,249589],[123871,249599],[124143,318765],[136508,262714],[136870,335070],[141094,209506],[143189,271550],[143347,211759],[143357,211769],[143629,344145],[150408,353481],[150840,285064],[150891,285115],[153213,428087],[164651,298264],[165091,370859],[169803,243213],[169813,243223],[171581,307227],[172050,307302],[172176,245586],[172227,245637],[179670,316638],[180032,388994],[180599,321272],[183240,393673],[183650,461358],[194893,334183],[195362,334258],[200936,278244],[200960,278268],[201011,278319],[202865,343254],[203518,280826],[211601,352684],[212041,423319],[215612,427976],[227713,369968],[233809,313733],[234214,314138],[234247,314171],[236127,378851],[244991,388107],[245460,388182],[249871,460435],[262127,404851],[268672,349806],[268988,350122],[280173,422428],[304499,385379],[316051,454949]
   ]
cell #1757 :
  |C| = 175
  W-rep = phi[[3],[2, 1, 1]]+phi[[1],[4, 1, 1]]
  special rep = phi[[3],[2, 1, 1]] , dim = 105
  orbit = [6, 4, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [165758],[196284],[196623],[226090],[229136],[229150],[253609],[260446],[260460],[263638],[263713],[289066],[289080],[295412],[295934],[296009],[299249],[324637],[325159],[325234],[331476],[331559],[331965],[359159],[360781],[360864],[361270],[367359],[367457],[394776],[396215],[396313],[402530],[429075],[430429],
     [101531,153444],[124810,182903],[125959,183577],[144296,212708],[151636,214923],[151975,215262],[153324,215904],[172972,246382],[173311,246721],[181246,247485],[181369,249004],[181383,249018],[201242,278550],[204165,272496],[204288,281596],[204302,281610],[213028,282620],[213475,284412],[213550,284487],[229013,299210],[234446,314370],[234460,314384],[237191,308043],[237638,317562],[237713,317637],[246981,318633],[247524,320562],[263191,334999],[268698,349832],[269220,350354],[269295,350429],[270079,343486],[271992,344013],[272535,353669],[281473,353630],[282331,354769],[286118,358754],[296793,370200],[298706,370727],[304520,385400],[304603,385483],[305009,385889],[305784,379083],[307754,379653],[317115,388923],[321919,393822],[332740,405083],[334710,405653],[340645,419819],[340743,419917],[341446,413324],[341852,413730],[351213,422660],[353126,423187],[357803,427905],[368160,438172],[368566,438578],[376530,452628],[377199,446411],[386664,455181],[388634,455751],[393318,460303],[403199,469723],[411952,477379],[420620,485122],[421026,485528],[427616,490433],[436800,498841],[453297,512885],[483750,537745]
   ]
cell #1758 :
  |C| = 126
  W-rep = phi[[2],[3, 1, 1]]
  special rep = phi[[2],[3, 1, 1]] , dim = 126
  orbit = [5, 5, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [80172],[100182],[101492],[117631],[123980],[124319],[137011],[143466],[143805],[150932],[150946],[164928],[165267],[170608],[172268],[172282],[180173],[180625],[180700],[183616],[193920],[195580],[195594],[201052],[201766],[203544],[203619],[211878],[212217],[212739],[215753],[216102],[225900],[226614],[228392],[228467],[234273],[234603],[235048],[236902],[244018],[245678],[245692],[249708],[250047],[250229],[253419],[260273],[260603],[261048],[262902],[268850],[269104],[269436],[278360],[279074],[280852],[280927],[282879],[285156],[285170],[288893],[295564],[295818],[296150],[304655],[305207],[307343],[308302],[314197],[314527],[314972],[316826],[318806],[321298],[321373],[324789],[325043],[331611],[332163],[334299],[335258],[340771],[343313],[344186],[349984],[350238],[350570],[354885],[357514],[360916],[367485],[370027],[370900],[378713],[378967],[379769],[385535],[386087],[388223],[389182],[390430],[394409],[396341],[404713],[404967],[405769],[413376],[414389],[419945],[422487],[423360],[428164],[438224],[439237],[446439],[454811],[455065],[455867],[460476],[469751],[485174],[486187],[490549],[512913],[517979]
   ]
cell #1759 :
  |C| = 126
  W-rep = phi[[2],[3, 1, 1]]
  special rep = phi[[2],[3, 1, 1]] , dim = 126
  orbit = [5, 5, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [125893],[151395],[153236],[172043],[172731],[181144],[181158],[195355],[196043],[203300],[204063],[204077],[212803],[213231],[228148],[228911],[228925],[236190],[236636],[236966],[237394],[245453],[246141],[246812],[247258],[262190],[262636],[262966],[263394],[269051],[269168],[271026],[271823],[272269],[280608],[281371],[281385],[282167],[285619],[295765],[295882],[297740],[298537],[298983],[304845],[304956],[306758],[307590],[316114],[316560],[316890],[317318],[321817],[321831],[322505],[324990],[325107],[331801],[331912],[333714],[334546],[340936],[341068],[350185],[350302],[352160],[352957],[353403],[357578],[358006],[358783],[361106],[361217],[367650],[367782],[378914],[379031],[385725],[385836],[387638],[388470],[390494],[393149],[393595],[393925],[396506],[396638],[404914],[405031],[413566],[413677],[414453],[420110],[420242],[424818],[424935],[427452],[438414],[438525],[439301],[446604],[446736],[447467],[447584],[455012],[455129],[457358],[469916],[470048],[470779],[470896],[478373],[485364],[485475],[486251],[499835],[513078],[513210],[513941],[514058],[518043],[538739],[542515],[542632],[563903],[564751]
   ]
cell #1760 :
  |C| = 175
  W-rep = phi[[2, 2, 2],[1]]+phi[[2, 1],[2, 2]]
  special rep = phi[[2, 1],[2, 2]] , dim = 140
  orbit = [4, 4, 3, 3]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 140
     105 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [124839],[147370],[150990],[151141],[172326],[172477],[173953],[180748],[195638],[195789],[201810],[202647],[203667],[204976],[226658],[227495],[228515],[234921],[235096],[235510],[238394],[245736],[245887],[258059],[260921],[261096],[261510],[269743],[270291],[279118],[279955],[280975],[285214],[285365],[293386],[293561],[296457],[297005],[305469],[311983],[314845],[315020],[315434],[319564],[320401],[321421],[329418],[332425],[338939],[344944],[347806],[347981],[349626],[350877],[351425],[355533],[355708],[356122],[365290],[371658],[374520],[374695],[380417],[380592],[383342],[384742],[386349],[391069],[391617],[392863],[406417],[406592],[409342],[413174],[415028],[416052],[417750],[419136],[424118],[425331],[426980],[427155],[438022],[439876],[442598],[446282],[447980],[448942],[456515],[456690],[459440],[469594],[471292],[477253],[479409],[484972],[486826],[489548],[498715],[505426],[512756],[514454],[524806],[537619],[559164],
     [108466,168832],[130791,197265],[155697,219914],[158026,229824],[185412,253783],[188296,264394],[190379,258896],[217283,287385],[217831,289278],[222528,293975],[240477,312820],[251545,323565],[256265,328073],[256813,329966],[266477,339776],[274988,348395],[291737,364011],[295206,376340],[301702,375109],[310189,381997],[310737,383890],[330818,410742],[337145,407997],[337693,409890],[346157,416471],[362568,432160],[363592,440900],[366676,443984],[372871,441319],[396184,463819],[397882,464238],[398844,472254],[430303,493590],[432459,500871],[462264,520357]
   ]
cell #1761 :
  |C| = 140
  W-rep = phi[[3, 1],[1, 1, 1]]+phi[[],[4, 2, 1]]
  special rep = phi[[3, 1],[1, 1, 1]] , dim = 105
  orbit = [6, 2, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     70 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [329754],[365605],[383678],[395311],[400342],[400748],[406821],[409678],[418065],[429561],[433141],[434143],[440212],[440248],[442913],[450440],[450846],[461470],[461925],[465141],[466009],[471179],[471607],[471705],[473752],[474158],[480091],[481093],[491907],[494757],[497762],[500213],[500216],[500619],[501553],[502555],[508303],[509171],[520293],[521039],[521617],[524323],[524326],[526450],[526490],[527683],[528551],[533661],[544502],[544505],[545132],[547888],[547928],[549774],[550815],[555975],[565592],[565632],[566124],[568291],[568448],[570847],[583493],[583650],[583995],[585844],[598354],[598381],[598606],[610746],
     [322221,394329],[355937,427384],[358459,428627],[380821,456919],[391405,459776],[391441,459812],[394075,461101],[415364,487162],[415400,487198],[425218,489435],[425646,489863],[425744,489961],[447867,514341],[448295,514769],[448393,514867],[457736,516914],[457739,516917],[458142,517320],[476300,536666],[478751,539117],[478754,539120],[479157,539523],[487939,541419],[487979,541459],[504943,558681],[504946,558684],[507070,560808],[507110,560848],[515542,562909],[530734,577594],[530774,577634],[532620,579480],[553419,593410],[553576,593567],[573227,606591]
   ]
cell #1762 :
  |C| = 315
  W-rep = phi[[2, 2, 1],[1, 1]]+phi[[2, 1, 1],[2, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [269737],[273339],[296451],[305504],[306058],[328843],[329412],[332460],[333014],[341556],[350871],[364777],[365325],[368270],[382767],[383336],[386384],[386938],[391063],[399964],[400452],[408767],[409336],[415022],[417237],[417785],[420730],[425366],[425920],[435975],[439870],[442085],[442633],[446276],[448015],[450062],[450550],[451895],[457846],[458865],[459434],[467231],[467734],[469588],[471327],[473374],[473862],[477140],[477288],[478861],[479749],[482925],[486820],[489035],[489583],[496645],[497105],[498602],[498750],[500323],[504387],[505659],[505766],[507730],[510393],[510896],[512750],[514489],[516536],[517024],[523187],[523335],[525039],[525146],[529773],[530276],[531179],[531324],[533210],[535549],[536009],[537506],[537654],[539227],[546938],[548333],[548478],[552703],[553163],[553925],[557545],[557693],[559397],[559504],[567586],[568797],[572417],[572565],[576644],[578039],[578184],[589261],[592705],[593916],[603167],
     [159977,364783],[190293,399929],[206927,417243],[217277,359578],[220879,300053],[222522,433560],[222881,433765],[231775,442091],[240391,450027],[251580,395152],[252134,325433],[256259,399056],[256848,465517],[259616,467740],[266391,473339],[274982,480510],[275341,480715],[284235,489041],[287136,359783],[291772,432982],[292326,365879],[294581,496651],[295120,497070],[301696,501972],[302055,502177],[310183,449154],[310772,508679],[313540,510902],[320315,516501],[327824,399261],[330577,523300],[330812,523512],[331171,523717],[337139,472466],[337728,528059],[340496,530282],[346192,479932],[346746,418339],[349001,535555],[349540,535974],[356116,540876],[356475,541081],[362562,493802],[363586,545862],[365863,546705],[366481,547045],[366711,547228],[372906,501394],[373460,443187],[375715,552709],[376254,553128],[381748,449359],[384501,557658],[384736,557870],[385095,558075],[391652,562417],[396178,519514],[397917,520880],[398731,566679],[398879,566750],[401004,567441],[401797,475207],[407748,472671],[410501,572530],[410736,572742],[411095,572947],[416046,575568],[418323,576411],[418941,576751],[419171,576934],[430190,543797],[430338,543868],[431911,494007],[432692,584517],[432799,501211],[434723,585114],[440894,588185],[443171,589028],[443789,589368],[444019,589551],[448829,591798],[448977,591869],[451102,592560],[462497,565076],[462604,520697],[463813,599227],[464568,527110],[464713,599384],[472141,602260],[472289,602331],[474414,603022],[479642,605264],[481673,605861],[492275,544559],[492420,583244],[493477,611316],[493625,611387],[494306,550364],[501104,613731],[503135,614328],[507875,616096],[519567,565673],[520590,620972],[527255,622772],[544704,628405]
   ]
cell #1763 :
  |C| = 553
  W-rep = phi[[2, 1],[2, 1, 1]]+phi[[1, 1],[3, 1, 1]]+phi[[2],[2, 2, 1]]+phi[[1],[3, 2, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     91 tau_infinity subcells with 4 member(s)
  subcells = [
     [191099],[223673],[241197],[251691],[257659],[258018],[259861],[267197],[276133],[287268],[288481],[291883],[293158],[299808],[302847],[311583],[311942],[323468],[327956],[329169],[335269],[335808],[338539],[338898],[346303],[347578],[363914],[371023],[371258],[371617],[373017],[374292],[381880],[383093],[398028],[403064],[405341],[406189],[407880],[409093],[416374],[430963],[432043],[436561],[436709],[441222],[463040],[463188],[464141],
     [89147,405959],[111257,438834],[134556,468272],[136566,470303],[156417,492934],[162497,497545],[164755,439627],[186557,520076],[192702,524016],[193061,468379],[218677,544195],[219036,493041],[223729,365553],[225447,497400],[233861,313785],[234804,305615],[248083,321121],[250240,394420],[252966,519931],[258037,400695],[260804,332571],[269494,342901],[269626,341688],[273094,354228],[276189,418013],[282890,428175],[283429,357267],[285793,428714],[293269,365436],[293536,434468],[296208,369615],[296340,368402],[302903,442861],[305372,377392],[308313,389193],[308852,389732],[311961,450793],[314728,386495],[318929,460599],[319164,392463],[319523,392822],[329301,400584],[332328,403392],[335864,471555],[338917,474105],[344309,423483],[344544,423718],[344903,424077],[347689,417896],[347956,481418],[350628,422075],[350760,420862],[354457,490121],[355305,426752],[365193,434336],[371079,500063],[371636,500566],[374403,442744],[374670,502880],[377064,453162],[379341,455439],[380189,456287],[383225,450682],[386252,453490],[406567,526815],[409225,473994],[411713,483511],[411861,483659],[417653,481286],[442501,502748],
     [46741,126034,322059,461193],[61127,153215,355075,490739],[61930,153281,358348,490969],[74275,123505,379959,456057],[78794,182993,390027,517576],[79092,181203,390644,515451],[80133,183345,322078,460834],[94103,150161,413986,485784],[94401,204122,414603,532529],[99737,215308,424342,542039],[99884,213298,424468,540008],[100143,213325,355094,487844],[111555,228970,439451,549683],[115176,177718,444960,511434],[117186,179728,446991,513465],[117333,237461,447117,554948],[117592,237488,379978,506975],[123807,249535,390820,459191],[123913,247277,456993,561613],[123969,246929,390118,515303],[136713,263461,470429,569820],[136972,263488,405978,526355],[141035,209447,476083,536449],[141841,203367,476597,531838],[143293,211705,414779,486577],[143399,272288,478008,574410],[143455,271940,414077,532381],[150459,281430,486401,579389],[150949,282637,425234,488172],[150968,282278,355416,425477],[163303,228215,498059,548992],[164861,299002,499470,587027],[164917,298654,438925,549535],[169390,242800,504636,558374],[169749,243159,445067,511541],[170541,236655,505145,554434],[170597,305732,445503,506202],[172285,308060,447883,507303],[172304,307701,380300,448126],[179875,317385,513591,594939],[180134,317412,456076,560713],[180723,318353,390952,457978],[183291,321876,518193,597684],[193853,262655,524525,569306],[193909,332688,468815,525582],[195597,335016,471195,526683],[195616,334657,406300,471438],[200599,277907,475938,536304],[201410,271137,530815,573901],[201769,271496,476704,531945],[201788,341799,412486,477913],[203642,343733,414911,478993],[210253,280675,536963,578698],[211811,353422,538374,607774],[211867,353074,485875,579241],[215455,358073,542165,610008],[215714,358100,490758,582409],[216141,358828,491347,582869],[226258,297851,547969,586518],[226617,298210,498166,549099],[226636,368513,437334,499375],[228490,370447,439759,500455],[234693,306890,505000,554289],[235071,377524,445651,506350],[243951,316579,558883,594425],[244007,386612,511977,559940],[245695,388940,514357,561041],[245714,388581,456398,514600],[249641,393614,563538,619879],[249697,393266,517667,597536],[250499,394447,461212,564634],[260693,333846,524380,569161],[261071,403524,468963,525730],[278718,352271,577675,607265],[279077,352630,537070,578805],[279096,420973,484284,538279],[280950,422907,486709,539359],[283485,357323,425594,489811],[285173,427922,489451,541652],[285192,426863,427563,489694],[285849,428366,428770,543291],[308908,389788,448243,514717],[314617,387770,558738,594280],[314995,453622,512125,560088],[318985,457586,460655,564131],[319542,392841,458089,517267],[321396,459323,460023,517156],[344365,423539,478601,538967],[344922,424096,479104,539470],[355683,427130,488304,541784],[380567,456665,507435,561173]
   ]
cell #1764 :
  |C| = 175
  W-rep = phi[[3],[2, 1, 1]]+phi[[1],[4, 1, 1]]
  special rep = phi[[3],[2, 1, 1]] , dim = 105
  orbit = [6, 4, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [111924],[137181],[137416],[162724],[165376],[165394],[186784],[193230],[193248],[196131],[196197],[219205],[219223],[225380],[225937],[226003],[229060],[252899],[253456],[253522],[259825],[259926],[260370],[286581],[288445],[288546],[288990],[295354],[295486],[322861],[324579],[324711],[331501],[359101],[360806],
     [61974,101575],[79461,125567],[80189,126015],[94770,150828],[100352,152636],[100587,152871],[101463,153277],[117801,180343],[118036,180578],[124290,181199],[124428,182521],[124446,182539],[141262,209674],[143776,204118],[143914,212326],[143932,212344],[151118,213214],[151483,214770],[151549,214836],[165238,228966],[169918,243328],[169936,243346],[172454,237377],[172819,246229],[172885,246295],[180835,247191],[181293,248928],[195766,263377],[200532,277840],[201089,278397],[201155,278463],[201938,271665],[203754,272202],[204212,281520],[212188,281426],[212952,282544],[226786,298379],[228602,298916],[233825,313749],[233926,313850],[234370,314294],[235183,307380],[237115,307967],[245864,317301],[250018,321872],[261183,334336],[263115,334923],[268640,349774],[268772,349906],[269559,342966],[270003,343410],[279246,352799],[281062,353336],[285342,357989],[286170,358824],[296273,369680],[296717,370124],[304545,385425],[305336,378635],[315107,388260],[317039,388847],[321508,393528],[332292,404635],[341388,413266],[350693,422140],[351137,422584],[357727,427829],[368102,438114],[386216,454733],[420562,485064]
   ]
cell #1765 :
  |C| = 126
  W-rep = phi[[2],[3, 1, 1]]
  special rep = phi[[2],[3, 1, 1]] , dim = 126
  orbit = [5, 5, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [46749],[61135],[61947],[74283],[78874],[79109],[89155],[94183],[94418],[99800],[99818],[111337],[111572],[115876],[117249],[117267],[123513],[123827],[123893],[126042],[135256],[136629],[136647],[141098],[141775],[143313],[143379],[150241],[150476],[150856],[153223],[153461],[162560],[163237],[164775],[164841],[169769],[170077],[170521],[172192],[178418],[179791],[179809],[183073],[183308],[183386],[186620],[193081],[193389],[193833],[195504],[200711],[200976],[201298],[209510],[210187],[211725],[211791],[213366],[215371],[215389],[219056],[225559],[225824],[226146],[233992],[234554],[236718],[237529],[243179],[243487],[243931],[245602],[247340],[249555],[249621],[253078],[253343],[259992],[260554],[262718],[263529],[268801],[271516],[272351],[278019],[278284],[278606],[282657],[285080],[288612],[295515],[298230],[299065],[307002],[307267],[308080],[313916],[314478],[316642],[317453],[318730],[324740],[333958],[334223],[335036],[343032],[344110],[349935],[352650],[353485],[358141],[369746],[370824],[378664],[387882],[388147],[388960],[393677],[394488],[404664],[422206],[423284],[427942],[454762],[460400]
   ]
cell #1766 :
  |C| = 126
  W-rep = phi[[2],[3, 1, 1]]
  special rep = phi[[2],[3, 1, 1]] , dim = 126
  orbit = [5, 5, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [46752],[61138],[61948],[74286],[78940],[79110],[89158],[94249],[94419],[99801],[99902],[111403],[111573],[115942],[117250],[117351],[123516],[123839],[123985],[126045],[135322],[136630],[136731],[141099],[141859],[143325],[143471],[150307],[150477],[150868],[153226],[153462],[162561],[163321],[164787],[164933],[169781],[170089],[170613],[172204],[178484],[179792],[179893],[183139],[183309],[183387],[186621],[193093],[193401],[193925],[195516],[200723],[200988],[201310],[209511],[210271],[211737],[211883],[213367],[215372],[215473],[219068],[225571],[225836],[226158],[234004],[234555],[236719],[237530],[243191],[243499],[244023],[245614],[247341],[249567],[249713],[253090],[253355],[260004],[260555],[262719],[263530],[268802],[271528],[272352],[278031],[278296],[278618],[282669],[285092],[288624],[295516],[298242],[299066],[307014],[307279],[308092],[313928],[314479],[316643],[317454],[318742],[324741],[333970],[334235],[335048],[343044],[344122],[349936],[352662],[353486],[358142],[369758],[370836],[378665],[387894],[388159],[388972],[393678],[394489],[404665],[422218],[423296],[427954],[454763],[460412]
   ]
cell #1767 :
  |C| = 175
  W-rep = phi[[3],[2, 1, 1]]+phi[[1],[4, 1, 1]]
  special rep = phi[[3],[2, 1, 1]] , dim = 105
  orbit = [6, 4, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [111574],[136631],[136997],[162562],[164799],[164827],[186622],[193105],[193133],[195489],[195527],[219080],[219108],[225678],[225809],[225847],[228365],[253197],[253328],[253366],[259810],[260107],[260246],[288430],[288727],[288866],[295385],[295603],[322846],[324610],[324828],[331448],[359132],[360753],[394748],
     [46754,183388],[61140,213368],[61949,153463],[74288,237531],[78996,247342],[79111,183310],[80158,183602],[89160,263531],[94305,272353],[94420,150478],[99802,215373],[99977,282681],[100168,215739],[111459,299067],[116569,236720],[117251,179793],[117426,308104],[117617,180159],[123518,317455],[123851,249579],[123879,249607],[124068,318753],[126047,394490],[135949,262720],[136806,335060],[141100,209512],[142554,271540],[143337,211749],[143365,211777],[143554,344133],[150363,353487],[150841,285065],[150879,285103],[153228,358143],[164016,298254],[165016,370847],[169793,243203],[169821,243231],[170855,307121],[171355,307290],[172177,245587],[172215,245625],[179111,316644],[179968,388984],[180598,321271],[183195,393679],[194167,334077],[194667,334246],[200830,278138],[200961,278269],[200999,278307],[202099,343147],[203517,280825],[210966,352674],[211966,423307],[215548,427966],[226947,369861],[233810,313734],[234107,314031],[234246,314170],[235342,378752],[244265,388001],[244765,388170],[249796,460423],[261342,404752],[268671,349805],[268889,350023],[279407,422321],[304492,385372],[315266,454850]
   ]
cell #1768 :
  |C| = 126
  W-rep = phi[[3, 1, 1],[1, 1]]
  special rep = phi[[3, 1, 1],[1, 1]] , dim = 126
  orbit = [6, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [85397],[107202],[119755],[127224],[131829],[132068],[139135],[146106],[154655],[159016],[159560],[161826],[167568],[174991],[175230],[182297],[183779],[184753],[189337],[189875],[191243],[192319],[198303],[198542],[205966],[206510],[208776],[214518],[217050],[221869],[223849],[224797],[225036],[230814],[231358],[233624],[239435],[239973],[241341],[242417],[248401],[248640],[254773],[255883],[256032],[257591],[258208],[259199],[265435],[265973],[267341],[268417],[274329],[276309],[277257],[277496],[283818],[288348],[290319],[291156],[291419],[293094],[294702],[301043],[303023],[303971],[304210],[309807],[309956],[311515],[312132],[313123],[319897],[324263],[324526],[326423],[327272],[327494],[329075],[336763],[336912],[338471],[339088],[340079],[345576],[345839],[347514],[349122],[360422],[360644],[362186],[362335],[363045],[363249],[372290],[372553],[374228],[375836],[381196],[381418],[382999],[394985],[395637],[395841],[397301],[397564],[398383],[407196],[407418],[408999],[415505],[415709],[429068],[429842],[431359],[431581],[440353],[440557],[448481],[461527],[463272],[463476],[471793],[491765],[493129],[519145]
   ]
cell #1769 :
  |C| = 126
  W-rep = phi[[3, 1, 1],[1, 1]]
  special rep = phi[[3, 1, 1],[1, 1]] , dim = 126
  orbit = [6, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [183764],[184718],[190350],[217035],[217178],[221834],[222912],[240448],[251449],[256017],[256160],[256971],[257238],[266448],[274294],[275372],[291641],[292470],[295177],[301008],[302086],[309941],[310084],[310895],[311162],[320372],[326388],[328484],[330634],[331202],[336897],[337040],[337851],[338118],[346061],[346890],[349597],[356506],[360038],[362320],[362463],[366512],[366834],[367101],[372775],[373604],[376311],[382408],[384558],[385126],[391775],[392042],[394970],[395497],[395565],[397786],[399516],[401187],[401633],[401941],[408408],[410558],[411126],[418972],[419294],[419561],[426064],[428989],[429731],[429755],[433327],[433395],[434933],[435616],[443820],[444142],[444409],[449614],[451285],[451731],[452039],[458506],[461478],[461839],[462050],[465311],[465335],[466705],[472926],[474597],[475043],[475351],[480277],[480345],[481883],[482566],[491915],[494262],[494671],[494882],[501739],[501807],[503345],[504028],[508473],[508497],[509867],[521225],[521293],[521625],[527853],[527877],[529247],[533575],[533786],[545302],[545326],[550729],[550940],[555983],[566038],[566249],[570855],[583200],[584003],[598389]
   ]
cell #1770 :
  |C| = 126
  W-rep = phi[[3, 1, 1],[1, 1]]
  special rep = phi[[3, 1, 1],[1, 1]] , dim = 126
  orbit = [6, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [132132],[159831],[175294],[184802],[189924],[190186],[198606],[206781],[217257],[221918],[222502],[225100],[231629],[240022],[240284],[248704],[250636],[251534],[256239],[256802],[258272],[259470],[266022],[266284],[274378],[274962],[277560],[284089],[286983],[291726],[293735],[294751],[295013],[301092],[301676],[304274],[310163],[310726],[312196],[313394],[319946],[320208],[326472],[327543],[327671],[329154],[329770],[330792],[337119],[337682],[339152],[340350],[346146],[348155],[349171],[349433],[356096],[360693],[362542],[363328],[363566],[365085],[366665],[372860],[374869],[375885],[376147],[381467],[381595],[383078],[383694],[384716],[391606],[395920],[396158],[397871],[398639],[398833],[400216],[407467],[407595],[409078],[409694],[410716],[415788],[416026],[417545],[419125],[430098],[430292],[431630],[431758],[432420],[432563],[440636],[440874],[442393],[443973],[448737],[448931],[450314],[461738],[462225],[462368],[463555],[463793],[464526],[472049],[472243],[473626],[479370],[479513],[491684],[492233],[493385],[493579],[500832],[500975],[507688],[519089],[520318],[520461],[527068],[543597],[544517],[564915]
   ]
cell #1771 :
  |C| = 315
  W-rep = phi[[2, 2, 1],[1, 1]]+phi[[2, 1, 1],[2, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [201613],[204922],[226461],[234892],[235456],[257287],[257862],[260892],[261456],[269689],[278921],[292772],[293357],[296403],[311211],[311786],[314816],[315380],[319367],[328814],[329364],[338167],[338742],[344747],[347192],[347777],[350823],[355504],[356068],[367150],[371461],[373906],[374491],[378458],[380388],[382738],[383288],[384688],[391015],[392091],[392666],[401682],[402243],[404458],[406388],[408738],[409288],[412890],[413145],[414974],[415998],[419610],[423921],[426366],[426951],[435402],[435946],[437738],[437993],[439822],[444458],[446010],[446228],[448547],[451780],[452341],[454556],[456486],[458836],[459386],[466947],[467202],[469322],[469540],[475092],[475653],[476858],[476990],[479385],[482352],[482896],[484688],[484943],[486772],[496379],[498320],[498452],[503814],[504358],[505402],[510109],[510364],[512484],[512702],[523037],[524782],[529489],[529744],[535283],[537224],[537356],[552437],[557395],[559140],[572267],
     [107250,292788],[132076,328785],[146154,347208],[154663,287084],[157972,229770],[159568,364482],[159823,364729],[167616,373922],[175238,382709],[184794,323332],[185358,253729],[189345,327772],[189916,399696],[192367,402259],[198550,408709],[206518,416942],[206773,417189],[214566,426382],[217229,287331],[221910,363778],[222474,293921],[223897,435418],[225044,435917],[231366,441790],[231621,442037],[239443,381696],[240014,449794],[242465,452357],[248648,458807],[256211,328019],[258216,467173],[259207,467439],[259462,467686],[265443,407696],[266014,473106],[268465,475669],[274370,416238],[274934,348341],[276357,482368],[277504,482867],[283826,488740],[284081,488987],[290327,431859],[291427,494996],[293102,496161],[293727,496597],[294743,496837],[301084,441086],[301648,375055],[303071,503830],[304218,504329],[310135,381943],[312140,510335],[313131,510601],[313386,510848],[319938,516268],[324534,462164],[326464,464005],[327280,521797],[327535,521902],[329146,522905],[330764,410688],[337091,407943],[339096,529715],[340087,529981],[340342,530228],[345847,533900],[347522,535065],[348147,535501],[349163,535741],[360430,492087],[360685,492192],[362514,432106],[363320,545769],[363538,440846],[365027,546681],[372561,551054],[374236,552219],[374861,552655],[375877,552895],[381204,556155],[381459,556260],[383070,557263],[395912,519421],[396130,463765],[397572,566363],[398449,471859],[398581,566655],[407204,571027],[407459,571132],[409070,572135],[415780,575475],[417487,576387],[429908,493195],[430040,543773],[431367,584175],[431622,584280],[432435,500847],[440628,588092],[442335,589004],[448679,591774],[462240,520333],[463547,599134],[471991,602236],[493327,611292]
   ]
cell #1772 :
  |C| = 140
  W-rep = phi[[3, 1],[1, 1, 1]]+phi[[],[4, 2, 1]]
  special rep = phi[[3, 1],[1, 1, 1]] , dim = 105
  orbit = [6, 2, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     70 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [160741],[191128],[207691],[217396],[223327],[223757],[232539],[241226],[251695],[256378],[257663],[264225],[267226],[275787],[276217],[286302],[287224],[291887],[293114],[299837],[299952],[302501],[302931],[310302],[311587],[323254],[327912],[335462],[335892],[335984],[337258],[338543],[346307],[347534],[362681],[363700],[368012],[371190],[371262],[371807],[373021],[374248],[381836],[396868],[398032],[402996],[403068],[406125],[406145],[407836],[416160],[430895],[430967],[431999],[436645],[436665],[439533],[441008],[463124],[463144],[463927],[468002],[468285],[491849],[492664],[492947],[497365],[519132],[519896],[543563],
     [214062,284999],[215987,286084],[238225,318149],[248112,321150],[248227,321265],[250269,322341],[273123,354257],[273238,354372],[283083,356921],[283513,357351],[283605,357443],[285877,358630],[308506,389386],[308936,389816],[309028,389908],[319096,392395],[319168,392467],[319713,393012],[341298,420472],[344476,423650],[344548,423722],[345093,424267],[355241,426688],[355261,426708],[376996,453094],[377068,453166],[380125,456223],[380145,456243],[390726,459097],[411797,483595],[411817,483615],[414685,486483],[444690,511164],[444973,511447],[475903,536269]
   ]
cell #1773 :
  |C| = 175
  W-rep = phi[[3],[2, 1, 1]]+phi[[1],[4, 1, 1]]
  special rep = phi[[3],[2, 1, 1]] , dim = 105
  orbit = [6, 4, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [89430],[111662],[111917],[134636],[137035],[137102],[156497],[162578],[162645],[165293],[165314],[186638],[186705],[192611],[193147],[193168],[196110],[218586],[219122],[219143],[225359],[225467],[225916],[250941],[252878],[252986],[253435],[259769],[259905],[286560],[288389],[288525],[295430],[322805],[324655],
     [46759,80226],[61410,101214],[61967,101568],[74558,123788],[79199,125305],[79454,125560],[80145,125890],[94508,150566],[94763,150821],[100155,151392],[100206,152490],[100273,152557],[115256,177798],[117604,172728],[117655,180197],[117722,180264],[124061,181069],[124345,182438],[124366,182459],[136984,196040],[141116,209528],[141183,209595],[143547,203988],[143831,212243],[143852,212264],[151056,213152],[151462,214749],[165009,228836],[169299,242709],[169835,243245],[169856,243266],[170689,236803],[172392,237315],[172798,246208],[180146,246138],[180814,247170],[194001,262803],[195704,263315],[200511,277819],[200619,277927],[201068,278376],[201876,271603],[203733,272181],[211959,281296],[215726,285616],[226724,298317],[228581,298895],[233769,313693],[233905,313829],[234713,306910],[235162,307359],[244099,316727],[245802,317239],[249789,321742],[250511,322502],[260713,333866],[261162,334315],[268716,349850],[269538,342945],[279184,352737],[281041,353315],[285280,357927],[296252,369659],[305280,378579],[314637,387790],[315086,388239],[321487,393507],[332236,404579],[350672,422119],[386160,454677]
   ]
cell #1774 :
  |C| = 126
  W-rep = phi[[2],[3, 1, 1]]
  special rep = phi[[2],[3, 1, 1]] , dim = 126
  orbit = [5, 5, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [80152],[100162],[101442],[117611],[124203],[124269],[136991],[143689],[143755],[150918],[151219],[165151],[165217],[172110],[172254],[172555],[180153],[180659],[180994],[195422],[195566],[195867],[201038],[203384],[203578],[203913],[212101],[212167],[212774],[215733],[225886],[228232],[228426],[228761],[234307],[236202],[236728],[236937],[245520],[245664],[245965],[249931],[249997],[250518],[253405],[260307],[262202],[262728],[262937],[269063],[269139],[271038],[278346],[280692],[280886],[281221],[285142],[285443],[286149],[288927],[295777],[295853],[297752],[304857],[306759],[307329],[314231],[316126],[316652],[316861],[318792],[321332],[321667],[322028],[325002],[325078],[331813],[333715],[334285],[340937],[343347],[344172],[350197],[350273],[352172],[354919],[355044],[357549],[361118],[367651],[370061],[370886],[378926],[379002],[379803],[379928],[385737],[387639],[388209],[390465],[396507],[404926],[405002],[405803],[405928],[413578],[414424],[420111],[422521],[423346],[438426],[439272],[446605],[455024],[455100],[455901],[456026],[460462],[469917],[485376],[486222],[490583],[490708],[513079],[518014],[518940]
   ]
cell #1775 :
  |C| = 175
  W-rep = phi[[3],[2, 1, 1]]+phi[[1],[4, 1, 1]]
  special rep = phi[[3],[2, 1, 1]] , dim = 105
  orbit = [6, 4, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [196068],[228465],[228994],[260346],[262946],[262981],[288966],[295862],[295897],[298477],[298516],[325087],[325122],[331822],[331852],[331891],[334493],[361127],[361157],[361196],[367385],[367693],[367729],[396241],[396549],[396585],[402499],[402724],[429101],[430398],[430623],[436210],[461569],[462689],[491696],
     [101512,285844],[124339,318980],[125918,250458],[143825,344360],[151283,354958],[151420,285644],[153305,286099],[165287,371074],[172619,379842],[172756,246166],[180698,321371],[181003,390474],[181227,321900],[195931,405842],[203448,343386],[203617,280925],[203922,414433],[204146,281454],[212237,423534],[212783,357558],[212818,357593],[213130,424797],[216122,428765],[228296,370100],[228770,439281],[234346,314270],[236737,379011],[236946,316870],[236981,316905],[237293,447446],[246029,455940],[246752,393089],[246791,393128],[250067,460650],[262737,405011],[263293,470758],[269148,350282],[269183,350317],[271047,413587],[271581,413656],[271763,352897],[271802,352936],[280756,422560],[281230,486231],[282114,427399],[285507,490622],[297761,438435],[298295,438504],[304866,385746],[304896,385776],[304935,385815],[306801,446647],[307537,388417],[316661,455109],[317217,513920],[321676,518023],[333757,469959],[340671,419845],[340979,420153],[341015,420189],[342804,477573],[352181,485385],[352715,485454],[357905,542494],[369518,499035],[376499,452597],[376724,452822],[387681,513121],[411362,483160],[421978,537939]
   ]
cell #1776 :
  |C| = 126
  W-rep = phi[[2],[3, 1, 1]]
  special rep = phi[[2],[3, 1, 1]] , dim = 126
  orbit = [5, 5, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [125939],[151441],[153310],[172777],[181073],[181232],[196089],[203992],[204151],[212823],[213141],[228840],[228999],[236807],[236986],[237304],[246187],[246802],[247158],[250479],[262807],[262986],[263304],[269188],[271592],[271813],[272169],[281300],[281459],[282154],[285665],[286104],[295902],[298306],[298527],[298883],[304946],[306812],[307347],[307577],[316731],[316910],[317228],[321746],[321905],[322120],[325127],[331902],[333768],[334303],[334533],[340990],[341055],[342853],[350322],[352726],[352947],[353303],[355136],[357598],[357916],[361207],[367704],[367769],[369567],[376773],[378502],[379051],[380020],[385826],[387692],[388227],[388457],[390514],[393139],[393495],[396560],[396625],[402773],[404502],[405051],[406020],[411560],[413667],[414473],[420164],[420229],[422027],[424808],[427439],[430672],[436408],[438515],[439321],[446658],[446723],[447457],[452871],[454600],[455149],[456118],[457345],[461254],[462887],[469970],[470035],[470769],[477622],[478360],[483358],[485465],[486271],[490800],[499084],[499822],[506049],[513132],[513197],[513931],[518063],[525429],[537988],[538726],[542505],[559787],[563890]
   ]
cell #1777 :
  |C| = 126
  W-rep = phi[[2],[3, 1, 1]]
  special rep = phi[[2],[3, 1, 1]] , dim = 126
  orbit = [5, 5, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [183447],[213427],[215869],[237590],[247251],[247450],[263590],[272262],[272461],[282207],[282531],[298976],[299175],[307440],[307630],[307954],[317514],[318252],[318604],[322441],[334396],[334586],[334910],[341108],[343397],[343632],[343984],[353396],[353595],[354406],[358202],[358719],[367822],[370111],[370346],[370698],[376852],[378550],[379054],[379290],[388320],[388510],[388834],[393588],[393787],[394020],[396678],[402852],[404550],[405054],[405290],[411608],[411662],[413232],[420282],[422571],[422806],[423158],[425030],[427492],[427816],[430751],[436456],[436510],[438080],[444865],[446315],[446776],[447679],[452950],[454648],[455152],[455388],[457398],[459922],[460274],[462935],[462989],[468177],[469627],[470088],[470991],[476027],[477701],[478413],[483406],[483460],[485030],[487632],[490070],[492839],[497489],[499163],[499875],[506097],[506151],[506763],[511339],[512789],[513250],[514153],[515252],[518824],[520020],[525477],[525531],[526143],[531743],[532330],[536393],[538067],[538779],[542727],[548897],[549484],[554378],[559835],[559889],[560501],[563943],[569250],[578603],[579190],[582197],[594369],[597485]
   ]
cell #1778 :
  |C| = 140
  W-rep = phi[[3, 1],[1, 1, 1]]+phi[[],[4, 2, 1]]
  special rep = phi[[3, 1],[1, 1, 1]] , dim = 105
  orbit = [6, 2, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     70 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [223821],[258125],[276281],[287288],[293178],[293627],[302995],[312049],[323512],[327976],[329213],[335956],[339005],[347598],[348047],[358943],[359691],[363958],[365101],[371724],[371871],[374312],[374761],[381900],[383137],[395095],[399169],[406209],[406658],[406766],[407900],[409137],[416418],[417561],[432063],[432925],[436729],[439612],[439671],[440228],[441266],[442409],[449267],[463208],[464185],[468364],[468423],[471087],[471103],[472579],[479875],[493026],[493085],[493915],[497670],[497686],[500087],[501337],[520201],[520217],[520823],[524007],[524197],[543650],[544186],[544376],[547676],[564909],[565380],[583132],
     [283577,357415],[285941,358694],[309000,389880],[319630,392929],[319777,393076],[322166,394274],[345010,424184],[345157,424331],[355325,426772],[355774,427221],[355882,427329],[358439,428607],[380209,456307],[380658,456756],[380766,456864],[390805,459176],[390864,459235],[391421,459792],[411881,483679],[414764,486562],[414823,486621],[415380,487178],[425126,489343],[425142,489359],[445052,511526],[445111,511585],[447775,514249],[447791,514265],[457610,516788],[476208,536574],[476224,536590],[478625,538991],[504627,558365],[504817,558555],[530522,577382]
   ]
cell #1779 :
  |C| = 126
  W-rep = phi[[2],[3, 1, 1]]
  special rep = phi[[2],[3, 1, 1]] , dim = 126
  orbit = [5, 5, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [322115],[355131],[358341],[379046],[380015],[390509],[390637],[405046],[406015],[413617],[414468],[414596],[424398],[424758],[438465],[439316],[439444],[446339],[446683],[447047],[447407],[455144],[456113],[456961],[457305],[461249],[469651],[469995],[470359],[470719],[476051],[476139],[477348],[477976],[478320],[485415],[486266],[486394],[487279],[490795],[491340],[497513],[497601],[498810],[499438],[499782],[504731],[504788],[505851],[506410],[512813],[513157],[513521],[513881],[518058],[518186],[518407],[520044],[520132],[524111],[524168],[525231],[525790],[530600],[530645],[536417],[536505],[537714],[538342],[538686],[540153],[542095],[542455],[544290],[544347],[547754],[547799],[554402],[554490],[555093],[558469],[558526],[559589],[560148],[561669],[563506],[563850],[565458],[565503],[569274],[569362],[569965],[573996],[574053],[574466],[577460],[577505],[580222],[581844],[586613],[586670],[587083],[590577],[590622],[590944],[594393],[594481],[595084],[595800],[598104],[601039],[601084],[601406],[604576],[607360],[607417],[607830],[610153],[613043],[617751],[617796],[618118],[619935],[626146],[627583],[633332]
   ]
cell #1780 :
  |C| = 553
  W-rep = phi[[2, 1],[2, 1, 1]]+phi[[1, 1],[3, 1, 1]]+phi[[2],[2, 2, 1]]+phi[[1],[3, 2, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     91 tau_infinity subcells with 4 member(s)
  subcells = [
     [191176],[223765],[241274],[251703],[257671],[258117],[259862],[267274],[276225],[287280],[288482],[291895],[293170],[299885],[302939],[311595],[312041],[323469],[327968],[329170],[335900],[336032],[338551],[338997],[346315],[347590],[363915],[371270],[371716],[371815],[373029],[374304],[381892],[383094],[398040],[403076],[406133],[406201],[407892],[409094],[416375],[430975],[432055],[436653],[436721],[441223],[463132],[463200],[464142],
     [89427,406758],[111659,439604],[134633,468356],[137046,471029],[156494,493018],[162589,497612],[165306,439628],[186649,520143],[192714,524020],[193160,468380],[218689,544199],[219135,493042],[223730,293597],[225459,497401],[233862,313786],[234816,305627],[248160,321198],[250317,322389],[252978,519932],[258049,329615],[260816,332583],[269495,342902],[269638,341700],[273171,354305],[276190,348017],[283521,357359],[283653,357491],[285885,358638],[293281,365448],[293548,365524],[296209,369616],[296352,368414],[302904,374731],[305373,377393],[308944,389824],[309076,389956],[311973,383539],[314740,386507],[319176,392475],[319622,392921],[319721,393020],[329313,400596],[332329,403393],[335865,406628],[338929,409539],[344556,423730],[345002,424176],[345101,424275],[347701,417908],[347968,417984],[350629,422076],[350772,420874],[355249,426696],[355317,426764],[365194,434337],[371080,439512],[371648,440073],[374415,442756],[374682,442832],[377076,453174],[380133,456231],[380201,456299],[383237,450694],[386253,453491],[406579,471526],[409237,474006],[411805,483603],[411873,483671],[417654,481287],[442502,502749],
     [46756,80223,322158,394266],[61407,101211,355874,427321],[61935,101472,358360,428337],[74555,123785,380758,456856],[79097,124299,390656,457557],[79196,125302,390797,459168],[80134,125864,322090,394011],[94406,143785,414615,478572],[94505,150563,414756,486554],[99961,151279,424552,487578],[100144,151366,355106,425021],[100217,152501,425068,489285],[111560,165247,439463,500034],[115253,177795,445044,511518],[117410,172615,447201,506709],[117593,172702,379990,447670],[117666,180208,447717,514191],[123970,180784,390210,457302],[124005,181013,457060,515153],[124358,182451,390821,459192],[136790,195927,470513,526089],[136973,196014,405990,470982],[141127,209539,476150,536516],[141918,203444,476681,531922],[143456,203703,414169,478317],[143491,203932,478075,532231],[143844,212256,414780,486578],[150464,212197,486413,538938],[150980,212889,355428,425489],[151048,213144,425235,488173],[163380,228292,498143,549076],[164918,228551,439017,499779],[164953,228780,499537,549385],[169402,242812,504640,558378],[169848,243258,445068,511542],[170598,235132,445595,506294],[170633,236747,505212,554501],[172316,237052,380312,448138],[172384,237307,447884,507304],[179952,246025,513675,560447],[180135,246112,456088,514144],[180735,246900,390964,457990],[183296,250027,518205,564102],[193910,261132,468907,525674],[193945,262747,524592,569373],[195628,263052,406312,471450],[195696,263307,471196,526684],[200611,277919,475939,536305],[201422,271149,530819,573905],[201800,269940,412498,477925],[201868,271595,476705,531946],[203654,271911,414923,479005],[210330,280752,537047,578782],[211868,281011,485967,538683],[211903,281240,538441,579091],[215532,285503,542249,582143],[215715,285590,490770,542718],[216146,286179,491359,543262],[226270,297863,547973,586522],[226648,296654,437346,499387],[226716,298309,498167,549100],[228502,298625,439771,500467],[234705,306902,505001,554290],[235083,305703,445663,506362],[244008,315056,512069,560032],[244043,316671,558950,594492],[245726,316976,456410,514612],[245794,317231,514358,561042],[249698,321457,517759,563847],[249733,321686,563605,597386],[250500,322476,461224,518815],[260705,333858,524381,569162],[261083,332659,468975,525742],[278730,352283,577679,607269],[279108,351074,484296,538291],[279176,352729,537071,578806],[280962,353045,486721,539371],[283486,355744,357324,427191],[285204,357664,426875,489706],[285272,357919,489452,541653],[285850,358409,428771,491408],[308909,380628,389789,456726],[314629,387782,558739,594281],[315007,386583,512137,560100],[318986,390705,460656,518254],[319554,391266,392853,459637],[321408,393237,459335,517168],[344366,414664,423540,486462],[344934,415225,424108,487023],[355695,425565,427142,489782],[380579,448214,456677,514688]
   ]
cell #1781 :
  |C| = 55
  W-rep = phi[[4, 1, 1, 1],[]]+phi[[4],[1, 1, 1]]
  special rep = phi[[4],[1, 1, 1]] , dim = 35
  orbit = [8, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 1
  number of tau_infinity subcells = 35
     15 tau_infinity subcells with 1 member(s)
     20 tau_infinity subcells with 2 member(s)
  subcells = [
     [61989],[79741],[97445],[100799],[120978],[124993],[145708],[147524],[152176],[174766],[176838],[205681],[206276],[239151],[274028],
     [67739,114599],[81640,188185],[86620,140358],[103030,220727],[106804,167170],[108620,168986],[126939,254488],[127534,255083],[131604,198078],[133676,200150],[153785,286784],[154371,290035],[158731,230529],[159326,231124],[183917,323051],[184452,326122],[189053,265151],[216337,359258],[221568,300742],[250563,394580]
   ]
cell #1782 :
  |C| = 175
  W-rep = phi[[3],[2, 1, 1]]+phi[[1],[4, 1, 1]]
  special rep = phi[[3],[2, 1, 1]] , dim = 105
  orbit = [6, 4, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [111919],[137104],[137413],[162647],[165338],[165373],[186707],[193192],[193227],[196106],[196133],[219167],[219202],[225583],[225912],[225939],[229040],[253102],[253431],[253458],[259821],[260015],[260350],[288441],[288635],[288970],[295394],[295511],[322857],[324619],[324736],[331443],[359141],[360748],[394743],
     [46764,125892],[61415,151394],[61969,101570],[74563,172730],[79321,181071],[79456,125562],[80186,126012],[80231,322504],[89435,196042],[94630,203990],[94765,150823],[100275,152559],[100365,213176],[100584,152868],[101219,285618],[111784,228838],[115998,236805],[117724,180266],[117814,237339],[118033,180575],[123793,246140],[124390,182483],[124425,182518],[124520,247193],[125427,321744],[135378,262805],[137194,263339],[141185,209597],[141934,271627],[143876,212288],[143911,212323],[144006,272204],[150688,281298],[151458,214745],[151485,214772],[152649,357951],[163396,298341],[165468,298918],[169880,243290],[169915,243325],[170101,307026],[170696,307382],[172794,246204],[172821,246231],[178540,316729],[180356,317263],[181273,248908],[182613,393530],[193413,333982],[194008,334338],[200735,278043],[201064,278372],[201091,278399],[201321,343055],[204192,281500],[210346,352761],[212418,353338],[226169,369769],[233821,313745],[234015,313939],[234350,314274],[234550,378660],[243511,387906],[244106,388262],[260550,404660],[268680,349814],[268797,349931],[278629,422229],[304487,385367],[314474,454758]
   ]
cell #1783 :
  |C| = 140
  W-rep = phi[[3, 2, 1, 1],[]]+phi[[3],[2, 1, 1]]
  special rep = phi[[3],[2, 1, 1]] , dim = 105
  orbit = [6, 4, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     70 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [46767],[61628],[61940],[61980],[76830],[79102],[79529],[79732],[94411],[97233],[97436],[100029],[100627],[100673],[111565],[117478],[118671],[120806],[120852],[124090],[124833],[124836],[136858],[142606],[143576],[144916],[144962],[147364],[147367],[150469],[151138],[152002],[164068],[165038],[171377],[172474],[173522],[173947],[173950],[176664],[180020],[183301],[194689],[195786],[202216],[202644],[204878],[204973],[205416],[211018],[211988],[215600],[216151],[227064],[227492],[235507],[238342],[238378],[244787],[245884],[249818],[261507],[270275],[273253],[279524],[279952],[285362],[296989],[315431],[351409],
     [51711,91702],[67527,114387],[67730,114590],[84313,138051],[86448,140186],[86494,140232],[103702,157182],[106012,166378],[106058,166424],[108460,168826],[108463,168829],[128215,187393],[128261,187439],[130360,196834],[130785,197259],[130788,197262],[133502,199976],[155266,219483],[155691,219908],[155694,219911],[157928,229726],[158023,229821],[158466,230264],[185314,253685],[185409,253780],[185852,254223],[188244,264342],[188280,264378],[216499,286667],[217779,289226],[217815,289262],[220793,299967],[250834,322942],[252048,325347],[286430,359183]
   ]
cell #1784 :
  |C| = 140
  W-rep = phi[[3, 2, 1, 1],[]]+phi[[3],[2, 1, 1]]
  special rep = phi[[3],[2, 1, 1]] , dim = 105
  orbit = [6, 4, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     70 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [46768],[61629],[61982],[76831],[79530],[79734],[80150],[97234],[97438],[100160],[100615],[100675],[117609],[118672],[120794],[120854],[124138],[124825],[124846],[136989],[143624],[144904],[144964],[147356],[147377],[151148],[152013],[165086],[171425],[172484],[173415],[173939],[173960],[176675],[180151],[180913],[194737],[195796],[202654],[203832],[204870],[204983],[205427],[212036],[215731],[227502],[228680],[235517],[235961],[238291],[238440],[244835],[245894],[249866],[250516],[261517],[261961],[270337],[273333],[279962],[281140],[285372],[297051],[306052],[315441],[315885],[321586],[333008],[351471],[386932],
     [51712,91703],[67528,114388],[67732,114592],[84314,138052],[86436,140174],[86496,140234],[103703,157183],[106000,166366],[106060,166426],[108452,168818],[108473,168839],[128203,187381],[128263,187441],[130253,196727],[130777,197251],[130798,197272],[133513,199987],[155159,219376],[155683,219900],[155704,219921],[157920,229718],[158033,229831],[158477,230275],[184019,251045],[185306,253677],[185419,253790],[185863,254234],[188193,264291],[188342,264440],[216491,286659],[217728,289175],[217877,289324],[220873,300047],[250783,322891],[252128,325427]
   ]
cell #1785 :
  |C| = 55
  W-rep = phi[[4, 1, 1, 1],[]]+phi[[4],[1, 1, 1]]
  special rep = phi[[4],[1, 1, 1]] , dim = 35
  orbit = [8, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 1
  number of tau_infinity subcells = 35
     15 tau_infinity subcells with 1 member(s)
     20 tau_infinity subcells with 2 member(s)
  subcells = [
     [46770],[61631],[76833],[79586],[97290],[100690],[118728],[120869],[124908],[144979],[147439],[173427],[174022],[204881],[238286],
     [51714,91705],[67584,114444],[84370,138108],[86511,140249],[103759,157239],[106075,166441],[108535,168901],[128278,187456],[130265,196739],[130860,197334],[155171,219388],[155766,219983],[157931,229729],[184031,251057],[185317,253688],[188188,264286],[216502,286670],[217723,289170],[250778,322886],[286236,358908]
   ]
cell #1786 :
  |C| = 315
  W-rep = phi[[2, 2, 1],[1, 1]]+phi[[2, 1, 1],[2, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [74793],[93226],[110380],[116330],[124863],[135710],[142344],[147394],[149284],[151165],[161131],[163806],[171133],[172501],[173977],[178872],[180951],[191602],[194445],[195813],[202671],[203870],[205095],[208081],[210756],[213084],[223017],[224265],[227519],[228718],[232929],[235629],[235999],[237247],[238506],[241700],[244543],[245911],[257357],[261629],[261999],[263247],[267700],[270403],[270562],[270835],[275477],[276725],[279979],[281178],[285389],[292589],[294464],[297117],[297276],[297549],[302191],[303439],[306267],[306321],[311281],[315553],[315923],[317171],[321624],[330237],[330510],[331307],[333223],[333277],[338237],[347009],[348884],[351537],[351696],[351969],[356611],[357859],[366088],[366142],[367220],[373723],[375598],[384161],[384434],[385231],[387147],[387201],[392161],[402060],[410161],[410434],[411231],[418548],[418602],[419680],[426183],[434028],[443396],[443450],[444528],[452158],[475470],[480978],[502440],
     [49674,89665],[50514,133179],[50703,190403],[50733,257084],[63520,104605],[65401,159281],[66287,222647],[66492,292535],[75633,176341],[75822,240501],[75852,311008],[81972,127489],[84051,189267],[85039,256925],[90505,199653],[90694,266501],[90724,337964],[95107,206231],[95993,275107],[96198,346955],[103440,154585],[105768,221788],[108490,168856],[108679,295230],[108709,366947],[112261,231079],[113147,301821],[113352,373669],[118409,239365],[119397,310849],[125052,320425],[125082,391888],[127971,184672],[129339,255038],[130815,197289],[132283,258920],[132313,400200],[133551,330937],[133756,402006],[137789,265365],[138777,337805],[144672,274248],[147583,349650],[147613,419407],[152051,356241],[152256,426129],[155721,219938],[156920,290249],[158145,229943],[158515,364282],[159490,294094],[160065,433974],[161468,366788],[166134,300962],[169045,376364],[169075,444255],[175445,312844],[175475,450298],[176713,384861],[176918,452104],[181939,391729],[185531,253902],[185901,323836],[187149,326342],[188408,264506],[188567,328192],[188840,399470],[189794,330078],[189848,465547],[198757,339800],[198787,473610],[200025,410861],[200230,475416],[205465,416742],[206440,348514],[207015,480924],[208418,419248],[217943,289390],[218102,287504],[218375,359992],[221088,364123],[221142,433012],[230313,441590],[231288,375228],[231863,502386],[233266,444096],[238665,382116],[238938,449568],[239892,384002],[239946,508709],[252343,323677],[252397,395182],[254272,464509],[264665,408116],[264938,472880],[265892,410002],[265946,528089],[273548,416583],[273602,479962],[289549,432279],[289822,494216],[300262,441431],[300316,501424],[325642,464350],[325696,520910]
   ]
cell #1787 :
  |C| = 55
  W-rep = phi[[4, 1, 1, 1],[]]+phi[[4],[1, 1, 1]]
  special rep = phi[[4],[1, 1, 1]] , dim = 35
  orbit = [8, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 1
  number of tau_infinity subcells = 35
     15 tau_infinity subcells with 1 member(s)
     20 tau_infinity subcells with 2 member(s)
  subcells = [
     [216021],[248881],[277737],[283965],[313270],[320019],[346645],[349244],[356169],[382160],[384789],[416201],[416670],[449112],[479864],
     [225277,304451],[252033,398370],[259346,340226],[286343,491890],[287548,432323],[292225,373359],[294824,375958],[322560,564878],[322650,519262],[323295,463968],[323764,464437],[328236,408160],[330865,410789],[358932,543639],[359536,493760],[363741,441049],[364210,441518],[395084,520812],[399014,472424],[432914,501326]
   ]
cell #1788 :
  |C| = 55
  W-rep = phi[[4, 1, 1, 1],[]]+phi[[4],[1, 1, 1]]
  special rep = phi[[4],[1, 1, 1]] , dim = 35
  orbit = [8, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 1
  number of tau_infinity subcells = 35
     15 tau_infinity subcells with 1 member(s)
     20 tau_infinity subcells with 2 member(s)
  subcells = [
     [183548],[214719],[242618],[248532],[277388],[283899],[310624],[313204],[320009],[346579],[349234],[381650],[382150],[416191],[449067],
     [192520,268618],[217718,363003],[224928,304102],[250691,461793],[251967,398304],[256700,337580],[259280,340160],[286333,491880],[287038,431813],[287538,432313],[292159,373293],[294814,375948],[322605,519217],[323285,463958],[327726,407650],[328226,408150],[358896,543520],[359491,493715],[363731,441039],[398969,472379]
   ]
cell #1789 :
  |C| = 140
  W-rep = phi[[3, 2, 1, 1],[]]+phi[[3],[2, 1, 1]]
  special rep = phi[[3],[2, 1, 1]] , dim = 105
  orbit = [6, 4, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     70 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [216020],[248880],[250348],[277736],[283964],[284343],[285913],[313269],[313648],[319749],[319985],[320008],[345129],[346644],[349210],[349233],[355551],[356083],[356160],[358666],[371843],[380435],[381506],[382149],[384703],[384780],[391030],[391620],[393048],[406435],[413192],[414989],[416013],[416136],[416661],[419139],[424303],[425334],[426998],[438040],[439837],[446243],[447983],[448607],[448945],[449058],[456533],[459401],[469555],[471295],[476918],[477256],[479448],[479828],[484990],[486787],[489551],[498380],[498718],[505465],[507735],[512717],[514457],[524845],[531184],[537284],[537622],[548338],[559203],[578044],
     [225276,304450],[252032,398369],[259345,340225],[259724,340604],[287537,432312],[292224,373358],[294790,375924],[294813,375947],[323230,463903],[323755,464428],[327582,407506],[328225,408149],[330779,410703],[330856,410780],[359031,491825],[359482,493706],[360732,431669],[363553,440861],[363676,440984],[364201,441509],[366679,443987],[394668,519208],[395048,520776],[396145,463780],[398509,471919],[398847,472257],[398960,472370],[428993,543603],[429968,493255],[430306,493593],[432498,500910],[432878,501290],[462303,520396],[464573,527115],[492280,544564]
   ]
cell #1790 :
  |C| = 175
  W-rep = phi[[3, 1, 1, 1],[1]]+phi[[3, 1],[1, 1, 1]]
  special rep = phi[[3, 1],[1, 1, 1]] , dim = 105
  orbit = [6, 2, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [250356],[284351],[285985],[313656],[320089],[320507],[322285],[349314],[349732],[356178],[356251],[356701],[382230],[384798],[384871],[385321],[391712],[391730],[391898],[416679],[416752],[419231],[419249],[419417],[426020],[426130],[449121],[449551],[449569],[451995],[452105],[458605],[479900],[480301],[482665],
     [126177,394596],[154409,429381],[184655,461843],[184673,395183],[189091,464961],[217134,429453],[221771,494675],[221789,433013],[239189,508123],[256116,465033],[256908,521990],[256926,465548],[257094,400210],[259732,340612],[265189,527503],[274231,533579],[274249,479963],[287618,432393],[290073,544952],[292426,495135],[292536,433975],[294894,376028],[295312,376446],[300945,550733],[300963,501425],[310040,508195],[310832,556348],[310850,508710],[311018,450308],[322659,519271],[323089,564962],[323773,464446],[323846,464519],[326325,566042],[326343,520911],[328306,408230],[328583,465886],[330874,410798],[330947,410871],[331397,411321],[336996,527575],[337788,571220],[337806,528090],[337974,473620],[346846,534039],[346956,480925],[358968,543675],[359545,493769],[359975,494199],[359993,494217],[362419,545024],[364219,441527],[364292,441600],[366771,444079],[366789,444097],[366957,444265],[373560,551193],[373670,502387],[382507,509048],[395120,520848],[395521,521249],[399023,472433],[399453,472863],[399471,472881],[401897,475307],[402007,475417],[408507,528428],[432950,501362],[433351,501763],[435715,504127]
   ]
cell #1791 :
  |C| = 55
  W-rep = phi[[4, 1, 1, 1],[]]+phi[[4],[1, 1, 1]]
  special rep = phi[[4],[1, 1, 1]] , dim = 35
  orbit = [8, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 1
  number of tau_infinity subcells = 35
     15 tau_infinity subcells with 1 member(s)
     20 tau_infinity subcells with 2 member(s)
  subcells = [
     [153417],[182424],[208903],[214410],[242309],[248459],[274815],[277315],[283877],[310551],[313182],[345962],[346557],[381565],[416082],
     [161953,233751],[185239,326909],[192211,268309],[217645,362930],[222355,301529],[224855,304029],[251350,397687],[251945,398282],[256627,337507],[259258,340138],[286418,429268],[286953,431728],[291542,372676],[292137,373271],[322714,461708],[323176,463849],[327641,407565],[358977,491771],[363622,440930],[394568,519056]
   ]
cell #1792 :
  |C| = 140
  W-rep = phi[[3, 2, 1, 1],[]]+phi[[3],[2, 1, 1]]
  special rep = phi[[3],[2, 1, 1]] , dim = 105
  orbit = [6, 4, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     70 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [183547],[214718],[216014],[242617],[248531],[248874],[250294],[277387],[277730],[283630],[283863],[283887],[309053],[310623],[313168],[313192],[319404],[319923],[319999],[322366],[336009],[344784],[345884],[346567],[349148],[349224],[355489],[356074],[357468],[371498],[378495],[380373],[381444],[381575],[382140],[384694],[389933],[391021],[392703],[404495],[406373],[413130],[414980],[415630],[416004],[416127],[423958],[426936],[437978],[439828],[445860],[446234],[448598],[449022],[454593],[456471],[459392],[469172],[469546],[476909],[479412],[484928],[486778],[498371],[505429],[512334],[512708],[524809],[537275],[559167],
     [192519,268617],[217717,363002],[224927,304101],[225270,304444],[251955,398292],[256699,337579],[259244,340124],[259268,340148],[286963,431738],[287528,432303],[291464,372598],[292147,373281],[294728,375862],[294804,375938],[322724,461718],[323221,463894],[324571,397609],[327520,407444],[327651,407575],[328216,408140],[330770,410694],[359022,491816],[359446,493670],[360670,431607],[363170,440478],[363544,440852],[363667,440975],[394632,519172],[395762,463397],[396136,463771],[398500,471910],[398924,472334],[429959,493246],[432462,500874],[462267,520360]
   ]
cell #1793 :
  |C| = 175
  W-rep = phi[[3, 1, 1, 1],[1]]+phi[[3, 1],[1, 1, 1]]
  special rep = phi[[3, 1],[1, 1, 1]] , dim = 105
  orbit = [6, 2, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [250357],[284352],[285984],[285994],[313657],[320090],[320506],[320516],[349315],[349731],[349741],[356189],[356250],[356356],[382231],[384809],[384870],[384976],[391720],[391721],[391836],[416690],[416751],[419239],[419240],[419355],[426012],[426121],[449559],[449560],[451987],[452096],[479908],[480293],[508151],
     [153609,428965],[154533,359610],[184555,461815],[184664,395174],[189215,399088],[217126,429417],[221671,494647],[221780,433004],[222595,433592],[222762,365017],[239313,449186],[256108,464997],[256917,465539],[257032,400148],[259733,340613],[265313,472498],[274131,533551],[274240,479954],[275055,480542],[275222,417477],[287619,432394],[290197,493834],[292418,495099],[292527,433966],[294895,376029],[295311,376445],[295321,376455],[300845,550705],[300954,501416],[301769,502004],[301936,442325],[310032,508159],[310841,508701],[310956,450246],[323784,464457],[323845,464518],[326225,566014],[326334,520902],[328307,408231],[330885,410809],[330946,410870],[331052,410976],[336988,527539],[337797,528081],[337912,473558],[346838,534003],[346947,480916],[358976,543683],[359361,583176],[359983,494207],[359984,494208],[362411,544988],[364230,441538],[364291,441599],[366779,444087],[366780,444088],[366895,444203],[373552,551157],[373661,502378],[394624,564990],[395128,520856],[395513,521241],[399461,472871],[399462,472872],[401889,475299],[401998,475408],[429409,544980],[432958,501370],[433343,501755],[464989,527531]
   ]
cell #1794 :
  |C| = 126
  W-rep = phi[[3, 1, 1],[1, 1]]
  special rep = phi[[3, 1, 1],[1, 1]] , dim = 126
  orbit = [6, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [250625],[251501],[257294],[286972],[287089],[291693],[292749],[311218],[323304],[327660],[327777],[328536],[328790],[338174],[346113],[347169],[363750],[364487],[367157],[372827],[373883],[381584],[381701],[382460],[382714],[392098],[397838],[399668],[401689],[402220],[407584],[407701],[408460],[408714],[416210],[416947],[419617],[426343],[429807],[431747],[431864],[435379],[435668],[435922],[441058],[441795],[444465],[449766],[451787],[452318],[458558],[458812],[461727],[462117],[462169],[463977],[465387],[466772],[467178],[467444],[473078],[475099],[475630],[482329],[482618],[482872],[488745],[491637],[492146],[492164],[494949],[495001],[496220],[496809],[503791],[504080],[504334],[508549],[509934],[510340],[510606],[516240],[519064],[519293],[519429],[521856],[521874],[522913],[527929],[529314],[529720],[529986],[533853],[533905],[535124],[535713],[543692],[545378],[545641],[545777],[551007],[551059],[552278],[552867],[556214],[556232],[557271],[566316],[566368],[566574],[571086],[571104],[572143],[575347],[575483],[584234],[584252],[587964],[588100],[591693],[599006],[599142],[602155],[610775],[611211],[620591]
   ]
cell #1795 :
  |C| = 175
  W-rep = phi[[3, 1, 1, 1],[1]]+phi[[3, 1],[1, 1, 1]]
  special rep = phi[[3, 1],[1, 1, 1]] , dim = 105
  orbit = [6, 2, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [358595],[392277],[394197],[419796],[426403],[426552],[428529],[452378],[452527],[458580],[458821],[459028],[482640],[482881],[483088],[488754],[488770],[488993],[508571],[510615],[510631],[510854],[516243],[516274],[533914],[533930],[535716],[535747],[540849],[556235],[556266],[557843],[575350],[575541],[591697],
     [286284,543523],[287098,492155],[292809,435439],[323236,565001],[323338,519472],[327786,521865],[328799,467187],[347229,482389],[359551,543800],[363682,584442],[363784,545820],[364496,496229],[364735,496603],[367336,444644],[373943,503851],[381710,556223],[382723,510349],[399029,566682],[399702,522956],[402280,475690],[402429,475839],[407710,571095],[408723,529729],[416142,605189],[416244,575526],[416956,535133],[417195,535507],[429829,545400],[431873,584243],[433533,546708],[435690,504102],[435931,504343],[436138,504550],[440990,613656],[441092,588143],[441804,552287],[442043,552661],[449127,591801],[449800,557314],[462178,566377],[462194,566393],[463909,620897],[464011,599185],[465409,527951],[467453,529995],[467469,530011],[467692,530234],[472439,602263],[473112,572186],[480483,576414],[491640,610778],[491831,628164],[492167,584255],[492198,584286],[493775,611319],[495010,551068],[495026,551084],[496812,552870],[496843,552901],[501945,589031],[519068,620595],[519296,599009],[519487,599200],[521877,571107],[521908,571138],[523485,572715],[543696,611215],[545644,587967],[545835,588158],[566578,602159]
   ]
cell #1796 :
  |C| = 140
  W-rep = phi[[3, 2, 1, 1],[]]+phi[[3],[2, 1, 1]]
  special rep = phi[[3],[2, 1, 1]] , dim = 105
  orbit = [6, 4, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     70 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [183542],[214713],[215968],[216012],[242612],[248208],[248434],[248872],[273219],[277290],[277728],[283307],[283804],[283861],[286065],[299933],[308730],[309840],[313109],[313166],[319345],[319902],[319913],[321246],[335686],[342801],[344725],[345825],[345882],[349127],[349138],[354353],[355479],[356057],[357145],[369515],[371439],[378436],[380363],[381030],[381423],[381434],[384677],[389610],[392644],[404436],[406363],[412716],[413120],[415510],[415620],[415987],[421975],[423899],[426926],[437564],[437968],[445850],[448500],[448553],[454534],[456461],[469162],[476864],[479348],[484514],[484918],[498326],[512324],[537230],
     [192514,268612],[224830,304004],[225268,304442],[255916,336796],[259185,340065],[259242,340122],[288381,362219],[291405,372539],[291462,372596],[294707,375841],[294718,375852],[324512,397550],[324569,397607],[327106,407030],[327499,407423],[327510,407434],[330753,410677],[360256,431193],[360649,431586],[360660,431597],[363050,440358],[363160,440468],[363527,440835],[395642,463277],[395752,463387],[396119,463754],[398402,471812],[398455,471865],[429073,491770],[429861,493148],[429914,493201],[432398,500810],[461546,519164],[462203,520296],[491662,543575]
   ]
cell #1797 :
  |C| = 126
  W-rep = phi[[2],[3, 1, 1]]
  special rep = phi[[2],[3, 1, 1]] , dim = 126
  orbit = [5, 5, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [250292],[283628],[285893],[309051],[319402],[319729],[322364],[336007],[344782],[345109],[355344],[355468],[357466],[358646],[371496],[371823],[378493],[380228],[380352],[389931],[390841],[391004],[392701],[393028],[394114],[404493],[406228],[406352],[411900],[413109],[414800],[414963],[423956],[424283],[425159],[425783],[426791],[426915],[436748],[437957],[439648],[439811],[445088],[445740],[446217],[447808],[448432],[454591],[456326],[456450],[458017],[459212],[459375],[461140],[463227],[468400],[469052],[469529],[471120],[471744],[476023],[476241],[476811],[479032],[483698],[484907],[486598],[486761],[488193],[489376],[490000],[493062],[497485],[497703],[498273],[500494],[504708],[505365],[506389],[507324],[511562],[512214],[512691],[514282],[514906],[515758],[517195],[520016],[520234],[524088],[524745],[525769],[526704],[530566],[531966],[532836],[536389],[536607],[537177],[539398],[541673],[544267],[547720],[549120],[549990],[554374],[554592],[558446],[559103],[560127],[561062],[563125],[565424],[569246],[569464],[573973],[577426],[578826],[579696],[586590],[590543],[594365],[594583],[601005],[607337],[617717]
   ]
cell #1798 :
  |C| = 315
  W-rep = phi[[2, 2, 1],[1, 1]]+phi[[2, 1, 1],[2, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [204920],[235454],[261454],[269611],[269687],[296325],[296401],[305386],[315378],[328746],[329286],[329362],[332342],[350745],[350821],[356066],[364651],[365207],[382670],[383210],[383286],[384686],[386266],[390937],[391013],[399846],[408670],[409210],[409286],[414896],[414972],[415996],[417111],[417667],[425248],[435878],[439744],[439820],[441959],[442515],[445636],[446226],[447897],[448545],[449944],[458768],[459308],[459384],[466563],[467608],[468948],[469538],[471209],[473256],[476465],[476718],[476856],[479378],[482828],[486694],[486770],[488909],[489465],[496005],[496987],[497927],[498180],[498318],[504290],[505078],[505395],[509725],[510770],[512110],[512700],[514371],[516418],[522512],[522765],[524458],[524775],[529105],[530150],[530861],[534909],[535891],[536831],[537084],[537222],[546357],[548015],[552063],[553045],[556870],[557123],[558816],[559133],[567123],[571742],[571995],[576063],[577721],[588680],[592242],[602704],
     [157970,229768],[185356,253727],[217151,287086],[217227,287329],[222472,293919],[222752,292799],[251462,323330],[256133,327774],[256209,328017],[257020,328787],[274932,348339],[275212,347219],[291654,363776],[292443,364484],[292519,364727],[301646,375053],[301926,373933],[310057,381698],[310133,381941],[310944,382711],[328497,399694],[330762,410686],[331042,402270],[337013,407698],[337089,407941],[337900,408711],[346074,416236],[346863,416944],[346939,417187],[356346,426393],[362436,431861],[362512,432104],[363536,440844],[365007,435429],[366883,435919],[372788,441084],[373577,441792],[373653,442035],[382421,449792],[384966,452368],[391824,458809],[395538,462166],[396128,463763],[397799,464003],[398447,471857],[400136,467175],[401914,467441],[401990,467684],[408421,473104],[410966,475680],[417467,482379],[419343,482869],[426037,488742],[426113,488985],[429515,492089],[429768,492190],[429906,493193],[432428,500840],[433368,494998],[433526,496163],[433958,496595],[435629,496835],[442315,503841],[444191,504331],[450234,510337],[452012,510603],[452088,510846],[458519,516266],[461916,519419],[462233,520326],[465095,521799],[465348,521900],[465486,522903],[473546,529717],[475324,529983],[475400,530226],[480318,533902],[480476,535067],[480908,535499],[482579,535739],[491957,543766],[494748,545767],[495065,546674],[501780,551056],[501938,552221],[502370,552653],[504041,552893],[508257,556157],[508510,556258],[508648,557261],[521266,566365],[521667,566648],[527637,571029],[527890,571130],[528028,572133],[533652,575473],[533969,576380],[545086,584177],[545339,584278],[550806,588090],[551123,588997],[556025,591767],[566115,599132],[570897,602229],[584045,611285]
   ]
cell #1799 :
  |C| = 427
  W-rep = phi[[2, 2, 1, 1],[1]]+phi[[2, 1, 1, 1],[2]]+phi[[2, 2],[1, 1, 1]]+phi[[2, 1],[2, 1, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     91 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     49 tau_infinity subcells with 4 member(s)
  subcells = [
     [250347],[284342],[285912],[313647],[319748],[319984],[322185],[345128],[349209],[355550],[355901],[356073],[358665],[371842],[380434],[380785],[381505],[384693],[390991],[391020],[391612],[393047],[394293],[406434],[406785],[413191],[414950],[414979],[416003],[419131],[424302],[425255],[425326],[426997],[427348],[428555],[438039],[439798],[439827],[445690],[446233],[447904],[447975],[448552],[448937],[456532],[456883],[457771],[459054],[459362],[459391],[469002],[469545],[471216],[471287],[476725],[476863],[477248],[478786],[479404],[483114],[484989],[486748],[486777],[488963],[489472],[489543],[498187],[498325],[498710],[500248],[505303],[505421],[510824],[512164],[512707],[514378],[514449],[516425],[516949],[524683],[524801],[535898],[537091],[537229],[537614],[539152],[541006],[558000],[559041],[559159],
     [238389,507707],[259723,340603],[270286,531156],[294789,375923],[297000,548310],[305393,505085],[305464,553676],[322284,394225],[327581,407505],[330769,410693],[332349,524465],[332420,568548],[341481,530887],[351420,578016],[356700,426580],[358566,428533],[360731,431668],[363543,440851],[364705,496059],[365214,546364],[365285,584865],[366671,443979],[368195,548041],[385320,452555],[386273,558823],[386344,593667],[391897,458882],[392248,459032],[396135,463770],[398454,471864],[398839,472249],[399853,522772],[400377,567149],[417165,534963],[417674,576070],[417745,605612],[419416,482942],[419767,483092],[420655,577747],[426091,488774],[426120,488992],[429913,493200],[430298,493585],[432454,500866],[433690,546582],[436164,504576],[442013,552117],[442522,588687],[442593,614079],[449951,557130],[450475,592268],[452066,510635],[452095,510853],[458526,516273],[458597,516496],[462259,520352],[467662,530204],[473263,572002],[473787,602730],[480372,533934],[480640,576288],[482586,535746],[482657,535969],[488717,540871],[496994,553052],[502102,588905],[508517,556265],[510578,557865],[523642,572872],[533877,575563],
     [188291,264389,464545,527087],[217826,289273,492252,544536],[251469,323337,461923,519426],[251540,323560,519318,565053],[256808,329961,521962,567418],[257093,328860,400209,467248],[287061,359573,491983,543792],[291661,363783,494755,545774],[291732,364006,545666,584494],[292526,364734,433965,496602],[310732,383885,556320,592537],[311017,382784,450307,510410],[327749,399051,521693,566674],[328504,399701,465493,522910],[328575,399924,465878,523295],[331396,402457,411320,475867],[337688,409885,571192,602999],[337973,408784,473619,529790],[346081,416243,533659,575480],[346152,416466,575372,605241],[346946,417194,480915,535506],[364459,433555,495091,546700],[366956,435992,444264,504404],[367307,436142,444615,504554],[372795,441091,550813,588097],[372866,441314,587989,613708],[373660,442042,502377,552660],[381673,449149,556051,591793],[382428,449799,508655,557268],[382499,450022,509040,557653],[395592,462198,521320,566397],[397806,464010,566122,599139],[397877,464233,599031,620949],[401968,467473,475378,530015],[401997,467691,475407,530233],[407673,472461,570923,602255],[408428,473111,528035,572140],[408499,473334,528420,572525],[416919,480505,533995,576406],[429775,492197,545346,584285],[431836,493797,584071,611311],[433422,495030,501834,551088],[435636,496842,504048,552900],[435707,497065,504119,553123],[441767,501967,551149,589023],[462141,519509,566340,599222],[465355,521907,527897,571137],[467416,523507,529958,572737],[494973,545857,551031,588180]
   ]
cell #1800 :
  |C| = 126
  W-rep = phi[[3, 1, 1],[1, 1]]
  special rep = phi[[3, 1, 1],[1, 1]] , dim = 126
  orbit = [6, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [216262],[217185],[222949],[251362],[251493],[256167],[257245],[275409],[287050],[291554],[291685],[292477],[292741],[302123],[310091],[311169],[327738],[328528],[331239],[337047],[338125],[345974],[346105],[346897],[347161],[356543],[362470],[364448],[366549],[367108],[372688],[372819],[373611],[373875],[381662],[382452],[385163],[392049],[395572],[397699],[397830],[401640],[401948],[402212],[407662],[408452],[411163],[416908],[419009],[419568],[426071],[426335],[429280],[429738],[429799],[431825],[433402],[434940],[435371],[435660],[441756],[443857],[444416],[451738],[452046],[452310],[458550],[461486],[462109],[462130],[465318],[465379],[466764],[467405],[475050],[475358],[475622],[480352],[481890],[482321],[482610],[488706],[491631],[491923],[492095],[494941],[494962],[496169],[501814],[503352],[503783],[504072],[508480],[508541],[509926],[510567],[519287],[521300],[521633],[521805],[527860],[527921],[529306],[529947],[533845],[533866],[535073],[545309],[545370],[545635],[550999],[551020],[552227],[555991],[556163],[566308],[566329],[570863],[571035],[575341],[584011],[584183],[587958],[598397],[599000],[610769]
   ]
cell #1801 :
  |C| = 175
  W-rep = phi[[2, 2, 2],[1]]+phi[[2, 1],[2, 2]]
  special rep = phi[[2, 1],[2, 2]] , dim = 140
  orbit = [4, 4, 3, 3]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 140
     105 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [61429],[76631],[78955],[94264],[95305],[99856],[111418],[116528],[117305],[118239],[123933],[135908],[136685],[141813],[142174],[143419],[144441],[150322],[163275],[163636],[164881],[170401],[170561],[170902],[179070],[179847],[183154],[191071],[193713],[193873],[194214],[201525],[201577],[210225],[210586],[211831],[214650],[215427],[223533],[223693],[226373],[226425],[241169],[242549],[243811],[243971],[244312],[248055],[248416],[249661],[257774],[257826],[267169],[273066],[275993],[276153],[277272],[278833],[278885],[283289],[283449],[283790],[299780],[302707],[302867],[308712],[308872],[309822],[311698],[311750],[313095],[319279],[319331],[321093],[335668],[335828],[338654],[338706],[342783],[344659],[344711],[345811],[354200],[357127],[357287],[369497],[371373],[371425],[377750],[378422],[380953],[389592],[389752],[392578],[392630],[403750],[404422],[412639],[421957],[423833],[423885],[437487],[453848],[454520],[484437],
     [51512,91503],[65599,112459],[82170,129537],[83881,137619],[103270,156750],[105537,165903],[107334,161329],[127239,185031],[127740,186918],[131844,191432],[146238,208279],[154627,217444],[159031,222147],[159532,224034],[167700,233127],[175006,241530],[189309,256426],[192451,268549],[198318,267530],[205981,274607],[206482,276494],[224812,303986],[230829,301321],[231330,303208],[239407,310350],[254788,326701],[255898,336778],[259171,340051],[265407,337306],[288363,362201],[290291,362729],[291391,372525],[324498,397536],[327029,406953],[360179,431116]
   ]
cell #1802 :
  |C| = 315
  W-rep = phi[[2, 2, 1],[1, 1]]+phi[[2, 1, 1],[2, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [173457],[202151],[226999],[234780],[234859],[260780],[260859],[269605],[279459],[292684],[293245],[293324],[296319],[314704],[314783],[319905],[328702],[329280],[347104],[347665],[347744],[349130],[350739],[355392],[355471],[364645],[373818],[374379],[374458],[380276],[380355],[381426],[382626],[383204],[390931],[402155],[406276],[406355],[408626],[409204],[412462],[413112],[414890],[415558],[417105],[426278],[426839],[426918],[434694],[435834],[437310],[437960],[439738],[441953],[445344],[445630],[445788],[448513],[452253],[456374],[456453],[458724],[459302],[466519],[467602],[468656],[468942],[469100],[475565],[476459],[476824],[481644],[482784],[484260],[484910],[486688],[488903],[495713],[495999],[497921],[498286],[503106],[504246],[505046],[509681],[510764],[511818],[512104],[512262],[522506],[524426],[529061],[530144],[534617],[534903],[536825],[537190],[546325],[551771],[552057],[556864],[558784],[571736],[576031],[588648],
     [130295,196769],[155201,219418],[184682,251488],[184761,251746],[189883,258400],[190153,257284],[217145,287080],[221798,291680],[221877,291938],[222689,292736],[239981,312324],[240251,311208],[256127,327768],[256935,328523],[257014,328781],[265981,339280],[266251,338164],[274258,346100],[274337,346358],[275149,347156],[292437,364478],[294710,375844],[294980,367147],[300972,372814],[301051,373072],[301863,373870],[310051,381692],[310859,382447],[310938,382705],[320175,392088],[326352,397825],[326431,398083],[327502,407426],[329051,401679],[330979,402207],[337007,407692],[337815,408447],[337894,408705],[346857,416938],[349400,419607],[356283,426330],[360002,429794],[360652,431589],[362430,431855],[363098,440406],[364944,435366],[366798,435655],[366877,435913],[373571,441786],[376114,444455],[382975,451777],[384903,452305],[391739,458545],[391818,458803],[395246,462041],[395532,462160],[395690,463325],[398415,471825],[399480,465374],[399657,466696],[400130,467169],[401908,467435],[408975,475089],[410903,475617],[417404,482316],[419258,482605],[419337,482863],[426031,488736],[429509,492083],[429874,493161],[433076,494873],[433362,494992],[433520,496157],[442252,503778],[444106,504067],[444185,504325],[449578,508536],[449755,509858],[450228,510331],[452006,510597],[461884,519387],[465089,521793],[465454,522871],[472890,527916],[473067,529238],[473540,529711],[475318,529977],[480026,533777],[480312,533896],[480470,535061],[494226,545365],[494716,545735],[501488,550931],[501774,551050],[501932,552215],[508251,556151],[508616,557229],[520974,566240],[521260,566359],[527631,571023],[527996,572101],[533620,575441],[545080,584171],[550774,588058],[566083,599100]
   ]
cell #1803 :
  |C| = 315
  W-rep = phi[[2, 2, 1],[1, 1]]+phi[[2, 1, 1],[2, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [238398],[270295],[297009],[305473],[305489],[332429],[332445],[341570],[351429],[364797],[365294],[365310],[368284],[386353],[386369],[391621],[399949],[400466],[417257],[417754],[417770],[419140],[420744],[425335],[425351],[433779],[442105],[442602],[442618],[447984],[448000],[448946],[450047],[450564],[457860],[467754],[471296],[471312],[473359],[473876],[477257],[477273],[478875],[479449],[480729],[489055],[489552],[489568],[496665],[497090],[498719],[498735],[500337],[502191],[505466],[505527],[505780],[507737],[510916],[514458],[514474],[516521],[517038],[523320],[523731],[524846],[524907],[525160],[530296],[531186],[531257],[535569],[535994],[537623],[537639],[539241],[541095],[546806],[547059],[548340],[548411],[552723],[553148],[553971],[557678],[558089],[559204],[559265],[559518],[567519],[568843],[572550],[572961],[576512],[576765],[578046],[578117],[585160],[589129],[589382],[592638],[593962],[603100],[605907],[614374],
     [188300,264398],[190161,328851],[217835,289282],[222679,364743],[240259,382775],[251549,323569],[251565,323346],[256817,329970],[256833,399710],[257004,399933],[266259,408775],[275139,417203],[287150,359582],[291741,364015],[291757,363792],[292340,433564],[294988,435983],[301853,442051],[310741,383894],[310757,449808],[310928,450031],[320183,458873],[327838,399060],[329059,467239],[330969,467700],[337697,409894],[337713,473120],[337884,473343],[346161,416475],[346177,416252],[346760,480514],[349408,482933],[356273,489001],[364934,496611],[366680,443988],[366696,496851],[366867,497074],[372875,441323],[372891,441100],[373474,501976],[376122,504395],[381762,449158],[382983,510401],[384893,510862],[391637,516282],[391808,516505],[397886,464242],[397902,464019],[398848,472258],[398864,521916],[399593,522964],[400120,523304],[401811,523516],[407762,472470],[408983,529781],[410893,530242],[417394,535515],[419156,535755],[419327,535978],[425934,540880],[430307,493594],[430323,492206],[431925,493806],[432499,500911],[432560,545828],[432813,545866],[433465,546745],[442242,552669],[444004,552909],[444175,553132],[448962,556274],[449691,557322],[450218,557662],[451909,557874],[462304,520397],[462365,519480],[462618,519518],[464575,527117],[464646,566719],[465415,567448],[472274,571146],[473003,572194],[473530,572534],[475221,572746],[479510,575534],[479763,575572],[480415,576451],[492282,544566],[492353,543837],[493610,584294],[494352,584524],[500972,588151],[501225,588189],[501877,589068],[507808,591838],[508577,592567],[519613,565083],[520458,599193],[520711,599231],[527188,602300],[527957,603029],[533256,605271],[544637,611356],[550410,613738],[565719,620979]
   ]
cell #1804 :
  |C| = 175
  W-rep = phi[[3, 1, 1, 1],[1]]+phi[[3, 1],[1, 1, 1]]
  special rep = phi[[3, 1],[1, 1, 1]] , dim = 105
  orbit = [6, 2, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [216022],[248882],[250355],[250365],[277738],[283966],[284350],[284360],[313271],[313655],[313665],[320031],[320088],[320193],[346646],[349256],[349313],[349418],[356168],[356179],[356297],[382172],[382229],[384788],[384799],[384917],[391704],[391826],[416669],[416680],[419223],[419345],[449066],[449543],[479856],
     [127095,323370],[154523,359600],[158887,363816],[183768,461490],[184647,395129],[189205,399078],[190009,399734],[190171,329069],[205837,416276],[217039,429353],[221763,432959],[222585,433582],[222703,364958],[225278,304452],[230685,441124],[239303,449176],[240107,449832],[240269,382993],[252034,398371],[254644,464043],[256021,464933],[256900,465494],[257022,400138],[259347,340227],[259731,340611],[259741,340621],[265303,472488],[266107,473144],[266269,408993],[274223,479909],[275045,480532],[275163,417418],[287560,432335],[287617,432392],[290187,493824],[292226,373360],[294836,375970],[294893,376027],[294998,376132],[300937,501371],[301759,501994],[301877,442266],[309945,508095],[310824,508656],[310946,450236],[323763,464436],[323774,464447],[326317,520857],[328248,408172],[328305,408229],[330864,410788],[330875,410799],[330993,410917],[336901,527475],[337780,528036],[337902,473548],[359490,493714],[359967,494191],[362324,544924],[364209,441517],[364220,441528],[366763,444071],[366885,444193],[394676,519216],[394974,564934],[395076,520804],[398968,472378],[399445,472855],[429021,543631],[432906,501318]
   ]
cell #1805 :
  |C| = 175
  W-rep = phi[[3, 1, 1, 1],[1]]+phi[[3, 1],[1, 1, 1]]
  special rep = phi[[3, 1],[1, 1, 1]] , dim = 105
  orbit = [6, 2, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [394226],[426581],[428534],[452556],[458883],[459033],[461007],[482943],[483093],[488775],[489002],[489208],[510636],[510863],[511069],[516283],[516298],[516504],[533935],[535756],[535771],[535977],[540852],[540879],[556275],[556290],[557846],[557873],[562397],[575544],[575571],[576914],[591700],[591849],[605192],
     [322608,564879],[323347,519481],[328861,467249],[359494,583205],[359581,543836],[363793,545829],[364744,496612],[382785,510411],[395132,565081],[398972,599345],[399059,566718],[399711,522965],[399932,523303],[402458,475868],[408785,529791],[416253,575535],[417204,535516],[432962,584522],[433563,546744],[435993,504405],[436143,504555],[441101,588152],[442052,552670],[449070,616057],[449157,591837],[449809,557323],[450030,557661],[462199,566398],[464020,599194],[465497,567446],[467474,530016],[467701,530243],[467907,530449],[472382,622733],[472469,602299],[473121,572195],[473342,572533],[479912,605269],[480513,576450],[492207,584295],[492222,584310],[493718,628366],[493805,611355],[495031,551089],[496852,552910],[496867,552925],[497073,553131],[501374,613736],[501975,589067],[508659,592565],[519071,620598],[519220,633823],[519490,599203],[519517,599230],[520860,620977],[521917,571147],[521932,571162],[523488,572718],[523515,572745],[528039,603027],[543526,628167],[543699,611218],[543848,611367],[545838,588161],[545865,588188],[547208,589531],[565004,620900],[566581,602162],[566730,602311],[584445,613659]
   ]
cell #1806 :
  |C| = 427
  W-rep = phi[[2, 2, 1, 1],[1]]+phi[[2, 1, 1, 1],[2]]+phi[[2, 2],[1, 1, 1]]+phi[[2, 1],[2, 1, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     91 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     49 tau_infinity subcells with 4 member(s)
  subcells = [
     [285975],[320497],[322195],[349722],[355911],[356146],[358479],[380795],[384766],[391093],[391461],[391628],[394303],[406795],[415052],[415420],[416076],[419147],[425342],[425405],[425925],[427358],[428647],[439900],[440268],[446306],[447991],[448054],[448953],[451900],[456893],[457851],[457867],[459464],[459832],[461045],[469618],[471303],[471366],[477264],[477327],[478866],[478882],[479456],[479754],[486850],[487218],[488097],[489246],[489559],[489622],[498726],[498789],[500328],[500344],[505473],[505771],[505787],[507228],[507763],[511107],[512780],[514465],[514528],[516575],[517029],[517045],[524853],[525151],[525167],[526608],[531212],[531482],[536048],[537630],[537693],[539232],[539248],[541102],[541577],[548366],[548636],[558096],[559211],[559509],[559525],[560966],[562611],[577128],[578072],[578342],
     [273344,533226],[285992,428565],[295302,376436],[306063,553941],[320514,459064],[322265,461012],[330842,410766],[333019,568813],[341561,573652],[341577,531264],[349739,483124],[356354,489065],[356681,489213],[363616,440924],[366687,443995],[368275,586269],[368291,548418],[377317,553997],[384974,510926],[385301,511074],[386943,593932],[391691,516303],[391815,516512],[396208,463843],[398855,472265],[400003,523374],[400457,599890],[400473,567526],[401802,475212],[403317,568869],[419210,535776],[419334,535985],[420735,607016],[420751,578124],[425941,540887],[426104,541086],[430314,493601],[432506,500918],[432804,501216],[433786,547066],[434261,585186],[449016,556295],[450101,557732],[450555,616602],[450571,592645],[451916,557881],[452079,558080],[453415,593988],[458430,562422],[462311,520404],[462609,520702],[464601,527143],[465711,567744],[467945,530487],[473413,572604],[473867,623278],[473883,603107],[479770,575579],[480736,576772],[481211,605933],[482490,576939],[492308,544592],[497144,553202],[502198,589389],[502673,614400],[508033,591874],[508873,592863],[523738,572968],[528253,603325],[547422,589745],
     [220884,300058,494322,550380],[222760,364807,365015,496675],[252139,325438,519583,565689],[257011,399940,400127,523311],[275220,417267,417475,535579],[287141,359788,543946,583260],[287157,359589,492360,543844],[292331,365884,495035,585130],[292347,433472,433571,546752],[292510,433770,433949,547050],[295319,376453,436174,504586],[301934,442115,442323,552733],[310935,450038,450225,557669],[323393,395157,519639,565109],[327829,399266,521372,599400],[327845,399067,464653,566726],[328408,465441,465522,567474],[331050,410974,467764,530306],[331377,411301,467912,530454],[337891,473350,473537,572541],[346751,418344,533939,605877],[346767,480422,480521,576458],[346930,480720,480899,576756],[363839,432987,494378,584550],[366750,444058,496872,552930],[366874,444182,497081,553139],[373465,443192,551093,614344],[373481,501884,501983,589075],[373644,502182,502361,589373],[381753,449364,555730,616112],[381769,449165,507815,591845],[382332,508603,508684,592593],[398918,472328,521937,571167],[401818,475228,523523,572753],[401981,475391,523722,572952],[407753,472676,570602,622788],[407769,472477,527195,602307],[408332,527983,528064,603055],[416299,479937,533282,605297],[430377,492227,493664,584315],[431916,494012,583750,628421],[431932,493813,544644,611363],[432820,501232,545873,588196],[435540,503952,547233,589556],[441147,501399,550436,613764],[462625,519525,520718,599238],[464066,520885,565745,621005],[464871,527413,566755,602336],[492578,543873,544862,611392]
   ]
cell #1807 :
  |C| = 55
  W-rep = phi[[4, 1, 1, 1],[]]+phi[[4],[1, 1, 1]]
  special rep = phi[[4],[1, 1, 1]] , dim = 35
  orbit = [8, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 1
  number of tau_infinity subcells = 35
     15 tau_infinity subcells with 1 member(s)
     20 tau_infinity subcells with 2 member(s)
  subcells = [
     [153418],[182425],[208904],[214411],[242310],[248471],[274816],[277327],[283888],[310563],[313193],[346046],[346568],[381639],[416137],
     [161954,233752],[185240,326910],[192212,268310],[216334,429352],[217657,362942],[222356,301530],[224867,304041],[250680,461782],[251434,397771],[251956,398293],[256639,337519],[259269,340149],[286279,491826],[287027,431802],[291626,372760],[292148,373282],[322561,519057],[323231,463904],[327715,407639],[363677,440985]
   ]
cell #1808 :
  |C| = 140
  W-rep = phi[[3, 2, 1, 1],[]]+phi[[3],[2, 1, 1]]
  special rep = phi[[3],[2, 1, 1]] , dim = 105
  orbit = [6, 4, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     70 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [183546],[214717],[216005],[242616],[248530],[248865],[250213],[277386],[277721],[282863],[283758],[283876],[308286],[310622],[313063],[313181],[318599],[319817],[319990],[335242],[343979],[345779],[346556],[349042],[349215],[354683],[355973],[370693],[378390],[379567],[381338],[381564],[382131],[384593],[389166],[390234],[394393],[404390],[405567],[413024],[414193],[415619],[415903],[416118],[423153],[428148],[437872],[439041],[445849],[446133],[448589],[449023],[454488],[455665],[460269],[469161],[469445],[476900],[479413],[484822],[485991],[490347],[498362],[505430],[512323],[512607],[517783],[524810],[537266],[559168],
     [192518,268616],[217716,363001],[224926,304100],[225261,304435],[251944,398281],[256698,337578],[259139,340019],[259257,340137],[286952,431727],[287519,432294],[291359,372493],[292136,373270],[294622,375756],[294795,375929],[322713,461707],[323212,463885],[324466,397504],[327414,407338],[327640,407564],[328207,408131],[330669,410593],[359013,491807],[359447,493671],[360564,431501],[363159,440467],[363443,440751],[363658,440966],[394633,519173],[395751,463386],[396035,463670],[398491,471901],[398925,472335],[429950,493237],[432463,500875],[462268,520361]
   ]
cell #1809 :
  |C| = 55
  W-rep = phi[[4, 1, 1, 1],[]]+phi[[4],[1, 1, 1]]
  special rep = phi[[4],[1, 1, 1]] , dim = 35
  orbit = [8, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 1
  number of tau_infinity subcells = 35
     15 tau_infinity subcells with 1 member(s)
     20 tau_infinity subcells with 2 member(s)
  subcells = [
     [126004],[152472],[177134],[182159],[208638],[214344],[239858],[242243],[248448],[274749],[277304],[309926],[310540],[345951],[381511],
     [133972,200446],[155078,290742],[161688,233486],[185173,326843],[189760,265858],[192145,268243],[217020,362305],[217634,362919],[222289,301463],[224844,304018],[250775,394955],[251339,397676],[256002,336882],[256616,337496],[286407,429257],[286899,431674],[291531,372665],[322660,461654],[327587,407511],[358897,491617]
   ]
cell #1810 :
  |C| = 140
  W-rep = phi[[3, 2, 1, 1],[]]+phi[[3],[2, 1, 1]]
  special rep = phi[[3],[2, 1, 1]] , dim = 105
  orbit = [6, 4, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     70 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [153413],[182420],[183504],[183539],[208899],[214104],[214319],[214710],[238267],[242218],[242609],[247913],[248379],[248431],[250426],[264267],[272924],[274024],[277235],[277287],[283252],[283771],[283793],[285041],[299638],[306743],[308675],[309785],[309837],[313076],[313098],[318191],[319334],[319886],[320951],[333699],[335631],[342746],[344714],[345387],[345792],[345814],[349111],[354058],[357090],[369460],[371428],[377998],[378425],[380880],[381019],[381407],[387623],[389555],[392633],[403998],[404425],[412705],[415494],[415566],[421920],[423888],[437553],[445796],[448473],[454096],[454523],[469108],[484503],[512270],
     [161949,233747],[192120,268218],[192511,268609],[221564,300738],[224775,303949],[224827,304001],[252819,326118],[255861,336741],[255913,336793],[259152,340032],[259174,340054],[288326,362164],[288378,362216],[290967,372101],[291372,372506],[291394,372528],[294691,375825],[324074,397112],[324479,397517],[324501,397539],[326956,406880],[327095,407019],[327483,407407],[360106,431043],[360245,431182],[360633,431570],[363034,440342],[363106,440414],[394721,461643],[395626,463261],[395698,463333],[398375,471785],[429057,491754],[429834,493121],[461519,519137]
   ]
cell #1811 :
  |C| = 175
  W-rep = phi[[3, 1, 1, 1],[1]]+phi[[3, 1],[1, 1, 1]]
  special rep = phi[[3, 1],[1, 1, 1]] , dim = 105
  orbit = [6, 2, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [183549],[214720],[216019],[216029],[242619],[248533],[248879],[248889],[277389],[277735],[277745],[283911],[283963],[284065],[310625],[313216],[313268],[313370],[319998],[320020],[320138],[346591],[346643],[349223],[349245],[349363],[356152],[356286],[382139],[382161],[384772],[384906],[416126],[416653],[449050],
     [102613,287122],[127084,323359],[131187,327810],[154496,359546],[158876,363805],[159653,364520],[159807,293011],[174349,381734],[184468,395049],[189178,399024],[189998,399723],[190116,329014],[192521,268619],[197661,407734],[205826,416265],[206603,416980],[206757,347431],[216353,428994],[217719,363004],[220310,431897],[221584,432879],[222558,433528],[222692,364947],[224929,304103],[225275,304449],[225285,304459],[230674,441113],[231451,441828],[231605,374145],[239276,449122],[240096,449821],[240214,382938],[251979,398316],[252031,398368],[254633,464032],[256701,337581],[259292,340172],[259344,340224],[259446,340326],[265276,472434],[266096,473133],[266214,408938],[274044,479829],[275018,480478],[275152,417407],[287527,432302],[287549,432324],[290160,493770],[292171,373305],[292223,373357],[294803,375937],[294825,375959],[294943,376077],[300758,501291],[301732,501940],[301866,442255],[323220,463893],[323747,464420],[326138,520777],[328215,408139],[328237,408161],[330848,410772],[330982,410906],[359021,491815],[359274,543604],[359474,493698],[363666,440974],[364193,441501],[394660,519200],[398952,472362]
   ]
cell #1812 :
  |C| = 315
  W-rep = phi[[2, 2, 1],[1, 1]]+phi[[2, 1, 1],[2, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [204930],[235464],[261464],[269697],[269713],[296411],[296427],[305483],[315388],[328841],[329372],[329388],[332439],[350831],[350847],[356076],[364753],[365304],[382765],[383296],[383312],[384696],[386363],[391023],[391039],[399943],[408765],[409296],[409312],[414982],[414998],[416006],[417213],[417764],[425345],[435973],[439830],[439846],[442061],[442612],[446236],[446252],[447994],[448600],[450041],[458863],[459394],[459410],[467229],[467710],[469548],[469564],[471306],[473353],[476911],[476981],[477267],[479417],[482923],[486780],[486796],[489011],[489562],[496621],[497084],[498373],[498443],[498729],[504385],[505434],[505521],[510391],[510872],[512710],[512726],[514468],[516515],[523028],[523314],[524814],[524901],[529771],[530252],[531225],[535525],[535988],[537277],[537347],[537633],[546800],[548379],[552679],[553142],[557386],[557672],[559172],[559259],[567487],[572258],[572544],[576506],[578085],[589123],[592606],[603068],
     [157980,229778],[159797,292790],[185366,253737],[190090,328797],[206747,347210],[217237,287339],[217253,287096],[222482,293929],[222498,364494],[222673,364737],[231595,373924],[240188,382721],[251559,323340],[256219,328027],[256235,327784],[256827,399704],[259436,402261],[266188,408721],[274942,348349],[274958,416954],[275133,417197],[284055,426384],[291751,363786],[293001,435420],[294917,435929],[301656,375063],[301672,441802],[301847,442045],[310143,381951],[310159,381708],[310751,449802],[313360,452359],[320112,458819],[328988,467185],[330772,410696],[330788,467451],[330963,467694],[337099,407951],[337115,407708],[337707,473114],[340316,475671],[346171,416246],[347421,482370],[349337,482879],[356092,488752],[356267,488995],[362522,432114],[362538,431871],[363546,440854],[363562,495008],[364359,496227],[364928,496605],[366690,496845],[372885,441094],[374135,503832],[376051,504341],[382912,510347],[384712,510613],[384887,510856],[391631,516276],[396138,463773],[396154,462176],[397896,464013],[398502,471912],[398572,521863],[398858,521910],[399587,522958],[408912,529727],[410712,529993],[410887,530236],[416022,533912],[416819,535131],[417388,535509],[419150,535749],[429961,493248],[430031,492153],[430317,492200],[432467,500879],[432554,545822],[433433,546713],[440870,551066],[441667,552285],[442236,552663],[443998,552903],[448670,556221],[448956,556268],[449685,557316],[462272,520365],[462359,519474],[463789,566375],[464614,566687],[471982,571093],[472268,571140],[472997,572188],[479504,575528],[480383,576419],[492321,543805],[493318,584241],[493604,584288],[500966,588145],[501845,589036],[507776,591806],[520452,599187],[527156,602268],[544605,611324]
   ]
cell #1813 :
  |C| = 175
  W-rep = phi[[3, 1, 1, 1],[1]]+phi[[3, 1],[1, 1, 1]]
  special rep = phi[[3, 1],[1, 1, 1]] , dim = 105
  orbit = [6, 2, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [428575],[459074],[461013],[483134],[489170],[489214],[491145],[511031],[511075],[516304],[516614],[516712],[535777],[536087],[536185],[540897],[540900],[541181],[556296],[557891],[557894],[558175],[562399],[562430],[575589],[575592],[576916],[576947],[580864],[591851],[591882],[592990],[605194],[605306],[616058],
     [358933,543524],[359599,492144],[364912,435334],[395085,565002],[395165,519463],[399077,521854],[400042,467081],[417372,482284],[429418,543801],[432915,584443],[432995,545811],[433581,496218],[433865,496502],[436184,504596],[442220,503746],[449175,556212],[450140,510243],[464998,566683],[465530,522947],[467869,530411],[467913,530455],[472487,571084],[473452,529623],[479865,605190],[479945,575517],[480531,535122],[480815,535406],[492228,584316],[493823,584232],[495100,546709],[496873,552931],[497183,553241],[497281,553339],[501327,613657],[501407,588134],[501993,552276],[502277,552560],[508160,591802],[508692,557305],[519535,599248],[519538,599251],[520813,620898],[520893,599176],[521938,571168],[523533,572763],[523536,572766],[523817,573047],[527540,602264],[528072,572177],[534004,576415],[543528,628169],[543640,628165],[543850,611369],[543881,611400],[544989,611320],[545883,588206],[545886,588209],[547210,589533],[547241,589564],[551158,589032],[564880,633824],[565006,620902],[565118,621014],[566732,602313],[566763,602344],[567871,603452],[583206,628367],[584447,613661],[584559,613773],[599346,622734]
   ]
cell #1814 :
  |C| = 126
  W-rep = phi[[2],[3, 1, 1]]
  special rep = phi[[2],[3, 1, 1]] , dim = 126
  orbit = [5, 5, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [215965],[248205],[250265],[273216],[283304],[283601],[286062],[299930],[308727],[309024],[319092],[319312],[321243],[322337],[335683],[335980],[342798],[344472],[344692],[354350],[355194],[355452],[357142],[357439],[358387],[369512],[371186],[371406],[376992],[378403],[380078],[380336],[389607],[389904],[390683],[390745],[392391],[392611],[402992],[404403],[406078],[406336],[411750],[412566],[413093],[414642],[414704],[421972],[423646],[423866],[424746],[426641],[426899],[430891],[436598],[437414],[437941],[439490],[439552],[444819],[444992],[445724],[447395],[453090],[454501],[456176],[456434],[457247],[459116],[463077],[468131],[468304],[469036],[470707],[476007],[476784],[477841],[478262],[483548],[484364],[484891],[486440],[486502],[487526],[491386],[492793],[492966],[497469],[498246],[499303],[499724],[504681],[506239],[506657],[511293],[511466],[512198],[513869],[518232],[520000],[524061],[525619],[526037],[531697],[531870],[536373],[537150],[538207],[538628],[542443],[544240],[548851],[549024],[554358],[558419],[559977],[560395],[563792],[569230],[573946],[578557],[578730],[582091],[586563],[594349],[607310]
   ]
cell #1815 :
  |C| = 427
  W-rep = phi[[2, 2, 1, 1],[1]]+phi[[2, 1, 1, 1],[2]]+phi[[2, 2],[1, 1, 1]]+phi[[2, 1],[2, 1, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     91 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     49 tau_infinity subcells with 4 member(s)
  subcells = [
     [250338],[284333],[285823],[313638],[318959],[319880],[322098],[344339],[349105],[354746],[355114],[355981],[371053],[379630],[379998],[381401],[384601],[390242],[390305],[391525],[405630],[405998],[413087],[414201],[414264],[415911],[419044],[423513],[424580],[424596],[428744],[437935],[439049],[439112],[446141],[446204],[447229],[447245],[448597],[448850],[455728],[456096],[457151],[460629],[461232],[469453],[469516],[470541],[470557],[476908],[477161],[477177],[478166],[479440],[484885],[485999],[486062],[490410],[490778],[491195],[498370],[498623],[498639],[499628],[505457],[505691],[512615],[512678],[513703],[513719],[516762],[517791],[517854],[524837],[525071],[536235],[537274],[537527],[537543],[538532],[541252],[542277],[542293],[558246],[559195],[559429],[562707],[563696],[577224],[581125],[593251],
     [250362,461055],[259714,340594],[284357,489256],[285965,491151],[294685,375819],[309259,507736],[313662,511117],[320190,516677],[320487,516718],[327477,407401],[330677,410601],[342220,531185],[349415,536150],[349712,536191],[356044,540906],[356264,541189],[360627,431564],[363451,440759],[366584,443892],[368934,548339],[378017,553970],[378033,505518],[384664,557900],[384884,558183],[391541,562438],[391799,562691],[396043,463678],[398499,471909],[398752,472162],[404017,568842],[404033,524898],[412739,531248],[415974,575598],[419060,576955],[419318,577208],[421394,578045],[425845,580891],[429958,493245],[430211,493498],[432490,500902],[433936,496573],[434961,585159],[434977,546797],[437587,548402],[448866,591890],[451820,593017],[454115,593961],[454131,559256],[462295,520388],[465807,523224],[466796,567510],[479674,605333],[480886,535477],[481911,605906],[481927,576503],[484537,578108],[495361,546970],[497331,553389],[502348,552631],[503373,614373],[503389,589120],[508969,557582],[509958,592629],[523888,573118],[528349,572454],[529338,603091],[534265,576676],[547518,589841],[551419,589293],[568132,603713],
     [190168,329066,400105,467144],[222670,364925,433873,496510],[240266,382990,450203,510306],[255335,336215,464574,527116],[256721,401116,465414,567447],[256737,399584,465538,522955],[256995,400111,465791,523208],[259738,340618,467955,530497],[266266,408990,473515,529686],[275130,417385,480823,535414],[287800,361638,492281,544565],[290986,433256,494351,584523],[291002,432551,433003,545819],[292251,433456,495127,546736],[294995,376129,497246,553304],[295292,376426,497287,553345],[301844,442233,502285,552568],[310645,451214,508576,592566],[310661,449682,508700,557313],[310919,450209,508953,557566],[324093,395426,519612,565082],[324109,395173,462356,519471],[327129,464637,465025,566710],[330740,410664,523542,572772],[330960,410884,523825,573055],[337601,474526,527956,603028],[337617,472994,528080,572185],[337875,473521,528333,572438],[345406,480206,533255,605270],[345422,479501,479953,575525],[346671,480406,534031,576442],[360279,429445,492344,543828],[363514,440822,545892,588215],[366600,443908,547249,589572],[366858,444166,547502,589825],[372120,501668,550409,613737],[372136,500963,501415,588142],[373385,501868,551185,589059],[381053,507799,508187,591829],[396106,463741,519544,599257],[397131,521154,565718,620978],[397147,520449,520901,599184],[398768,472178,566771,602352],[401722,475132,567898,603479],[407053,527179,527567,602291],[430227,493514,543889,611408],[431216,544628,545016,611347],[432724,501136,584586,613800],[462529,520622,565145,621041]
   ]
cell #1816 :
  |C| = 140
  W-rep = phi[[3, 2, 1, 1],[]]+phi[[3],[2, 1, 1]]
  special rep = phi[[3],[2, 1, 1]] , dim = 105
  orbit = [6, 4, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     70 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [153416],[182423],[183534],[208902],[214409],[214705],[215897],[242308],[242604],[247478],[248331],[248447],[272489],[274814],[277187],[277303],[282518],[283696],[283867],[299203],[307941],[309737],[310539],[313001],[313172],[318537],[319808],[334897],[342698],[343917],[345717],[345950],[346547],[349033],[353623],[354674],[358747],[369412],[370631],[378328],[379558],[381018],[381329],[381555],[388821],[393815],[404328],[405558],[412704],[413015],[415610],[416083],[421872],[423091],[427803],[437552],[437863],[445840],[448554],[454426],[455656],[460207],[469152],[476865],[484502],[484813],[490338],[498327],[512314],[537231],
     [161952,233750],[185238,326908],[192210,268308],[192506,268604],[217633,362918],[222354,301528],[224727,303901],[224843,304017],[251338,397675],[251935,398272],[255813,336693],[256615,337495],[259077,339957],[259248,340128],[286406,429256],[286943,431718],[288278,362116],[291297,372431],[291530,372664],[292127,373261],[294613,375747],[322704,461698],[323177,463850],[324404,397442],[327094,407018],[327405,407329],[327631,407555],[358978,491772],[360244,431181],[360555,431492],[363150,440458],[363623,440931],[395742,463377],[398456,471866],[429915,493202]
   ]
cell #1817 :
  |C| = 175
  W-rep = phi[[3, 1, 1, 1],[1]]+phi[[3, 1],[1, 1, 1]]
  special rep = phi[[3, 1],[1, 1, 1]] , dim = 105
  orbit = [6, 2, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [394235],[426590],[428535],[452565],[458988],[459034],[461006],[483048],[483094],[488776],[489108],[489207],[510637],[510969],[511068],[516294],[516297],[516605],[533936],[535767],[535770],[536078],[540848],[540888],[556286],[556289],[557842],[557882],[562395],[575540],[575580],[576912],[591690],[591847],[605187],
     [323358,462106],[328966,401594],[359590,492135],[363804,494938],[364850,435272],[382890,451692],[394597,519063],[395130,519428],[399068,521845],[399722,466761],[400033,467072],[402467,475877],[408890,475004],[416264,533842],[417310,482222],[429382,543691],[432960,545776],[433572,496209],[436098,504510],[436144,504556],[441112,550996],[442158,503684],[449166,556203],[449820,509923],[450131,510234],[462200,566399],[464031,566305],[464962,566573],[465495,522912],[467475,530017],[467807,530349],[467906,530448],[472478,571075],[473132,529303],[473443,529614],[479910,575482],[480522,535113],[492218,584306],[492221,584309],[493814,584223],[495032,551090],[496863,552921],[496866,552924],[497174,553232],[501372,588099],[501984,552267],[508124,591692],[508657,557270],[519486,599199],[519526,599239],[520858,599141],[521928,571158],[521931,571161],[523484,572714],[523524,572754],[527504,602154],[528037,572142],[543689,611208],[543846,611365],[544953,611210],[545834,588157],[545874,588197],[547206,589529],[564887,620588],[564963,620590],[564999,620895],[566571,602152],[566728,602309],[583122,628162],[584440,613654]
   ]
cell #1818 :
  |C| = 392
  W-rep = phi[[2, 2, 2, 1],[]]+phi[[2, 2, 1, 1],[1]]+phi[[2, 1],[2, 1, 1]]+phi[[2],[2, 2, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     56 tau_infinity subcells with 1 member(s)
     140 tau_infinity subcells with 2 member(s)
     14 tau_infinity subcells with 4 member(s)
  subcells = [
     [428574],[459073],[461001],[466471],[476456],[479377],[483133],[489169],[489202],[495909],[497918],[505069],[505394],[509633],[511030],[511063],[516229],[516604],[522503],[522676],[524449],[524774],[527041],[529013],[530860],[534813],[535702],[536077],[536822],[540833],[541173],[546348],[548014],[550236],[551967],[555956],[556861],[557034],[557827],[558167],[558807],[559132],[562377],[567122],[570400],[571733],[571906],[575315],[576054],[576894],[577720],[587573],[588671],[591668],[592241],[602703],
     [216004,491135],[248864,516702],[250212,518480],[277720,536175],[282862,540678],[283757,540836],[285813,491056],[308285,555618],[313062,557830],[318598,561989],[318949,516052],[319807,562354],[335241,570490],[343978,574786],[344329,533130],[345778,575318],[349032,576871],[354644,540392],[354673,580480],[355965,580828],[364911,435333],[370692,587403],[371043,550284],[378389,590489],[379528,555332],[379557,591202],[381328,591645],[384585,592954],[389165,595609],[390155,561986],[390226,596015],[394392,564502],[400032,467071],[404389,600951],[405528,570204],[405557,601664],[412414,573878],[413014,604195],[414114,574783],[414185,604791],[415555,605075],[415895,605151],[417371,482283],[423152,608150],[423503,579990],[424500,580503],[428147,581763],[428734,543150],[429506,492080],[432427,500839],[433517,496154],[433857,496494],[436183,504595],[437262,586495],[437862,612662],[438962,587400],[439033,613258],[442219,503745],[445540,590486],[445785,615206],[446125,615282],[447149,591225],[448536,615974],[450130,510233],[454487,617663],[455626,595323],[455655,618376],[460268,596855],[460619,563419],[460949,518727],[461907,519410],[462232,520325],[465086,521790],[465477,522894],[467868,530410],[467901,530443],[468852,600948],[469097,621882],[469437,621958],[470461,601687],[473442,529613],[476629,604218],[476847,623940],[480467,535058],[480807,535398],[484212,607242],[484812,625765],[485912,608147],[485983,626361],[488530,542010],[490308,581477],[490337,609395],[491956,543765],[494739,545758],[495064,546673],[496798,552856],[497173,553231],[498091,612685],[498309,629057],[501929,552212],[502269,552552],[507661,561399],[508248,556148],[508639,557252],[512014,617660],[512259,631857],[512599,631933],[513623,618399],[516004,563371],[517704,596852],[517775,619415],[521598,570828],[521666,566647],[523469,572699],[523809,573039],[527628,571020],[528019,572124],[533082,579942],[533643,575464],[533968,576379],[536995,625788],[537213,636407],[540588,581673],[542197,609418],[544172,583976],[545077,584168],[545609,587932],[547188,589511],[550797,588081],[551122,588996],[555528,595519],[556024,591766],[562159,597025],[565367,598974],[566106,599123],[566549,602130],[570896,602228],[574956,608320],[583471,611186],[584044,611284],
     [225260,304434,497271,553329],[259138,340018,523472,572702],[291358,372492,545612,587935],[294612,375746,547165,589488],[324465,397503,565370,598977],[327404,407328,566526,602107],[330661,410585,567835,603416],[360554,431491,583448,611163],[363095,440403,584328,613542],[363435,440743,584404,613618],[395687,463322,598494,620783],[396027,463662,598570,620859],[398438,471848,599262,622650],[429897,493184,610837,628283]
   ]
cell #1819 :
  |C| = 189
  W-rep = phi[[2, 1, 1, 1],[1, 1]]+phi[[2, 1, 1],[1, 1, 1]]
  special rep = phi[[2, 1, 1],[1, 1, 1]] , dim = 105
  orbit = [4, 2, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     21 tau_infinity subcells with 1 member(s)
     84 tau_infinity subcells with 2 member(s)
  subcells = [
     [322275],[356691],[358576],[385311],[391793],[392258],[394206],[419312],[419777],[426028],[426193],[426561],[449632],[452003],[452168],[452536],[458613],[458676],[480309],[482673],[482736],
     [47620,251453],[65915,291645],[85216,328488],[95621,346065],[107136,364539],[112775,372779],[119574,382412],[129853,397790],[132014,399757],[138954,408412],[146040,416999],[155035,429759],[159763,364555],[161645,435620],[167502,441847],[175176,449855],[182116,458510],[184736,461871],[189717,465339],[192253,467496],[198488,473167],[206713,417015],[208595,482570],[214452,488797],[217142,429461],[221852,494703],[223097,495441],[224982,496898],[231561,441863],[233443,504032],[239815,508501],[242351,510658],[248586,516329],[256124,465041],[256989,522018],[257454,522288],[259402,467512],[265815,527881],[268351,530038],[274312,533607],[275557,534345],[277442,535802],[284021,488813],[290699,545330],[292434,495143],[292599,434038],[292967,495457],[301026,550761],[302271,551499],[304156,552956],[310048,508203],[310913,556376],[311378,556646],[313326,510674],[326406,566070],[328591,465894],[328654,465957],[331387,411311],[337004,527583],[337869,571248],[338334,571518],[340282,530054],[346854,534047],[347019,480988],[347387,534361],[360056,494280],[362427,545032],[366852,444160],[367317,444625],[373568,551201],[373733,502450],[374101,551515],[382515,509056],[382578,509119],[395529,521257],[399534,472944],[401905,475315],[402070,475480],[402438,475848],[408515,528436],[408578,528499],[433359,501771],[435723,504135],[435786,504198]
   ]
cell #1820 :
  |C| = 126
  W-rep = phi[[3, 1, 1],[1, 1]]
  special rep = phi[[3, 1, 1],[1, 1]] , dim = 126
  orbit = [6, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [47633],[50746],[62923],[65928],[66515],[75865],[80381],[81188],[84619],[85229],[85285],[90737],[95634],[96221],[102500],[106352],[107053],[108722],[112788],[113375],[118977],[119587],[119643],[125095],[129866],[131074],[131881],[132326],[133779],[138357],[138967],[139023],[145256],[145957],[147626],[152279],[155048],[157488],[160088],[161658],[161714],[166718],[167419],[169088],[174236],[175043],[175488],[176941],[182129],[182185],[184844],[185198],[187733],[189730],[189966],[190472],[192170],[197548],[198355],[198800],[200253],[207038],[208608],[208664],[214369],[217304],[217639],[220197],[221960],[222314],[222549],[224849],[231886],[233456],[233512],[239828],[240064],[240570],[242268],[248453],[251207],[251344],[251532],[256286],[256621],[256800],[265828],[266064],[266570],[268268],[274420],[274774],[275009],[277309],[286412],[286918],[290712],[291536],[291724],[301134],[301488],[301723],[304023],[310210],[310545],[310724],[322679],[326514],[326868],[327606],[337166],[337501],[337680],[345956],[346144],[362589],[362924],[372670],[372858],[381530],[397681],[397869],[407530],[429262],[431693],[461673]
   ]
cell #1821 :
  |C| = 126
  W-rep = phi[[3, 1, 1],[1, 1]]
  special rep = phi[[3, 1, 1],[1, 1]] , dim = 126
  orbit = [6, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [47634],[50750],[62922],[65929],[66516],[75869],[81176],[84618],[85230],[85284],[90741],[95635],[96222],[102392],[106340],[107052],[108726],[112789],[113376],[118976],[119588],[119642],[125099],[126295],[129867],[130966],[131869],[132330],[133780],[138356],[138968],[139022],[145244],[145956],[147630],[152280],[155049],[157487],[160089],[161659],[161713],[166706],[167418],[169092],[174128],[175031],[175492],[176942],[182130],[182184],[184845],[185197],[187721],[189731],[189967],[190471],[192169],[197440],[198343],[198804],[200254],[207039],[208609],[208663],[214368],[217303],[217627],[220089],[221961],[222313],[222548],[224837],[231887],[233457],[233511],[239829],[240065],[240569],[242267],[248441],[251099],[251332],[251531],[256285],[256609],[256799],[265829],[266065],[266569],[268267],[274421],[274773],[275008],[277297],[286400],[286917],[290713],[291524],[291723],[301135],[301487],[301722],[304011],[310209],[310533],[310723],[322678],[326515],[326867],[327605],[337165],[337489],[337679],[345944],[346143],[362588],[362912],[372658],[372857],[381529],[397669],[397868],[407529],[429250],[431692],[461672]
   ]
cell #1822 :
  |C| = 315
  W-rep = phi[[2, 2, 1],[1, 1]]+phi[[2, 1, 1],[2, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [74702],[93135],[110289],[115668],[115680],[135048],[135060],[141626],[149193],[160469],[160481],[163088],[178210],[178222],[182025],[190324],[190884],[207419],[207431],[208504],[210038],[213790],[213802],[222744],[222919],[232267],[232279],[237953],[237965],[239024],[240422],[240982],[247868],[263953],[263965],[266422],[266982],[270921],[270933],[272879],[273509],[275204],[275379],[284727],[284739],[295151],[297635],[297647],[299593],[301918],[302093],[306228],[306332],[306698],[309266],[317877],[317889],[320346],[320906],[330608],[331034],[331209],[333184],[333288],[333654],[342227],[342385],[349571],[352055],[352067],[354013],[356338],[356513],[364999],[366153],[366519],[368941],[369099],[376285],[378024],[384532],[384958],[385133],[387108],[387212],[387578],[401281],[404024],[410532],[410958],[411133],[417459],[418613],[418979],[421401],[421559],[434968],[442307],[443461],[443827],[451379],[454122],[474691],[481918],[503380],
     [49583,89574],[50734,257073],[63429,104514],[66503,292534],[75853,310997],[81310,127398],[81322,184671],[85125,133088],[85137,256924],[85277,190312],[90725,337953],[96209,346954],[102722,154574],[106474,159190],[106486,221787],[106958,222636],[108710,366936],[113363,373668],[119483,176250],[119495,310848],[119635,240410],[125083,391877],[131296,189256],[132314,400189],[133767,402005],[138863,199562],[138875,337804],[139015,266410],[145378,206140],[145390,274247],[145862,275096],[147614,419396],[152267,426128],[160076,433973],[161554,233352],[161566,366787],[161706,295139],[166840,230988],[166852,300961],[167324,301810],[169076,444244],[174458,239354],[175476,450287],[176929,452103],[182037,391728],[182177,320334],[187855,254947],[187867,326341],[188926,265024],[188938,399469],[189859,465546],[190464,330596],[192075,330926],[197770,265354],[198788,473599],[200241,475415],[207026,480923],[208516,419247],[208656,349559],[214274,356230],[218461,289908],[218473,359991],[220419,290238],[221049,300223],[221153,433011],[221519,364271],[222449,366049],[231874,502385],[233364,444095],[233504,376273],[239036,449567],[239957,508708],[240562,384520],[242173,384850],[252304,325603],[252408,395181],[252774,323825],[255342,336222],[255500,399431],[256728,401123],[265036,472879],[265957,528088],[266562,410520],[268173,410850],[273613,479961],[273979,416731],[274909,418509],[287807,361645],[287965,359953],[289920,494215],[290993,433263],[300327,501423],[300693,441579],[301623,443357],[309424,449529],[310652,451221],[324100,395433],[325707,520909],[326073,464498],[336380,472841],[337608,474533],[345413,480213],[361803,494177],[372127,501675],[397138,521161]
   ]
cell #1823 :
  |C| = 126
  W-rep = phi[[3, 1, 1],[1, 1]]
  special rep = phi[[3, 1, 1],[1, 1]] , dim = 126
  orbit = [6, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [62921],[81207],[84617],[102571],[106371],[107051],[107176],[118975],[126874],[131145],[131900],[132009],[138355],[145275],[145955],[146080],[153720],[157486],[158666],[159611],[159746],[166737],[167417],[167542],[174307],[175062],[175171],[185196],[187752],[192168],[192293],[197619],[198374],[198483],[205616],[206561],[206696],[214367],[214492],[217210],[217658],[220268],[222312],[223137],[224868],[224977],[230464],[231409],[231544],[242266],[242391],[248472],[248581],[251515],[251937],[254423],[256192],[256640],[257449],[259250],[259385],[268266],[268391],[274772],[275597],[277328],[277437],[283869],[284004],[286719],[286945],[287041],[291707],[292129],[292502],[292950],[301486],[302311],[304042],[304151],[310116],[310564],[311373],[313174],[313309],[322706],[323184],[326866],[327633],[327729],[328550],[337072],[337520],[338329],[340130],[340265],[346127],[346549],[346922],[347370],[358985],[362495],[362943],[363630],[364439],[372841],[373263],[373636],[374084],[381557],[381653],[382474],[397852],[398274],[407557],[407653],[408474],[416090],[416899],[431720],[431816],[440938],[441747],[461700],[463857],[491779]
   ]
cell #1824 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[2, 1]]+phi[[1, 1, 1],[3, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [159796],[159990],[160850],[162326],[186386],[188736],[189836],[190079],[195532],[206746],[206940],[207800],[218271],[221130],[222395],[224492],[225852],[231594],[231788],[232648],[238834],[239934],[240177],[252385],[253371],[255446],[258353],[259435],[259629],[260112],[264834],[265934],[266177],[273590],[274855],[276952],[284054],[284248],[287911],[288732],[289718],[291232],[293000],[293842],[294663],[294906],[295638],[300304],[301569],[303666],[309370],[312277],[313359],[313553],[319858],[320101],[324339],[324863],[325684],[327320],[327455],[328977],[330685],[336326],[339233],[340315],[340509],[345652],[347420],[348262],[349083],[349326],[355989],[360470],[360605],[361749],[363459],[364348],[372366],[374134],[374976],[375797],[376040],[381244],[381379],[382901],[384609],[396051],[397377],[398561],[407244],[407379],[408901],[410609],[415919],[416808],[430020],[431407],[431542],[440767],[441656],[448659],[463686],[471971],[493307],
     [56416,342331],[69033,369045],[73349,306309],[78981,390250],[86280,401227],[88221,333265],[93276,270731],[94290,414209],[98739,421505],[100005,354724],[107360,433881],[108260,366130],[110430,297445],[111444,439057],[116049,236484],[116554,446149],[117454,379608],[120638,451325],[122579,387189],[124073,318758],[132049,465600],[132252,400083],[133229,330406],[135429,262484],[135934,469461],[136834,405608],[140018,474637],[140864,209276],[142379,476970],[142582,413065],[143559,344138],[146264,480831],[147164,418590],[149334,351865],[150348,486007],[150884,285108],[161355,496518],[163841,498432],[164044,437913],[165021,370852],[167726,502293],[168626,443438],[171166,378263],[171360,307295],[172220,245630],[175211,508762],[175414,450181],[176391,384330],[178591,316408],[179096,512623],[179996,455706],[183180,517799],[191637,523017],[191840,467122],[192477,523833],[194478,404263],[194672,334251],[198523,528142],[198726,473493],[199703,410330],[201004,278312],[202104,343152],[202347,412930],[208305,535422],[210791,537336],[210994,484863],[211971,423312],[214676,541197],[215576,490388],[224298,435207],[225017,547311],[225220,497224],[226952,369866],[227195,437778],[233153,552576],[234112,314036],[235377,378787],[241735,557375],[241938,510284],[242575,558191],[244576,454361],[244770,388175],[248621,562500],[248824,516655],[249801,460428],[257489,567043],[258596,466987],[261377,404787],[267735,572247],[267938,529664],[268575,573063],[268924,350058],[276758,482157],[277477,577017],[277680,536128],[279412,422326],[279655,484728],[303472,503619],[304191,589634],[304394,553282],[311413,592162],[312520,510149],[315301,454885],[338369,602624],[339476,529529]
   ]
cell #1825 :
  |C| = 315
  W-rep = phi[[2, 2, 1],[1, 1]]+phi[[2, 1, 1],[2, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [173576],[202270],[227118],[235678],[235693],[248265],[261678],[261693],[270515],[277121],[279578],[282452],[282467],[294143],[294158],[297229],[307875],[307890],[309671],[315602],[315617],[318542],[328915],[330190],[334831],[334846],[342632],[342647],[343922],[345368],[348563],[348578],[351649],[364596],[364855],[369346],[369361],[370636],[375277],[375292],[377979],[378074],[378333],[380972],[382839],[384114],[388755],[388770],[401543],[403979],[404074],[404333],[408839],[410114],[412658],[412781],[417056],[417315],[421806],[421821],[423096],[427737],[427752],[435018],[435277],[436047],[437506],[437629],[441904],[442163],[445877],[451641],[454077],[454172],[454431],[458937],[460212],[466838],[467553],[467812],[469189],[474953],[481968],[482227],[482997],[484456],[484579],[488854],[489113],[495498],[496246],[503430],[503689],[504459],[510000],[510715],[510974],[512351],[529380],[530095],[530354],[534402],[535150],[551556],[552304],
     [85318,399799],[107104,433609],[119676,449897],[130414,196888],[131693,258519],[131708,399676],[131967,328900],[139056,473209],[146008,480559],[155320,219537],[158194,292057],[158209,363758],[159443,364501],[161747,496940],[167470,502021],[174855,312443],[174870,449774],[175129,382824],[182218,516371],[185580,251865],[185595,323312],[188520,327791],[190505,522330],[192221,523561],[198167,339399],[198182,473086],[198441,408824],[205144,346477],[205159,416218],[206393,416961],[208697,535844],[214420,540925],[218055,287103],[223065,546176],[224661,303835],[224676,496817],[224935,436032],[229992,373191],[230007,441066],[231241,441809],[233545,552998],[238618,381715],[240603,556688],[242319,557919],[248280,516248],[248539,458922],[253951,398202],[253966,463985],[255747,336627],[255762,521882],[256778,566826],[257407,401528],[259082,467458],[264618,407715],[266603,571560],[268319,572791],[275525,575882],[277136,535721],[277395,482982],[283701,488759],[288212,362050],[288227,492172],[289502,431878],[290948,372082],[291043,545664],[291302,495015],[292293,434923],[302239,588499],[303850,552875],[304109,504444],[309686,556240],[310702,591945],[311331,451626],[313006,510620],[324055,397093],[324150,519316],[324409,462183],[327048,406972],[327171,465301],[328327,466715],[336642,571112],[337658,602407],[338287,474938],[339962,530000],[345463,575370],[345722,533919],[346713,481873],[360198,431135],[360321,429721],[362065,584260],[363187,494892],[372177,587987],[372436,551073],[373427,503335],[381095,508463],[382251,509877],[395779,462060],[397188,599029],[397447,566382],[407095,527843],[408251,529257],[415647,533796],[431258,545292],[440495,550950],[463414,566259]
   ]
cell #1826 :
  |C| = 126
  W-rep = phi[[3, 1, 1],[1, 1]]
  special rep = phi[[3, 1, 1],[1, 1]] , dim = 126
  orbit = [6, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [107174],[131985],[146078],[154652],[159557],[159723],[167540],[175147],[184781],[189334],[189903],[192291],[198459],[206507],[206673],[214490],[216274],[217219],[221897],[222464],[223135],[224953],[231355],[231521],[239432],[240001],[242389],[248557],[251374],[256201],[257425],[259196],[259362],[265432],[266001],[268389],[274357],[274924],[275595],[277413],[283815],[283981],[290316],[291416],[291566],[292311],[292927],[294730],[301071],[301638],[302309],[304127],[310125],[311349],[313120],[313286],[319925],[324523],[326451],[327189],[327522],[328375],[330754],[337081],[338305],[340076],[340242],[345836],[345986],[346731],[347347],[349150],[356058],[360339],[360672],[362504],[363235],[363528],[364298],[372550],[372700],[373445],[374061],[375864],[381113],[381446],[382299],[384678],[395827],[396120],[397561],[397711],[398403],[398511],[407113],[407446],[408299],[410678],[415695],[415988],[416758],[429292],[429862],[429970],[431276],[431609],[432400],[440543],[440836],[441606],[448501],[448609],[461547],[462205],[463462],[463755],[471813],[471921],[479350],[491664],[493149],[493257],[500812],[519165],[520298],[543577]
   ]
cell #1827 :
  |C| = 315
  W-rep = phi[[2, 2, 1],[1, 1]]+phi[[2, 1, 1],[2, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [234888],[238390],[260888],[269706],[270287],[292801],[293353],[296420],[297001],[305465],[314812],[328810],[329381],[332421],[347221],[347773],[350840],[351421],[355500],[364746],[365286],[373935],[374487],[380384],[382734],[383305],[386345],[391032],[391613],[402272],[406384],[408734],[409305],[413141],[414991],[417206],[417746],[419132],[425327],[426395],[426947],[435431],[435942],[437989],[439839],[442054],[442594],[445934],[446245],[447976],[448938],[452370],[456482],[458832],[459403],[467198],[467703],[469246],[469557],[471288],[475682],[476974],[477249],[479405],[482381],[482892],[484939],[486789],[489004],[489544],[496303],[496614],[498436],[498711],[503843],[504354],[505422],[505476],[507709],[510360],[510865],[512408],[512719],[514450],[523021],[524802],[524856],[529740],[530245],[531158],[535207],[535518],[537340],[537615],[546755],[548312],[552361],[552672],[557379],[559160],[559214],[572251],[576461],[578018],[589078],
     [132046,328850],[159732,364733],[175208,382774],[184790,323336],[188292,264390],[189912,399700],[190083,399925],[198520,408774],[206682,417193],[217246,359574],[217827,289274],[221906,363782],[222491,433556],[225014,435982],[231530,442041],[240010,449798],[240181,450023],[248618,458872],[251541,323561],[256228,399052],[256809,329962],[257486,467238],[259371,467690],[266010,473110],[266181,473335],[274366,416242],[274951,480506],[277474,482932],[283990,488991],[291733,364007],[292936,496601],[294739,496841],[294910,497066],[301080,441090],[301665,501968],[304188,504394],[310152,449150],[310733,383886],[311410,510400],[313295,510852],[319934,516272],[320105,516497],[326460,464009],[327531,521906],[328384,522909],[328981,523296],[330781,523508],[337108,472462],[337689,409886],[338366,529780],[340251,530232],[346153,416467],[347356,535505],[349159,535745],[349330,535970],[356085,540872],[360681,492196],[362531,493798],[363244,545773],[363555,545858],[364352,546701],[366672,443980],[372867,441315],[374070,552659],[375873,552899],[376044,553124],[381455,556264],[382308,557267],[382905,557654],[384705,557866],[395836,519425],[396147,519510],[397878,464234],[398565,566675],[398840,472250],[399542,567420],[407455,571136],[408308,572139],[408905,572526],[410705,572738],[415704,575479],[416015,575564],[416812,576407],[430024,543793],[430299,493586],[431618,584284],[432455,500867],[432509,584496],[440552,588096],[440863,588181],[441660,589024],[448663,591794],[449640,592539],[462260,520353],[462314,565055],[463471,599138],[463782,599223],[464547,527089],[471975,602256],[472952,603001],[479459,605243],[492254,544538],[493311,611312],[500921,613710],[520407,620951]
   ]
cell #1828 :
  |C| = 315
  W-rep = phi[[2, 2, 1],[1, 1]]+phi[[2, 1, 1],[2, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [205036],[235570],[261570],[270503],[270519],[283689],[297217],[297233],[306272],[312994],[315494],[318530],[318546],[330178],[330194],[333228],[343910],[343926],[345710],[351637],[351653],[354687],[364859],[366093],[370624],[370640],[378321],[378337],[379571],[381011],[384102],[384118],[387152],[399803],[400046],[404321],[404337],[405571],[410102],[410118],[412697],[412785],[413028],[415578],[417319],[418553],[423084],[423100],[435281],[437545],[437633],[437876],[442167],[443401],[445808],[445916],[449901],[450144],[454419],[454435],[455669],[460200],[460216],[466842],[467085],[467816],[469120],[469228],[473213],[473456],[476931],[482231],[484495],[484583],[484826],[489117],[490351],[496285],[496944],[497187],[498393],[503693],[510004],[510247],[510978],[512282],[512390],[516375],[516618],[522334],[522978],[529384],[529627],[530358],[535189],[535848],[536091],[537297],[552343],[553002],[553245],[556692],[557336],[571564],[572208],
     [107166,433648],[131971,465561],[146070,480598],[158086,229884],[159431,294035],[159447,433540],[159714,364843],[167532,502060],[175133,508723],[185472,253843],[188508,328133],[188524,399036],[189799,399715],[192283,523600],[198445,528103],[206381,348455],[206397,480490],[206664,417303],[214482,540964],[218043,287445],[218059,359558],[221093,363797],[223127,546215],[224939,547272],[231229,375169],[231245,501952],[231512,442151],[238606,382057],[238622,449134],[239897,449813],[242381,557958],[248543,562461],[252348,323351],[257411,567004],[259070,339950],[259086,523492],[259353,467800],[264606,408057],[264622,472446],[265897,473125],[268381,572830],[273553,416257],[275587,575921],[277399,576978],[283705,540856],[283972,489101],[289490,432220],[289506,493782],[291290,372424],[291306,545842],[292297,584632],[292918,435265],[294626,496856],[300267,441105],[302301,588538],[304113,589595],[311335,592123],[313010,557850],[313277,510962],[319821,516287],[324397,397435],[324413,519494],[325647,464024],[327087,407011],[327175,566595],[327418,521921],[328366,466754],[338291,602585],[339966,572722],[340233,530342],[345726,575548],[346717,605379],[347338,482215],[349046,535760],[360237,431174],[360325,543713],[360568,492211],[363118,440426],[363226,494931],[364309,496177],[372440,588165],[373431,613846],[374052,503677],[375760,552914],[381099,591714],[381342,556279],[382290,509916],[395710,463345],[395818,462099],[397451,599207],[398522,521813],[407099,602176],[407342,571151],[408290,529296],[415686,533835],[416769,535081],[429981,492103],[431262,611232],[431505,584299],[440534,550989],[441617,552235],[448620,556171],[463453,566298],[471932,571043],[493268,584191]
   ]
cell #1829 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[2, 1]]+phi[[1, 1, 1],[3, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [257188],[259867],[288487],[292620],[311112],[323408],[323474],[328423],[328668],[329175],[338068],[347040],[359637],[363854],[363920],[364388],[367051],[373754],[382347],[382592],[383099],[391992],[399115],[400924],[402091],[408347],[408592],[409099],[416314],[416380],[416848],[419511],[426214],[434630],[435555],[435800],[439633],[441162],[441228],[441696],[444359],[449213],[451022],[452189],[458445],[458690],[464081],[464147],[464886],[466006],[466485],[467345],[468385],[472525],[474334],[475501],[481580],[482505],[482750],[488646],[492593],[493047],[493861],[494429],[494577],[495544],[497434],[503042],[503967],[504212],[508048],[509168],[509647],[510507],[519690],[519838],[519965],[521429],[522352],[524034],[527428],[528548],[529027],[529887],[533333],[533481],[534448],[544003],[544213],[544877],[545458],[550487],[550635],[551602],[555787],[556710],[565216],[565796],[565944],[570659],[571582],[575164],[583807],[587781],[598823],
     [170268,377332],[193580,403332],[201485,412097],[222858,433826],[223400,434276],[226333,436945],[233867,313791],[234746,377398],[243678,453430],[257151,465726],[257734,466154],[260746,403398],[269500,342907],[275318,480776],[275860,481226],[278793,483895],[283156,488112],[292644,495290],[293211,434342],[296214,369621],[302032,502238],[302574,502688],[308579,507243],[311075,508888],[311658,509316],[314670,453496],[319239,515687],[331148,523778],[335535,526623],[338031,528268],[338614,528696],[341991,531497],[344619,532765],[347064,534194],[347631,481292],[350634,422081],[355358,488178],[356452,541142],[356994,541592],[365772,547106],[367014,547437],[368705,548651],[371333,549919],[373778,551348],[374345,502754],[377377,554048],[377710,554196],[380242,507309],[385072,558136],[389459,560981],[390826,459197],[391955,562626],[392538,563054],[400887,567759],[402115,568061],[403377,568920],[403710,569068],[406242,526689],[411072,573008],[412135,573709],[412428,531951],[414785,486583],[418232,576812],[419474,577143],[421165,578357],[423793,579625],[426238,581054],[426805,541658],[434321,585237],[434654,585385],[436983,586326],[437276,549105],[443080,589429],[444322,589760],[445073,511547],[445175,554323],[445283,590335],[450985,592878],[452213,593180],[453475,594039],[453808,594187],[456340,561047],[466192,599947],[468487,569195],[468595,600797],[474297,603340],[475525,603642],[475972,536338],[476305,573919],[481271,605984],[481604,606132],[483933,607073],[484226,578811],[495652,611897],[497767,586536],[502733,614451],[503066,614599],[504654,558392],[509354,616659],[511649,594314],[511757,617509],[528734,623335],[534556,625000],[536671,607283],[551710,630117]
   ]
cell #1830 :
  |C| = 315
  W-rep = phi[[2, 2, 1],[1, 1]]+phi[[2, 1, 1],[2, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [238500],[270397],[297111],[306261],[306277],[319810],[333217],[333233],[342326],[349035],[351531],[354676],[354692],[366082],[366098],[369040],[379560],[379576],[381331],[387141],[387157],[390245],[400051],[401222],[405560],[405576],[413017],[413033],[414204],[415612],[418542],[418558],[421500],[433653],[433876],[437865],[437881],[439052],[443390],[443406],[445842],[445921],[446144],[448561],[450149],[451320],[455658],[455674],[467090],[469154],[469233],[469456],[473461],[474632],[476872],[476965],[480603],[480826],[484815],[484831],[486002],[490340],[490356],[496290],[496513],[497192],[498334],[498427],[502065],[502288],[505482],[510252],[512316],[512395],[512618],[516623],[517794],[523012],[523605],[523828],[524862],[529632],[535194],[535417],[536096],[537238],[537331],[540969],[541192],[546220],[546761],[552348],[552571],[553250],[557370],[557963],[558186],[559220],[572242],[572835],[573058],[575926],[576467],[588543],[589084],
     [132044,465595],[159719,495152],[175206,508757],[188402,264500],[189788,330072],[189804,465502],[190074,400035],[198518,528137],[206669,534056],[217937,289384],[221082,364117],[221098,432967],[222390,433574],[225012,547306],[231517,551210],[239886,383996],[239902,508664],[240172,450133],[248616,562495],[252337,323671],[252353,395137],[255441,399070],[257484,567038],[259358,567923],[265886,409996],[265902,528044],[266172,473445],[273542,416577],[273558,479917],[274850,480524],[277472,577012],[283977,580916],[287906,359592],[292923,584772],[294615,375749],[294631,547213],[294901,497176],[300256,441425],[300272,501379],[301564,501986],[304186,589629],[309365,449168],[311408,592157],[313282,593042],[319826,562402],[320096,516607],[325636,464344],[325652,520865],[327407,407331],[327423,566735],[328371,599481],[328972,467074],[330680,523526],[336321,472480],[338364,602619],[340238,603504],[347343,605519],[349051,576919],[349321,536080],[355984,540890],[360557,431494],[360573,543853],[361744,493816],[363152,440460],[363231,584456],[363454,545876],[364343,496211],[374057,613986],[375765,589536],[376035,553234],[381347,591854],[382295,616193],[382896,510236],[384604,557884],[395744,463379],[395823,565015],[396046,519528],[398463,471873],[398556,521847],[399548,522919],[407347,602316],[408295,622869],[408896,529616],[410604,572756],[415691,605203],[415914,575582],[416803,535115],[429922,493209],[430015,492137],[431510,611372],[432515,545783],[440539,613670],[440762,588199],[441651,552269],[448654,556205],[449646,557277],[462320,519435],[463458,620911],[463681,599241],[471966,571077],[472958,572149],[479465,575489],[493302,584225],[500927,588106],[520413,599148]
   ]
cell #1831 :
  |C| = 126
  W-rep = phi[[3, 1, 1],[1, 1]]
  special rep = phi[[3, 1, 1],[1, 1]] , dim = 126
  orbit = [6, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [62931],[66546],[81219],[84627],[85293],[96252],[102572],[106383],[107061],[107121],[113406],[118985],[119651],[126875],[131146],[131912],[133810],[138365],[139031],[145287],[145965],[146025],[152310],[153721],[157496],[158667],[159612],[160119],[161722],[166749],[167427],[167487],[174308],[175074],[176972],[182193],[185206],[187764],[190480],[192178],[192238],[197620],[198386],[200284],[205617],[206562],[207069],[208672],[214377],[214437],[217312],[217670],[220269],[222322],[222557],[223082],[224880],[230465],[231410],[231917],[233520],[240578],[242276],[242336],[248484],[251614],[251938],[254424],[256294],[256652],[256882],[259251],[266578],[268276],[268336],[274782],[275017],[275542],[277340],[283870],[286720],[286946],[287126],[291806],[292130],[292316],[301496],[301731],[302256],[304054],[310218],[310576],[310806],[313175],[322707],[323189],[326876],[327634],[327814],[337174],[337532],[337762],[340131],[346226],[346550],[346736],[358990],[362597],[362955],[363635],[372940],[373264],[373450],[381558],[381738],[397951],[398275],[407558],[407738],[416095],[431721],[431901],[440943],[461701],[463862],[491784]
   ]
cell #1832 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[2, 1]]+phi[[1, 1, 1],[3, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [159883],[190181],[206833],[222405],[222769],[223169],[225519],[231681],[240279],[253038],[255456],[255534],[256741],[259522],[266279],[274865],[275229],[275629],[284141],[287921],[287999],[291006],[293787],[295008],[301579],[301943],[302343],[309380],[309458],[310665],[313446],[320203],[324113],[329765],[330695],[331059],[335304],[336336],[336414],[337621],[340402],[345426],[348207],[349428],[355999],[356363],[361759],[361837],[363469],[365080],[365683],[366604],[367854],[372140],[374921],[376142],[383689],[384619],[384983],[391545],[396061],[396710],[397151],[398634],[398772],[400262],[402631],[409689],[410619],[410983],[415929],[417540],[418143],[419064],[430093],[430231],[430530],[432609],[434057],[436298],[440777],[442388],[442991],[443912],[448732],[448870],[450360],[462414],[462777],[463696],[464667],[472044],[472182],[473672],[479559],[481007],[492374],[493380],[493518],[501021],[502469],[507829],[520507],[527209],[544658],
     [92637,342341],[109791,369055],[115577,378037],[132129,465673],[132590,401237],[134957,404037],[141476,342419],[148695,421515],[159865,433891],[160378,434981],[162938,369133],[170037,306962],[175291,508835],[175752,451335],[178119,454135],[181527,390260],[190221,465811],[190734,401315],[193349,333918],[198603,528215],[199064,474647],[200671,277979],[204446,414219],[206815,480841],[207328,481931],[209888,421593],[213699,424600],[225097,547384],[229294,439067],[231663,502303],[232176,503393],[235304,446159],[237862,447249],[240319,508973],[240832,451413],[243447,387842],[247718,390338],[248701,562573],[249162,517809],[258269,567381],[259504,523843],[261304,469471],[263862,470561],[266319,528353],[266832,474725],[269772,477043],[270130,477181],[272729,414297],[277557,577090],[281754,486017],[282925,356763],[284123,541207],[284636,542297],[293769,496528],[295048,547522],[296486,498505],[296844,498643],[299443,439145],[304271,589707],[305538,505576],[305862,446808],[308348,389228],[312193,592500],[313428,558201],[315228,512633],[317786,513723],[320243,562711],[320756,517887],[329447,523090],[329805,523228],[332494,524956],[332818,470120],[339149,602962],[340384,573073],[341140,420314],[341366,477480],[341546,531278],[348189,535432],[349468,577228],[350906,537409],[351264,537547],[353863,486095],[365359,546855],[368080,498942],[368260,548432],[374903,552586],[376182,589845],[376631,452729],[377113,505939],[383371,557448],[383729,557586],[386418,559314],[386742,513282],[400442,567540],[403113,525319],[409371,572320],[409729,572458],[411450,483248],[417819,576561],[420540,537846],[420720,578138],[442667,589178],[450540,592659],[453211,559677],[473852,603121]
   ]
cell #1833 :
  |C| = 126
  W-rep = phi[[3, 1, 1],[1, 1]]
  special rep = phi[[3, 1, 1],[1, 1]] , dim = 126
  orbit = [6, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [50752],[66507],[75871],[81326],[85141],[85273],[90743],[96213],[102718],[106490],[106954],[108728],[113367],[119499],[119631],[125101],[127161],[131292],[131766],[132332],[133771],[138879],[139011],[145394],[145858],[147632],[152271],[154329],[158953],[160080],[161570],[161702],[166856],[167320],[169094],[174454],[174928],[175494],[176933],[182041],[182173],[183875],[187871],[188942],[189011],[189863],[190460],[192071],[197766],[198240],[198806],[200245],[205903],[207030],[208520],[208652],[214270],[218477],[220415],[221157],[221515],[222445],[224734],[230751],[231878],[233368],[233500],[239040],[239109],[239961],[240558],[242169],[248338],[252412],[252770],[254710],[255496],[255820],[256706],[265040],[265109],[265961],[266558],[268169],[273617],[273975],[274905],[277194],[287961],[288285],[289924],[289993],[290791],[290971],[300331],[300689],[301619],[303908],[309420],[309744],[310630],[323009],[323898],[324078],[325711],[326069],[326925],[336376],[336700],[337586],[345211],[345391],[359079],[360075],[361799],[362123],[371925],[372105],[380849],[394690],[396936],[397116],[406849],[429176],[431012],[461612]
   ]
cell #1834 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[2, 1]]+phi[[1, 1, 1],[3, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [190346],[222875],[240444],[256755],[257206],[257528],[259973],[266444],[275335],[288593],[291020],[291093],[292271],[295173],[302049],[310679],[311130],[311452],[320368],[324127],[324200],[327149],[330630],[331165],[337635],[338086],[338408],[345440],[345513],[346691],[349593],[356469],[360299],[366475],[366618],[367069],[371127],[372154],[372227],[373405],[376307],[381073],[384554],[385089],[391559],[392010],[397165],[397238],[398786],[400998],[401601],[401742],[402933],[407073],[410554],[411089],[418935],[419078],[419529],[425865],[430245],[430832],[431236],[432686],[432744],[434766],[436387],[443783],[443926],[444377],[448884],[451096],[451699],[451840],[462491],[462549],[462866],[464756],[466592],[468100],[472196],[474408],[475011],[475152],[479636],[479694],[481716],[492463],[492762],[493532],[494444],[501098],[501156],[503178],[507918],[509754],[519705],[520584],[520642],[527298],[529134],[533348],[544747],[550502],[565811],
     [115684,378051],[135064,404051],[141622,412759],[159975,495323],[160485,434995],[163084,437607],[170323,378124],[178226,454149],[190328,465825],[190880,466816],[193635,404124],[201279,343013],[206925,534227],[207435,481945],[210034,484557],[213806,424614],[222915,495381],[223455,435068],[226127,369727],[231773,551381],[232283,503407],[233973,313897],[237969,447263],[240426,508987],[240978,509978],[243733,454222],[247864,457171],[259614,568094],[263969,470575],[266426,528367],[266978,529358],[270937,477195],[272875,478186],[275375,534285],[275915,482018],[278587,422187],[283211,424687],[284233,581087],[284743,542311],[294579,585418],[295155,547536],[297651,498657],[299589,499648],[302089,551439],[302629,503480],[306336,505653],[306694,505711],[308634,447336],[313538,593213],[317893,513737],[319033,392332],[320350,562725],[320902,563716],[330612,523242],[331205,568152],[333292,525033],[333650,525091],[335590,470648],[340494,603675],[342381,531367],[342705,477782],[344413,423587],[348999,606165],[349575,577242],[352071,537561],[354009,538552],[356509,581145],[357049,542384],[366157,546932],[366515,546990],[369095,548521],[369419,499244],[375713,614632],[376289,589859],[376933,453031],[377822,506028],[378002,554063],[384536,557600],[385129,593271],[387216,559391],[387574,559449],[389514,513810],[401277,567629],[403822,525408],[404002,568935],[410536,572472],[411129,603733],[411539,483337],[412535,531666],[418617,576638],[418975,576696],[421555,578227],[421879,538148],[434946,585252],[437383,548820],[443465,589255],[443823,589313],[444788,511262],[451375,592748],[453920,559766],[454100,594054],[474687,603210],[481896,605999],[484333,578526],[503358,614466]
   ]
cell #1835 :
  |C| = 126
  W-rep = phi[[3, 1, 1],[1, 1]]
  special rep = phi[[3, 1, 1],[1, 1]] , dim = 126
  orbit = [6, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [81229],[85332],[102614],[106393],[107131],[119690],[127056],[131188],[131922],[131987],[139070],[145297],[146035],[154319],[158848],[159654],[161761],[166759],[167497],[174350],[175084],[175149],[182232],[183865],[187774],[189001],[189970],[190519],[192248],[197662],[198396],[198461],[205798],[206604],[208711],[214447],[217680],[220311],[223092],[224890],[224955],[230646],[231452],[233559],[239099],[240068],[240617],[242346],[248494],[248559],[251624],[251980],[254605],[256662],[256892],[257427],[259293],[265099],[266068],[266617],[268346],[275552],[277350],[277415],[283912],[287203],[287521],[289983],[291816],[292172],[292393],[294797],[302266],[304064],[304129],[310586],[310816],[311351],[313217],[319992],[322999],[323214],[323373],[327891],[328209],[328388],[337542],[337772],[338307],[340173],[346236],[346592],[346813],[349217],[359015],[359454],[362965],[363660],[363819],[372950],[373306],[373527],[375931],[381815],[382133],[382312],[394640],[397961],[398317],[398932],[407815],[408133],[408312],[416120],[416279],[431978],[432296],[440968],[441127],[449030],[463887],[464046],[472342],[491809],[493678],[519180]
   ]
cell #1836 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[2, 1]]+phi[[1, 1, 1],[3, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [190259],[222773],[240357],[256745],[257101],[257518],[259963],[266357],[275233],[288583],[291010],[291083],[292261],[295086],[301947],[310669],[311025],[311442],[320281],[324117],[324190],[327139],[329843],[331063],[337625],[337981],[338398],[345430],[345503],[346681],[349506],[356367],[360289],[365687],[366608],[366964],[371117],[372144],[372217],[373395],[376220],[381063],[383767],[384987],[391549],[391905],[397155],[397228],[398776],[400266],[400837],[401732],[402923],[407063],[409767],[410987],[418147],[419068],[419424],[425855],[430235],[430822],[431226],[432613],[432734],[434082],[436323],[442995],[443916],[444272],[448874],[450364],[450935],[451830],[462418],[462539],[462802],[464692],[465971],[468050],[472186],[473676],[474247],[475142],[479563],[479684],[481032],[492399],[492712],[493522],[494394],[501025],[501146],[502494],[507854],[509133],[519655],[520511],[520632],[527234],[528513],[533298],[544683],[550452],[565761],
     [115587,378041],[134967,404041],[141518,412749],[159895,495250],[160388,434985],[162980,437597],[170218,378114],[178129,454139],[190231,465815],[190776,466806],[193530,404114],[201269,343003],[206845,534154],[207338,481935],[209930,484547],[213709,424604],[222811,495371],[223350,435058],[226117,369717],[231693,551308],[232186,503397],[233963,313887],[237872,447253],[240329,508977],[240874,509968],[243628,454212],[247760,457161],[259534,568021],[263872,470565],[266329,528357],[266874,529348],[270140,477185],[272771,478176],[275271,534275],[275810,482008],[278577,422177],[283106,424677],[284153,581014],[284646,542301],[293799,585080],[295058,547526],[296854,498647],[299485,499638],[301985,551429],[302524,503470],[305548,505580],[305904,505701],[308529,447326],[313458,593140],[317796,513727],[319023,392322],[320253,562715],[320798,563706],[329815,523232],[331101,568142],[332504,524960],[332860,525081],[335485,470638],[340414,603602],[341623,531303],[341941,477772],[344403,423577],[348219,605827],[349478,577232],[351274,537551],[353905,538542],[356405,581135],[356944,542374],[365369,546859],[365725,546980],[368337,548457],[368655,499234],[374933,614294],[376192,589849],[376923,453021],[377138,505964],[377297,554013],[383739,557590],[385025,593261],[386428,559318],[386784,559439],[389409,513800],[400519,567565],[403138,525344],[403297,568885],[409739,572462],[411025,603723],[411475,483273],[411914,531616],[417829,576565],[418185,576686],[420797,578163],[421115,538138],[434241,585202],[436762,548770],[442677,589182],[443033,589303],[444738,511212],[450617,592684],[453236,559702],[453395,594004],[473929,603146],[481191,605949],[483712,578476],[502653,614416]
   ]
cell #1837 :
  |C| = 55
  W-rep = phi[[4, 1, 1, 1],[]]+phi[[4],[1, 1, 1]]
  special rep = phi[[4],[1, 1, 1]] , dim = 35
  orbit = [8, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 1
  number of tau_infinity subcells = 35
     15 tau_infinity subcells with 1 member(s)
     20 tau_infinity subcells with 2 member(s)
  subcells = [
     [80218],[100941],[121120],[124982],[147513],[152115],[174096],[176777],[181997],[205529],[208476],[238375],[238996],[273314],[309083],
     [86762,140500],[108609,168975],[130934,197408],[133615,200089],[155840,220057],[158579,230377],[161526,233324],[185965,254336],[188277,264375],[188898,264996],[217812,289259],[218433,289880],[220854,300028],[250867,322975],[252109,325408],[255159,336039],[286491,359244],[287624,361462],[322726,394798],[358900,428948]
   ]
cell #1838 :
  |C| = 55
  W-rep = phi[[4, 1, 1, 1],[]]+phi[[4],[1, 1, 1]]
  special rep = phi[[4],[1, 1, 1]] , dim = 35
  orbit = [8, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 1
  number of tau_infinity subcells = 35
     15 tau_infinity subcells with 1 member(s)
     20 tau_infinity subcells with 2 member(s)
  subcells = [
     [126005],[152473],[177135],[182160],[208639],[214356],[239859],[242255],[248460],[274761],[277316],[310018],[310552],[346035],[381577],
     [133973,200447],[155079,290743],[161689,233487],[183841,395047],[185185,326855],[189761,265859],[192157,268255],[216323,429341],[217112,362397],[217646,362931],[222301,301475],[224856,304030],[250618,461720],[251423,397760],[256094,336974],[256628,337508],[286228,491620],[286965,431740],[291615,372749],[327653,407577]
   ]
cell #1839 :
  |C| = 140
  W-rep = phi[[3, 2, 1, 1],[]]+phi[[3],[2, 1, 1]]
  special rep = phi[[3],[2, 1, 1]] , dim = 105
  orbit = [6, 4, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     70 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [101559],[125226],[125977],[125997],[147757],[151993],[152175],[152465],[173329],[176837],[177127],[181646],[182020],[182072],[183595],[196641],[204565],[205589],[208499],[208551],[213785],[214232],[214246],[215280],[229413],[236123],[237948],[239019],[239071],[242131],[242145],[246739],[247840],[248336],[249281],[262123],[263948],[270916],[272851],[273417],[273937],[273951],[277192],[281873],[284722],[297630],[299565],[306136],[306670],[309143],[309229],[309742],[316047],[317872],[320878],[333092],[333626],[342190],[345209],[345230],[352050],[353985],[368904],[377841],[380840],[387016],[387550],[403841],[421364],[453939],
     [108853,169219],[133675,200149],[133965,200439],[158639,230437],[161549,233347],[161601,233399],[186025,254396],[188921,265019],[188973,265071],[192033,268131],[192047,268145],[218456,289903],[218508,289955],[220957,300131],[221477,300651],[221491,300665],[224732,303906],[252212,325511],[252732,326031],[252746,326045],[255219,336099],[255305,336185],[255818,336698],[287684,361522],[287770,361608],[288283,362121],[290789,371923],[290810,371944],[322786,394858],[323896,396934],[323917,396955],[326916,406840],[359077,429174],[360066,431003],[394681,461603]
   ]
cell #1840 :
  |C| = 175
  W-rep = phi[[3, 1, 1, 1],[1]]+phi[[3, 1],[1, 1, 1]]
  special rep = phi[[3, 1],[1, 1, 1]] , dim = 105
  orbit = [6, 2, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [153423],[182430],[183550],[208909],[214496],[214721],[216018],[242395],[242620],[248534],[248570],[248878],[277390],[277426],[277734],[283923],[283962],[283992],[310626],[313228],[313267],[313297],[319997],[320032],[346603],[346642],[349222],[349257],[356153],[382138],[382173],[384773],[416125],[416654],[449051],
     [102625,287214],[107180,223141],[127096,323443],[131199,327902],[131998,257438],[146084,275601],[154497,359612],[158888,363889],[159665,292404],[159734,292938],[161959,233757],[167546,302315],[174361,381826],[175160,311362],[184469,395052],[189179,399090],[190010,328458],[192297,268395],[192522,268620],[197673,407826],[198472,338318],[205838,416349],[206615,346824],[206684,347358],[216354,428997],[217720,363005],[220322,431989],[221585,432882],[222559,364363],[224930,304104],[224966,304140],[225274,304448],[230686,441197],[231463,373538],[231532,374072],[239277,449188],[240108,382382],[251991,398328],[252030,398367],[254645,464116],[256702,337582],[259304,340184],[259343,340223],[259373,340253],[265277,472500],[266108,408382],[274045,479832],[275019,416823],[287526,432301],[287561,432336],[290161,493836],[292183,373317],[292222,373356],[294802,375936],[294837,375971],[300759,501294],[301733,441671],[323219,463892],[323748,464421],[326139,520780],[328214,408138],[328249,408173],[330849,410773],[359020,491814],[359275,543607],[359475,493699],[363665,440973],[364194,441502],[394661,519201],[398953,472363]
   ]
cell #1841 :
  |C| = 175
  W-rep = phi[[3, 1, 1, 1],[1]]+phi[[3, 1],[1, 1, 1]]
  special rep = phi[[3, 1],[1, 1, 1]] , dim = 105
  orbit = [6, 2, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [216039],[248899],[250360],[277755],[284242],[284355],[285981],[313547],[313660],[320093],[320329],[320503],[349318],[349554],[349728],[356225],[356247],[356485],[382234],[384845],[384867],[385105],[391702],[391754],[416726],[416748],[419221],[419273],[426000],[449541],[449593],[451975],[479854],[480281],[508111],
     [154569,359861],[159984,294588],[184697,395396],[189251,399339],[190307,330591],[206934,349008],[217114,429583],[221813,433226],[222631,365957],[222891,366491],[225295,304469],[231782,375722],[239349,449437],[240405,384515],[251289,461798],[256096,465163],[256950,401086],[259623,340503],[259736,340616],[265349,472749],[266405,410515],[274273,480176],[275091,418417],[275351,418951],[286357,491645],[287622,432397],[290233,494085],[291481,494630],[292406,434785],[294898,376032],[295134,376268],[295308,376442],[300987,501638],[301805,443265],[302065,443799],[310020,508325],[310874,451184],[323820,464493],[323842,464515],[326367,521124],[328310,408234],[330921,410845],[330943,410867],[331181,411105],[336976,527705],[337830,474496],[345901,533534],[346826,481735],[359965,494189],[360017,494241],[362399,545154],[364266,441574],[364288,441596],[366761,444069],[366813,444121],[372615,550688],[373540,503197],[395074,520802],[395501,521229],[397626,565997],[399443,472853],[399495,472905],[401877,475287],[429019,543629],[429207,583159],[429369,544940],[432904,501316],[433331,501743],[461506,564950],[464949,527491]
   ]
cell #1842 :
  |C| = 175
  W-rep = phi[[3],[2, 1, 1]]+phi[[1],[4, 1, 1]]
  special rep = phi[[3],[2, 1, 1]] , dim = 105
  orbit = [6, 4, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [196632],[229237],[229626],[260547],[263769],[263808],[289167],[296065],[296104],[299343],[299378],[325290],[325329],[331747],[332059],[332094],[335380],[361052],[361364],[361399],[367401],[367625],[367930],[396257],[396481],[396786],[402513],[402650],[429117],[430412],[430549],[436208],[461583],[462687],[491694],
     [101541,215976],[124820,248216],[125968,183586],[144306,273227],[151798,283407],[151984,215271],[153366,216063],[153454,286073],[165768,299941],[173134,308830],[173320,246730],[181470,249105],[181586,319464],[181859,249494],[182913,321254],[196446,335786],[202790,343587],[204389,281697],[204505,344844],[204778,282086],[212718,354361],[213606,284543],[213645,284582],[213762,355598],[215085,357245],[227638,370301],[229353,371558],[234547,314471],[236063,379214],[237769,317693],[237808,317732],[237925,380482],[246544,389710],[247618,320656],[247653,320691],[249221,392763],[262063,405214],[263925,406482],[269351,350485],[269390,350524],[270272,413512],[270893,413859],[272629,353763],[272664,353798],[280098,422761],[281813,424018],[283001,356839],[284699,427045],[296986,438360],[297607,438707],[304791,385671],[305103,385983],[305138,386018],[306033,446579],[308424,389304],[315987,455312],[317849,456580],[332989,469891],[340687,419861],[340911,420085],[341216,420390],[342044,477499],[351406,485310],[352027,485657],[368758,498961],[376513,452611],[376650,452748],[386913,513053],[411360,483158],[421218,537865]
   ]
cell #1843 :
  |C| = 126
  W-rep = phi[[2],[3, 1, 1]]
  special rep = phi[[2],[3, 1, 1]] , dim = 126
  orbit = [5, 5, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [153379],[181872],[183471],[204791],[213837],[214071],[216076],[229639],[238000],[238234],[247597],[247826],[249507],[250393],[264000],[264234],[270968],[272608],[272837],[282099],[282941],[283209],[284774],[285008],[285737],[297682],[299322],[299551],[305082],[306656],[308364],[308632],[317924],[318158],[318873],[319031],[320635],[320864],[332038],[333612],[335320],[335588],[341156],[342104],[342703],[344253],[344411],[352102],[353742],[353971],[354842],[356779],[357047],[361343],[367870],[368818],[369417],[370967],[371125],[376710],[376931],[377820],[379726],[385962],[387536],[389244],[389512],[390354],[392330],[396726],[402710],[402931],[403820],[405726],[411537],[412526],[413803],[414313],[420330],[421278],[421877],[423427],[423585],[424685],[430609],[430830],[436385],[437374],[438651],[439161],[444779],[446824],[447334],[452808],[453029],[453918],[455824],[460543],[462864],[468091],[470136],[470646],[477559],[477780],[483335],[484324],[485601],[486111],[490506],[491489],[492753],[499021],[499242],[506026],[511253],[513298],[513808],[517903],[525406],[531657],[537925],[538146],[542382],[548811],[559764],[578517]
   ]
cell #1844 :
  |C| = 126
  W-rep = phi[[2],[3, 1, 1]]
  special rep = phi[[2],[3, 1, 1]] , dim = 126
  orbit = [5, 5, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [250298],[283634],[285870],[309057],[319503],[319706],[322370],[336013],[344883],[345086],[355234],[355563],[357472],[358623],[371597],[371800],[379253],[380118],[380447],[389937],[390760],[391100],[392802],[393005],[393900],[405253],[406118],[406447],[411790],[413824],[414719],[415059],[424057],[424260],[424910],[425088],[426681],[427010],[436638],[438672],[439567],[439907],[445007],[446355],[446884],[447559],[447737],[455351],[456216],[456545],[457287],[459131],[459471],[463117],[468319],[469667],[470196],[470871],[471049],[476067],[476170],[477362],[478302],[483588],[485622],[486517],[486857],[487541],[489305],[492981],[497529],[497632],[498824],[499764],[504745],[505849],[506279],[506672],[511481],[512829],[513358],[514033],[514211],[515173],[520060],[520163],[524125],[525229],[525659],[526052],[530598],[531885],[532251],[536433],[536536],[537728],[538668],[542607],[544304],[547752],[549039],[549405],[554418],[554521],[558483],[559587],[560017],[560410],[563832],[564726],[565456],[569290],[569393],[574010],[577458],[578745],[579111],[582106],[586627],[590575],[594409],[594512],[597406],[601037],[607374],[617749]
   ]
cell #1845 :
  |C| = 455
  W-rep = phi[[2, 1, 1, 1],[2]]+phi[[1, 1, 1, 1],[3]]+phi[[2, 1],[2, 1, 1]]+phi[[1, 1],[3, 1, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     35 tau_infinity subcells with 1 member(s)
     140 tau_infinity subcells with 2 member(s)
     35 tau_infinity subcells with 4 member(s)
  subcells = [
     [285998],[299895],[320520],[322242],[335362],[349745],[356455],[356658],[367912],[371122],[385075],[385278],[391581],[391910],[396768],[402928],[406063],[419100],[419429],[425860],[426200],[430827],[436328],[436583],[448906],[451835],[452175],[458359],[462807],[463062],[468071],[479689],[482419],[492733],[507962],
     [153378,358269],[181871,390565],[183493,322005],[204790,414524],[213749,424636],[214093,355021],[215930,286027],[216075,543362],[222861,365775],[229638,439372],[237912,447285],[238256,379905],[247771,457166],[247810,390396],[248170,321208],[249506,518114],[250373,564452],[250415,518917],[257106,400842],[263912,470597],[264256,405905],[270180,477217],[272782,478181],[272821,414355],[273181,354315],[275321,418235],[282098,486322],[282983,356821],[283111,424682],[283146,487455],[284368,581261],[284686,542333],[285030,490685],[292266,434087],[292606,434616],[293032,495519],[295325,376459],[295528,497409],[296894,498679],[299496,499643],[299535,439203],[302035,443083],[305915,505706],[305954,446866],[308406,389286],[308534,447331],[308569,506586],[311030,450940],[313673,593387],[317836,513759],[318180,456003],[319028,392327],[319201,457232],[320293,562747],[320809,563711],[320848,517945],[324753,519940],[327144,464697],[327210,521404],[328337,465992],[331151,411075],[331354,411278],[332871,525086],[332910,470178],[335490,470643],[335525,525966],[337986,474252],[341198,420372],[341946,477777],[341981,531411],[344408,423582],[344581,478247],[346686,481037],[347026,481566],[347452,534423],[349518,577264],[351314,537583],[353916,538547],[353955,486153],[355179,426626],[356416,581140],[356949,542379],[356984,582020],[360294,492404],[360360,543978],[363197,494415],[366640,443948],[366969,444277],[368660,499239],[368695,548565],[371295,499709],[373400,502499],[373740,503028],[374166,551577],[376928,453026],[377143,505969],[377672,506224],[380063,456161],[381068,507859],[381134,555762],[382261,509154],[385036,593266],[386795,559444],[386834,513340],[389414,513805],[389449,560324],[391945,596566],[392500,563777],[395789,519676],[398808,472218],[401737,475147],[402077,475487],[403143,525349],[403672,525604],[407068,527239],[407134,570634],[408261,528534],[411480,483278],[411735,483533],[411935,531637],[415657,533319],[419464,606457],[421120,538143],[421155,578271],[423755,538613],[430267,493554],[431231,544688],[431297,583782],[432739,501151],[435469,503881],[436783,548791],[440505,550473],[444759,511233],[453241,559707],[453770,559962],[462544,520637],[463424,565782],[464800,527342],[483733,578497],[492507,544791],
     [141529,341634,412754,531308],[162991,368348,437602,548462],[170258,377367,445887,554034],[190271,329855,465847,523264],[190787,400530,466811,567570],[193570,403367,469199,568906],[201447,412072,412820,573684],[209941,420808,484552,578168],[222822,365736,495376,546985],[223390,434311,496256,585223],[226295,436920,437668,586301],[234567,378677,445150,554298],[240369,383779,509009,557622],[240885,450628,509973,592689],[243668,453465,512361,594025],[257141,400877,522217,567673],[257696,466129,466877,599922],[259749,340629,568268,603849],[260567,404677,468462,569170],[266369,409779,528389,572494],[266885,473940,529353,603151],[268814,349948,475947,536313],[275282,418196,534280,576691],[275850,481261,535160,605970],[278755,483870,484618,607048],[295098,376232,547558,589881],[301996,443044,551434,589308],[302564,502723,552314,614437],[311065,450975,556575,592792],[311620,509291,510039,616634],[314491,454775,511624,594289],[331112,411036,568147,603728],[338021,474287,571447,603254],[338576,528671,529419,623310],[367004,444312,585710,614924]
   ]
cell #1846 :
  |C| = 55
  W-rep = phi[[4, 1, 1, 1],[]]+phi[[4],[1, 1, 1]]
  special rep = phi[[4],[1, 1, 1]] , dim = 35
  orbit = [8, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 1
  number of tau_infinity subcells = 35
     15 tau_infinity subcells with 1 member(s)
     20 tau_infinity subcells with 2 member(s)
  subcells = [
     [101562],[125229],[147760],[152250],[176912],[182100],[206350],[208579],[214333],[239799],[242232],[274117],[274738],[309915],[345889],
     [108856,169222],[127608,255157],[133750,200224],[155019,290683],[159400,231198],[161629,233427],[184541,326211],[185162,326832],[189701,265799],[192134,268232],[216426,359347],[217009,362294],[221657,300831],[222278,301452],[250764,394944],[251277,397614],[255991,336871],[286345,429195],[291469,372603],[322564,461458]
   ]
cell #1847 :
  |C| = 140
  W-rep = phi[[3, 2, 1, 1],[]]+phi[[3],[2, 1, 1]]
  special rep = phi[[3],[2, 1, 1]] , dim = 105
  orbit = [6, 4, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     70 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [126001],[152469],[153383],[153409],[177131],[181876],[182076],[182416],[204795],[208555],[208895],[213841],[214269],[214315],[216080],[229643],[238004],[239075],[242168],[242214],[247863],[248343],[248368],[249511],[264004],[270972],[272874],[273974],[274020],[277199],[277224],[282103],[283241],[283764],[284778],[297686],[299588],[306693],[308664],[309332],[309749],[309774],[313069],[317928],[320901],[333649],[335620],[342293],[342735],[345216],[345376],[345785],[352106],[354008],[357079],[369007],[369449],[377987],[380873],[380957],[387573],[389544],[403987],[412643],[415470],[421467],[421909],[437491],[454085],[484441],
     [133969,200443],[161605,233403],[161945,233743],[188977,265075],[192070,268168],[192116,268214],[218512,289959],[221514,300688],[221560,300734],[224739,303913],[224764,303938],[252769,326068],[252815,326114],[255408,336288],[255825,336705],[255850,336730],[259145,340025],[287873,361711],[288290,362128],[288315,362153],[290796,371930],[290956,372090],[291365,372499],[323903,396941],[324063,397101],[324472,397510],[326949,406873],[327033,406957],[359084,429181],[360099,431036],[360183,431120],[363010,440318],[394714,461636],[395602,463237],[429033,491730]
   ]
cell #1848 :
  |C| = 140
  W-rep = phi[[3, 2, 1, 1],[]]+phi[[3],[2, 1, 1]]
  special rep = phi[[3],[2, 1, 1]] , dim = 105
  orbit = [6, 4, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     70 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [153415],[182422],[183525],[208901],[214408],[214696],[215816],[242307],[242595],[247397],[248322],[248446],[272408],[274813],[277178],[277302],[282509],[283695],[283868],[299122],[307932],[309728],[310538],[313000],[313173],[318536],[319809],[334888],[342689],[343916],[345716],[345949],[346548],[349034],[353542],[354675],[369403],[370630],[378327],[379559],[381017],[381330],[381556],[388812],[393734],[404327],[405559],[412703],[413016],[415611],[416086],[421863],[423090],[427794],[428834],[437551],[437864],[445841],[448557],[454425],[455657],[460206],[469153],[476868],[484501],[484814],[490339],[498330],[512315],[537234],
     [161951,233749],[185237,326907],[192209,268307],[192497,268595],[217632,362917],[222353,301527],[224718,303892],[224842,304016],[251337,397674],[251936,398273],[255804,336684],[256614,337494],[259076,339956],[259249,340129],[286405,429255],[286944,431719],[288269,362107],[291296,372430],[291529,372663],[292128,373262],[294614,375748],[322705,461699],[323180,463853],[324403,397441],[327093,407017],[327406,407330],[327632,407556],[358981,491775],[360243,431180],[360556,431493],[363151,440459],[363626,440934],[395743,463378],[398459,471869],[429918,493205]
   ]
cell #1849 :
  |C| = 175
  W-rep = phi[[3, 1, 1, 1],[1]]+phi[[3, 1],[1, 1, 1]]
  special rep = phi[[3, 1],[1, 1, 1]] , dim = 105
  orbit = [6, 2, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [153419],[182426],[183545],[183555],[208905],[214412],[214716],[214726],[242311],[242615],[242625],[248483],[248529],[248626],[274817],[277339],[277385],[277482],[283875],[283900],[284015],[310575],[310621],[313180],[313205],[313320],[319991],[320127],[346555],[346580],[349216],[349352],[381563],[382132],[416119],
     [81218,251526],[102602,287111],[106382,291718],[127055,323297],[131176,327799],[131911,328561],[132054,257494],[145286,346138],[154318,359450],[158847,363743],[159642,364509],[159757,292961],[161955,233753],[166748,372852],[174338,381723],[175073,382485],[175216,311418],[183864,394636],[185241,326911],[187763,397863],[189000,398928],[189969,399661],[190105,329003],[192213,268311],[192517,268615],[192527,268625],[197650,407723],[198385,408485],[198528,338374],[205797,416203],[206592,416969],[206707,347381],[217669,362954],[217715,363000],[220299,431886],[222357,301531],[224879,304053],[224925,304099],[225022,304196],[230645,441051],[231440,441817],[231555,374095],[239098,449026],[240067,449759],[240203,382927],[251943,398280],[251968,398305],[254604,463970],[256651,337531],[256697,337577],[259256,340136],[259281,340161],[259396,340276],[265098,472338],[266067,473071],[266203,408927],[286951,431726],[287520,432295],[289982,493674],[292135,373269],[292160,373294],[294796,375930],[294932,376066],[322712,461706],[322998,519176],[323213,463886],[327639,407563],[328208,408132],[359014,491808],[363659,440967]
   ]
cell #1850 :
  |C| = 126
  W-rep = phi[[2],[3, 1, 1]]
  special rep = phi[[2],[3, 1, 1]] , dim = 126
  orbit = [5, 5, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [183500],[214100],[215931],[238263],[247909],[248171],[250422],[264263],[272920],[273182],[282984],[283216],[285037],[286028],[299634],[299896],[306739],[308407],[308639],[318187],[319038],[319305],[320947],[321209],[322006],[333695],[335363],[335595],[341199],[342710],[344418],[344685],[354054],[354316],[355022],[355187],[356822],[357054],[367913],[369424],[371132],[371399],[376938],[377827],[378396],[379906],[380071],[387619],[389287],[389519],[390397],[392337],[392604],[396769],[402938],[403827],[404396],[405906],[406071],[411544],[411743],[412559],[414356],[420373],[421884],[423592],[423859],[424692],[426634],[430837],[436392],[436591],[437407],[439204],[444812],[445700],[446867],[447341],[453036],[453925],[454494],[456004],[456169],[457240],[462871],[463070],[468124],[469012],[470179],[470653],[475983],[477787],[478255],[483342],[483541],[484357],[486154],[490686],[492786],[497445],[499249],[499717],[506033],[506232],[511286],[512174],[513341],[513815],[517946],[518918],[519976],[525413],[525612],[531690],[536349],[538153],[538621],[542389],[548844],[554334],[559771],[559970],[563785],[569206],[578550],[594325]
   ]
cell #1851 :
  |C| = 175
  W-rep = phi[[3, 1, 1, 1],[1]]+phi[[3, 1],[1, 1, 1]]
  special rep = phi[[3, 1],[1, 1, 1]] , dim = 105
  orbit = [6, 2, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [458979],[461065],[483039],[489107],[489266],[491152],[510968],[511127],[516293],[516606],[516719],[518571],[535766],[536079],[536192],[540889],[540907],[541283],[556285],[557883],[557901],[558277],[562398],[562440],[575581],[575599],[576915],[576957],[580865],[591850],[591892],[592991],[605193],[605307],[616059],
     [322609,519066],[323357,462105],[328957,401585],[359495,543694],[359591,492136],[363803,494937],[364849,435271],[382881,451683],[395133,519431],[398973,566576],[399069,521846],[399721,466760],[400034,467073],[408881,474995],[416263,533841],[417309,482221],[432963,545779],[433573,496210],[436089,504501],[441111,550995],[442157,503683],[449071,591695],[449167,556204],[449819,509922],[450132,510235],[464030,566304],[465498,522915],[467806,530348],[467965,530507],[472383,602157],[472479,571076],[473131,529302],[473444,529615],[479913,575485],[480523,535114],[492217,584305],[493719,611213],[493815,584224],[496862,552920],[497175,553233],[497288,553346],[501375,588102],[501985,552268],[508660,557273],[519221,620593],[519527,599240],[519545,599258],[520861,599144],[521927,571157],[523525,572755],[523543,572773],[523919,573149],[528040,572145],[543527,628168],[543849,611368],[543891,611410],[545875,588198],[545893,588216],[547209,589532],[547251,589574],[564881,633825],[565005,620901],[565119,621015],[566731,602312],[566773,602354],[567872,603453],[583207,628368],[584446,613660],[584560,613774],[599347,622735]
   ]
cell #1852 :
  |C| = 427
  W-rep = phi[[2, 2, 1, 1],[1]]+phi[[2, 1, 1, 1],[2]]+phi[[2, 2],[1, 1, 1]]+phi[[2, 1],[2, 1, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     91 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     49 tau_infinity subcells with 4 member(s)
  subcells = [
     [215995],[248855],[250123],[277711],[282773],[283748],[285726],[308196],[313053],[318589],[318862],[319816],[335152],[343969],[344242],[345769],[349041],[354682],[354736],[355974],[370683],[370956],[378380],[379566],[379620],[381337],[384594],[389076],[390235],[390251],[404380],[405566],[405620],[413023],[413077],[414194],[414210],[415618],[415904],[423143],[423416],[424589],[428058],[437871],[437925],[439042],[439058],[445848],[446134],[446150],[447238],[448590],[454478],[455664],[455718],[460259],[460532],[461329],[469160],[469446],[469462],[470550],[476901],[477170],[484821],[484875],[485992],[486008],[490346],[490400],[491478],[498363],[498632],[512322],[512608],[512624],[513712],[516667],[517784],[517800],[518632],[536140],[537267],[537536],[541198],[541344],[542286],[558192],[558338],[562700],[577217],
     [216025,491205],[225251,304425],[248885,516772],[250328,518578],[259129,340009],[273440,479416],[277741,536245],[284061,489160],[284323,541290],[291349,372483],[294621,375755],[306159,505433],[313366,511021],[313628,558284],[319870,562447],[320102,516613],[324456,397494],[327413,407337],[330670,410594],[333115,524813],[342316,531224],[342332,476971],[349095,576964],[349327,536086],[355990,540896],[356257,541182],[360563,431500],[363158,440466],[363444,440752],[369030,548378],[369046,498433],[378026,505511],[381391,591899],[384610,557890],[384877,558176],[387039,559171],[391534,562431],[395750,463385],[396036,463671],[398492,471902],[400095,467134],[401212,567486],[401228,523018],[404026,524891],[415920,575588],[419053,576948],[421490,578084],[421506,537337],[429951,493238],[433882,496519],[434970,546790],[448859,591883],[450193,510296],[451310,592605],[451326,557376],[454124,559249],[465800,523217],[473505,529676],[474622,603067],[474638,572248],[480832,535423],[481920,576496],[497236,553294],[502294,552577],[503382,589113],[508962,557575],[523834,573064],[523980,573210],[528342,572447],[547511,589834],
     [159803,293007,364902,435324],[190080,328978,400041,467080],[206753,347427,417362,482274],[220980,300154,432466,500878],[222380,365980,433432,546712],[222396,364349,433580,496217],[222663,364918,433866,496503],[225281,304455,497341,553399],[231601,374141,442210,503736],[240178,382902,450139,510242],[252235,325534,462271,520364],[255431,399362,464613,566686],[255447,398562,399076,521853],[256730,399577,465531,522948],[259442,340322,467859,530401],[259704,340584,523926,573156],[266178,408902,473451,529622],[274840,418440,480382,576418],[274856,416809,480530,535121],[275123,417378,480816,535407],[287896,359884,492320,543804],[287912,359598,430021,492143],[290995,432544,432996,545812],[294675,375809,547258,589581],[294907,376041,497182,553240],[301554,443288,501844,589035],[301570,441657,501992,552275],[301837,442226,502278,552561],[309355,449460,507775,591805],[309371,448660,449174,556211],[310654,449675,508693,557306],[324102,395166,462349,519464],[327467,407391,566780,602361],[330686,410610,523532,572762],[330953,410877,523818,573048],[336311,472772,527155,602267],[336327,471972,472486,571083],[337610,472987,528073,572178],[345415,479494,479946,575518],[360617,431554,543898,611417],[361734,494108,544604,611323],[361750,493308,493822,584231],[363460,440768,545882,588205],[366593,443901,547242,589565],[372129,500956,501408,588135],[396052,463687,519534,599247],[397140,520442,520894,599177],[398761,472171,566764,602345],[430220,493507,543882,611401]
   ]
cell #1853 :
  |C| = 55
  W-rep = phi[[4, 1, 1, 1],[]]+phi[[4],[1, 1, 1]]
  special rep = phi[[4],[1, 1, 1]] , dim = 35
  orbit = [8, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 1
  number of tau_infinity subcells = 35
     15 tau_infinity subcells with 1 member(s)
     20 tau_infinity subcells with 2 member(s)
  subcells = [
     [80220],[100943],[121122],[125047],[147578],[152187],[174820],[176849],[182077],[206287],[208556],[239162],[239776],[274094],[309844],
     [86764,140502],[103084,220781],[108674,169040],[127545,255094],[131658,198132],[133687,200161],[154382,290046],[154996,290660],[159337,231135],[161606,233404],[183928,323062],[184518,326188],[189064,265162],[189678,265776],[216403,359324],[216938,362223],[221634,300808],[250693,394873],[255920,336800],[286231,428951]
   ]
cell #1854 :
  |C| = 55
  W-rep = phi[[4, 1, 1, 1],[]]+phi[[4],[1, 1, 1]]
  special rep = phi[[4],[1, 1, 1]] , dim = 35
  orbit = [8, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 1
  number of tau_infinity subcells = 35
     15 tau_infinity subcells with 1 member(s)
     20 tau_infinity subcells with 2 member(s)
  subcells = [
     [61988],[79740],[97444],[100744],[120923],[124919],[145033],[147450],[152092],[174033],[176754],[204892],[205506],[238352],[273243],
     [67738,114598],[86565,140303],[106129,166495],[108546,168912],[128332,187510],[130871,197345],[133592,200066],[155777,219994],[157942,229740],[158556,230354],[185328,253699],[185942,254313],[188254,264352],[216513,286681],[217789,289236],[220783,299957],[250844,322952],[252038,325337],[286420,359173],[322567,394575]
   ]
cell #1855 :
  |C| = 140
  W-rep = phi[[3, 2, 1, 1],[]]+phi[[3],[2, 1, 1]]
  special rep = phi[[3],[2, 1, 1]] , dim = 105
  orbit = [6, 4, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     70 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [101555],[125222],[125937],[125991],[147753],[151439],[152091],[152459],[172775],[176753],[177121],[180991],[181933],[181979],[196087],[203910],[205505],[208412],[208458],[213078],[214129],[214154],[228758],[236039],[237241],[238932],[238978],[242028],[242053],[246185],[247089],[248232],[250477],[262039],[263241],[270829],[272100],[273504],[273834],[273859],[277088],[281218],[285663],[297543],[298814],[306223],[306578],[309132],[309309],[309638],[315963],[317165],[321664],[333179],[333534],[342270],[345200],[345305],[351963],[353234],[357853],[368984],[377916],[380843],[387103],[387458],[393426],[403916],[421444],[454014],
     [108849,169215],[133591,200065],[133959,200433],[158555,230353],[161462,233260],[161508,233306],[185941,254312],[188834,264932],[188880,264978],[191930,268028],[191955,268053],[218369,289816],[218415,289862],[221044,300218],[221374,300548],[221399,300573],[224628,303802],[252299,325598],[252629,325928],[252654,325953],[255208,336088],[255385,336265],[255714,336594],[287673,361511],[287850,361688],[288179,362017],[290780,371914],[290885,372019],[322775,394847],[323887,396925],[323992,397030],[326919,406843],[359068,429165],[360069,431006],[394684,461606]
   ]
cell #1856 :
  |C| = 175
  W-rep = phi[[3],[2, 1, 1]]+phi[[1],[4, 1, 1]]
  special rep = phi[[3],[2, 1, 1]] , dim = 105
  orbit = [6, 4, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [165756],[196195],[196620],[226001],[229094],[229133],[253520],[260404],[260443],[263616],[263651],[289024],[289063],[295687],[295912],[295947],[299233],[324912],[325137],[325172],[331474],[331724],[331949],[360779],[361029],[361254],[367387],[367554],[394774],[396243],[396410],[402491],[429103],[430390],[461561],
     [80205,183451],[100603,213431],[101529,153442],[118052,237594],[124659,247255],[124808,182901],[125956,183574],[126031,322445],[137432,263594],[144145,272266],[144294,212706],[151547,214834],[151735,282578],[151972,215259],[152887,358206],[165607,298980],[171494,307444],[172883,246293],[173071,308001],[173308,246718],[180594,317518],[181327,248962],[181366,249001],[181563,318646],[182752,393592],[194806,334400],[196383,334957],[201153,278461],[202727,343444],[204246,281554],[204285,281593],[204482,344026],[212557,353400],[213453,284390],[213488,284425],[215022,427863],[227575,370158],[229330,370740],[234404,314328],[234443,314367],[235426,378836],[236040,379096],[237616,317540],[237651,317575],[244904,388324],[246481,388881],[247508,320546],[249198,460316],[261426,404836],[262040,405096],[268973,350107],[269198,350332],[269233,350367],[270249,413489],[272519,353653],[280035,422618],[281790,423200],[296963,438337],[304518,385398],[304768,385648],[304993,385873],[305962,446508],[315350,454934],[315964,455194],[332918,469820],[340673,419847],[340840,420014],[351383,485287],[376491,452589],[386842,512982]
   ]
cell #1857 :
  |C| = 175
  W-rep = phi[[3, 1, 1, 1],[1]]+phi[[3, 1],[1, 1, 1]]
  special rep = phi[[3, 1],[1, 1, 1]] , dim = 105
  orbit = [6, 2, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [101564],[125231],[125996],[147762],[152315],[152464],[153402],[176977],[177126],[181984],[182172],[182409],[208463],[208651],[208888],[214177],[214216],[214413],[238983],[242076],[242115],[242312],[248238],[248273],[273882],[273921],[277094],[277129],[283660],[309644],[309679],[312965],[345206],[345681],[380865],
     [66551,160124],[85272,190459],[96257,207074],[106861,222444],[107097,223058],[108858,169224],[113411,231922],[119630,240557],[130540,255495],[131701,256771],[133815,200289],[133964,200438],[139010,266557],[145765,274904],[146001,275518],[155446,287960],[158202,291036],[159402,292230],[161513,233311],[161701,233499],[161938,233736],[167227,301618],[167463,302232],[173702,309419],[174863,310695],[185588,324143],[188479,327108],[188885,264983],[191978,268076],[192017,268115],[192214,268312],[197014,336375],[198175,337651],[205152,345456],[206352,346650],[218014,360258],[218420,289867],[219663,361798],[220805,363013],[221422,300596],[221461,300635],[224634,303808],[224669,303843],[230000,372170],[231200,373364],[238577,381032],[252060,395605],[252677,325976],[252716,326015],[253959,397181],[255720,336600],[255755,336635],[259041,339921],[264577,407032],[273265,415473],[286442,429036],[288185,362023],[288220,362058],[289461,431195],[290786,371920],[291261,372395],[299979,440321],[323893,396931],[324368,397406],[325359,463240],[326941,406865],[359074,429171],[359195,491733],[360091,431028],[394706,461628]
   ]
cell #1858 :
  |C| = 175
  W-rep = phi[[3, 1, 1, 1],[1]]+phi[[3, 1],[1, 1, 1]]
  special rep = phi[[3, 1],[1, 1, 1]] , dim = 105
  orbit = [6, 2, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [286015],[320537],[322280],[349762],[356651],[356696],[358561],[385271],[385316],[391798],[392155],[392243],[419317],[419674],[419762],[426085],[426086],[426440],[449637],[452060],[452061],[452415],[458495],[458560],[480366],[480367],[482555],[482620],[488696],[508486],[508551],[510557],[533543],[533856],[555966],
     [217199,359948],[223057,294504],[251503,395476],[256181,399426],[257351,330504],[275517,348924],[287040,429658],[291695,433306],[292491,366044],[292846,366399],[295342,376476],[302231,375638],[310105,449524],[311275,384428],[323183,461801],[327728,465238],[328538,401166],[331347,411271],[331392,411316],[337061,472836],[338231,410428],[346115,480256],[346911,418504],[347266,418859],[358984,491648],[360061,494285],[362484,494172],[363629,494633],[364438,434860],[366857,444165],[367214,444522],[367302,444610],[372829,501718],[373625,443352],[373980,443707],[381652,508400],[382462,451264],[395586,521314],[395587,521315],[397840,521204],[399539,472949],[401962,475372],[401963,475373],[402317,475727],[407652,527780],[408462,474576],[416089,533537],[416898,481810],[429744,545315],[429809,545380],[431815,545229],[433416,501828],[433417,501829],[435605,504017],[435670,504082],[440937,550691],[441746,503272],[461807,566006],[462120,566319],[463856,566000],[465324,527866],[465389,527931],[467395,529937],[491654,583168],[491778,583162],[491898,583986],[494639,550697],[494952,551010],[519079,598372],[521608,570838]
   ]
cell #1859 :
  |C| = 126
  W-rep = phi[[2],[3, 1, 1]]
  special rep = phi[[2],[3, 1, 1]] , dim = 126
  orbit = [5, 5, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [153328],[181250],[183406],[204169],[213124],[213386],[229017],[237287],[237549],[246832],[247064],[263287],[263549],[270875],[271843],[272075],[281477],[282152],[282419],[286122],[297589],[298557],[298789],[304976],[306553],[307575],[307842],[317211],[317473],[318235],[321923],[322400],[331932],[333509],[334531],[334798],[341053],[342093],[342599],[343615],[352009],[352977],[353209],[357899],[358161],[358292],[361237],[367767],[368807],[369313],[370329],[376699],[376835],[377811],[385856],[387433],[388455],[388722],[390588],[393169],[393401],[396623],[402699],[402835],[403811],[411528],[412529],[413697],[414547],[420227],[421267],[421773],[422789],[424838],[427437],[427704],[430598],[430734],[436376],[437377],[438545],[439395],[444782],[446721],[447487],[452797],[452933],[453909],[457343],[459905],[462855],[468094],[470033],[470799],[477548],[477684],[478358],[483326],[484327],[485495],[486345],[487615],[492756],[499010],[499146],[499820],[506017],[506746],[511256],[513195],[513961],[518137],[525397],[526126],[531660],[537914],[538050],[538724],[542535],[543385],[548814],[559755],[560484],[563888],[578520],[582180]
   ]
cell #1860 :
  |C| = 126
  W-rep = phi[[2],[3, 1, 1]]
  special rep = phi[[2],[3, 1, 1]] , dim = 126
  orbit = [5, 5, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [215901],[247482],[250170],[272493],[282617],[282820],[299207],[308040],[308243],[318282],[318611],[334996],[335199],[343483],[343662],[343991],[353627],[354413],[354753],[358751],[370197],[370376],[370705],[376882],[379061],[379297],[379637],[388920],[389123],[389988],[393819],[394350],[402882],[405061],[405297],[405637],[411669],[413239],[413714],[413947],[422657],[422836],[423165],[427902],[428105],[428246],[430781],[436517],[438087],[438562],[438795],[444872],[444921],[446341],[452980],[455159],[455395],[455735],[457466],[459952],[460281],[462996],[468184],[468233],[469653],[476053],[477340],[477731],[478481],[483467],[485037],[485512],[485745],[487662],[490077],[490417],[492846],[492895],[497515],[498802],[499193],[499943],[504723],[506158],[506793],[511346],[511395],[512815],[515259],[517537],[520046],[524103],[525538],[526173],[531750],[531799],[532337],[536419],[537706],[538097],[538847],[539969],[544282],[548904],[548953],[549491],[554404],[554909],[558461],[559896],[560531],[564011],[569276],[569781],[573988],[578610],[578659],[579197],[582227],[582977],[586605],[594395],[594900],[597492],[607352],[609969]
   ]
cell #1861 :
  |C| = 455
  W-rep = phi[[2, 1, 1, 1],[2]]+phi[[1, 1, 1, 1],[3]]+phi[[2, 1],[2, 1, 1]]+phi[[1, 1],[3, 1, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     35 tau_infinity subcells with 1 member(s)
     140 tau_infinity subcells with 2 member(s)
     35 tau_infinity subcells with 4 member(s)
  subcells = [
     [299162],[334573],[358599],[367809],[370335],[392281],[394161],[396665],[402841],[405283],[419800],[426502],[426516],[430740],[436382],[436503],[452477],[452491],[458392],[458895],[462861],[462982],[468116],[482452],[482955],[488597],[489072],[492778],[507995],[510458],[510933],[516141],[533432],[535614],[555868],
     [153333,428224],[181255,457444],[183439,393911],[204174,478459],[213129,487488],[213419,424921],[215856,358706],[229022,499921],[237292,506619],[237582,447570],[247112,515124],[247151,457385],[247437,393774],[263292,525999],[263582,470882],[270880,531444],[272123,532202],[272162,478400],[272448,353582],[281482,538825],[282194,427479],[282425,487621],[282460,539852],[286127,582955],[292908,366461],[297594,548598],[298837,549356],[298876,499862],[306601,554147],[306640,446763],[307617,388497],[307848,506752],[307883,554792],[317216,560357],[317506,514044],[318241,459911],[318501,515245],[321928,563989],[322310,597953],[322433,564737],[328873,401501],[333557,569019],[333596,470075],[334804,526132],[334839,569664],[341095,420269],[342605,477690],[342640,573790],[343621,422795],[343881,532323],[347328,418921],[352014,578304],[353257,579062],[353296,538766],[354399,490063],[356726,609289],[357904,582053],[358194,542618],[364339,434761],[364814,435236],[365805,496072],[367340,444648],[367576,497448],[369319,499152],[369354,586407],[370595,549477],[374042,443769],[376841,452939],[377817,506023],[378292,506144],[379283,455381],[382797,451599],[385346,617155],[387481,594138],[387520,513237],[388728,560490],[388763,594783],[392206,596599],[393449,597357],[393488,563930],[396432,519979],[398552,464751],[398673,521443],[399569,466608],[402379,475789],[402393,475803],[403817,525403],[404292,525524],[408797,474911],[411534,483332],[411655,483453],[412551,531682],[416799,481711],[417274,482186],[418265,534976],[419725,606490],[421779,538056],[421814,607154],[423055,579183],[426463,609207],[427710,582186],[427745,609852],[430011,492458],[430132,544017],[432536,494460],[435502,503914],[436005,504417],[437399,548836],[441647,503173],[442122,503648],[443113,552130],[444804,511278],[448650,507913],[448771,555801],[449667,509770],[452438,617073],[453915,559761],[454390,559882],[458930,619259],[460171,597478],[462341,519721],[464833,527375],[467296,529838],[467771,530313],[471962,527293],[472083,570673],[472979,529150],[479486,533364],[482990,625346],[484349,578542],[492540,544824],[493298,544742],[493419,583821],[494528,550586],[496710,552768],[500948,550518],[519789,565895],[520434,565827],[521510,570740],[544084,583888],
     [202396,342380,476961,531362],[227244,369094,498423,548516],[235686,378067,505503,554079],[257402,330555,522250,567706],[258645,401276,523008,567624],[261686,404067,524883,568951],[270474,412718,477082,573723],[279704,421554,537327,578222],[292869,366422,546137,585336],[294151,435011,546782,585268],[297188,437566,498544,586340],[305984,445703,446530,554337],[311326,384479,556608,592825],[312569,451374,557366,592743],[315610,454165,559241,594070],[328908,401536,566966,600028],[330149,466775,523129,599961],[331422,411346,600443,623831],[332940,469015,469842,569209],[338282,410479,571480,603287],[339525,474686,572238,603205],[340862,420036,475986,536352],[347289,418882,575843,606083],[348571,481961,576488,606015],[351608,484516,537448,607087],[367265,444573,585743,614957],[374003,443730,588460,614550],[375285,503423,589105,614482],[382832,451634,592085,616740],[384073,509937,557487,616673],[386864,512177,513004,594328],[402340,475750,600361,623749],[408832,474946,602547,623416],[410073,529317,572359,623349],[436040,504452,612243,630463]
   ]
cell #1862 :
  |C| = 126
  W-rep = phi[[3, 1, 1],[1, 1]]
  special rep = phi[[3, 1, 1],[1, 1]] , dim = 126
  orbit = [6, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [217186],[222957],[251492],[256168],[257246],[275417],[286289],[287044],[291684],[292478],[292740],[302131],[310092],[311170],[323241],[327732],[328527],[331247],[337048],[338126],[346104],[346898],[347160],[356551],[362471],[363687],[364442],[366557],[367109],[372818],[373612],[373874],[381656],[382451],[385171],[392050],[395573],[397829],[401641],[401949],[402211],[407656],[408451],[411171],[416147],[416902],[419017],[419569],[426072],[426334],[429739],[429798],[431819],[433403],[434941],[435370],[435659],[440995],[441750],[443865],[444417],[451739],[452047],[452309],[458549],[462108],[462124],[463914],[465319],[465378],[466763],[467399],[475051],[475359],[475621],[480353],[481891],[482320],[482609],[488700],[491836],[491902],[492092],[494940],[494956],[496166],[501815],[503353],[503782],[504071],[508481],[508540],[509925],[510561],[519083],[519274],[521301],[521612],[521802],[527861],[527920],[529305],[529941],[533844],[533860],[535070],[543531],[545310],[545369],[545622],[550998],[551014],[552224],[555970],[556160],[566307],[566323],[570842],[571032],[575328],[583990],[584180],[587945],[598376],[598987],[610756]
   ]
cell #1863 :
  |C| = 315
  W-rep = phi[[2, 2, 1],[1, 1]]+phi[[2, 1, 1],[2, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [377342],[380901],[403342],[412105],[412587],[433827],[434286],[436953],[437435],[445292],[453440],[465736],[466162],[468604],[480777],[481236],[483903],[484385],[488122],[495298],[495661],[502239],[502698],[507253],[508898],[509324],[511766],[515695],[516177],[523779],[526633],[528278],[528704],[531507],[532773],[534202],[534565],[535650],[540340],[541143],[541602],[547107],[547447],[548661],[549927],[551356],[551719],[554103],[554204],[555280],[555904],[558137],[560991],[562636],[563062],[567769],[568069],[568975],[569076],[570152],[573009],[573753],[573826],[575137],[576813],[577153],[578367],[579633],[581062],[581425],[585292],[585393],[586370],[586443],[589430],[589770],[590308],[590363],[591532],[592888],[593188],[594094],[594195],[595271],[599991],[600770],[600825],[603350],[603650],[604082],[606039],[606140],[607117],[607190],[611925],[612549],[614506],[614607],[616703],[617482],[617537],[623379],[625028],[625652],[630145],
     [257292,465753],[292726,495280],[311216,508915],[323418,461862],[326977,406901],[328433,522009],[328771,522136],[338172,528295],[347146,534184],[359645,491938],[360127,431064],[363864,494694],[364396,545942],[367155,547464],[373860,551338],[382357,556367],[382695,556494],[392096,562653],[395194,461989],[399123,521648],[399605,466644],[401687,567786],[402197,568051],[408357,571239],[408695,571366],[416324,533598],[416856,575648],[419615,577170],[426320,581044],[433024,494821],[435356,585375],[435565,585502],[435903,585629],[441172,550752],[441704,588265],[444463,589787],[449221,556006],[449703,509806],[451785,592905],[452295,593170],[458455,596358],[458793,596485],[464091,566061],[464896,599447],[466632,599888],[467159,600064],[467353,600166],[472533,570878],[473015,529186],[475097,603367],[475607,603632],[479974,533725],[482306,606122],[482515,606249],[482853,606376],[488654,609012],[492603,583307],[493869,584026],[494484,611529],[494585,611542],[496102,611870],[496746,552804],[501436,550879],[503768,614589],[503977,614716],[504315,614843],[508058,616159],[509794,616600],[510321,616776],[510515,616878],[519745,598455],[519846,598468],[520922,566188],[521473,621124],[521546,570776],[522832,621364],[527438,622835],[529174,623276],[529701,623452],[529895,623554],[533388,624632],[533489,624645],[535006,624973],[544047,610810],[544120,583924],[544887,628468],[545431,587754],[545486,628517],[550542,629749],[550643,629762],[552160,630090],[555831,631099],[557190,631339],[565189,598796],[565244,620611],[565851,634001],[565952,634014],[566413,601994],[570703,634901],[572062,635141],[575192,635867],[583335,611050],[583851,638005],[587809,638596],[598851,640778]
   ]
cell #1864 :
  |C| = 126
  W-rep = phi[[3, 1, 1],[1, 1]]
  special rep = phi[[3, 1, 1],[1, 1]] , dim = 126
  orbit = [6, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [154580],[159980],[184709],[189262],[190318],[206930],[217115],[221825],[222642],[222903],[231778],[239360],[240416],[251290],[256097],[256962],[259619],[265360],[266416],[274285],[275102],[275363],[284238],[286358],[290244],[291482],[292407],[294584],[295145],[300999],[301816],[302077],[310021],[310886],[313543],[320340],[323831],[326379],[330602],[330932],[331193],[336977],[337842],[340499],[345902],[346827],[349004],[349565],[356236],[356497],[359959],[360029],[362400],[364277],[366055],[366503],[366825],[372616],[373541],[375718],[376279],[384526],[384856],[385117],[391766],[395488],[395502],[397627],[399437],[399507],[401178],[401878],[410526],[410856],[411117],[416737],[418515],[418963],[419285],[426001],[429208],[429370],[429659],[433318],[433332],[434861],[441585],[443363],[443811],[444133],[449535],[449605],[451276],[451976],[461507],[461802],[464504],[464950],[465239],[472847],[472917],[474588],[475288],[480268],[480282],[481811],[491649],[494183],[494253],[494634],[501730],[501744],[503273],[508112],[508401],[521216],[521230],[527492],[527781],[533538],[544941],[545230],[550692],[564951],[566001],[583163]
   ]
cell #1865 :
  |C| = 315
  W-rep = phi[[2, 2, 1],[1, 1]]+phi[[2, 1, 1],[2, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [378052],[380970],[404052],[412656],[412758],[424615],[434996],[437504],[437606],[445875],[447264],[454150],[457170],[458347],[465826],[466815],[469187],[470576],[477196],[478185],[481946],[482407],[484454],[484556],[487443],[495324],[495380],[496244],[498658],[499647],[503408],[505654],[505710],[506574],[507950],[508988],[509977],[512349],[513738],[523243],[525034],[525090],[525954],[528368],[529357],[531366],[531399],[533243],[534228],[534284],[535148],[537562],[538551],[542312],[546933],[546989],[547537],[548520],[548553],[551382],[551438],[552302],[553958],[554058],[555717],[557601],[559392],[559448],[560312],[562726],[563715],[567628],[568095],[568151],[568830],[568930],[572473],[573639],[576639],[576695],[577243],[578226],[578259],[581088],[581144],[582008],[585247],[585419],[586256],[589256],[589312],[589860],[592747],[593214],[593270],[593949],[594049],[603209],[603676],[603732],[605994],[606166],[607003],[614461],[614633],
     [190353,522172],[222876,546048],[240451,556530],[256756,566815],[257205,522205],[266451,571402],[275336,575754],[291021,545653],[292270,545948],[295180,585665],[302050,588371],[310680,591934],[311129,556563],[320375,596521],[324128,519305],[327046,406970],[327148,521654],[328325,466713],[330637,600100],[331166,600272],[337636,602396],[338085,571435],[345441,575359],[346690,575654],[349600,606412],[356470,609118],[360196,431133],[360298,491944],[363185,494890],[366476,612012],[366619,612092],[367068,585698],[372155,587976],[373404,588271],[376314,614879],[381072,556012],[382249,509875],[384561,616812],[385090,616984],[391560,619108],[392009,596554],[395777,462058],[397166,599018],[398787,621136],[400999,621370],[401600,567661],[401741,600172],[407072,570884],[408249,529255],[410561,623488],[411090,623660],[415645,533794],[418936,625115],[419079,625195],[419528,606445],[425864,609018],[430246,610822],[431235,584032],[432687,628523],[432743,611548],[434765,585147],[435457,503869],[440493,550948],[443784,630232],[443927,630312],[444376,614912],[448885,631111],[451097,631345],[451698,592780],[451839,616884],[462492,620617],[462548,598474],[463412,566257],[464755,599417],[464788,527330],[466587,599877],[472197,634913],[474409,635147],[475010,603242],[475151,623560],[479637,635873],[479693,624651],[481715,605894],[492462,583277],[492495,544779],[493533,638017],[494339,550397],[494439,611518],[501099,638602],[501155,629768],[503177,614361],[507917,616129],[509749,616589],[519600,565706],[519700,598444],[520585,640784],[520641,634020],[521359,570589],[527297,622805],[529129,623265],[533343,624621],[543933,583737],[544746,628438],[550497,629738],[565806,633990]
   ]
cell #1866 :
  |C| = 126
  W-rep = phi[[3, 1, 1],[1, 1]]
  special rep = phi[[3, 1, 1],[1, 1]] , dim = 126
  orbit = [6, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [66549],[85283],[96255],[102728],[106964],[107109],[113409],[119641],[127203],[131302],[131808],[133813],[139021],[145868],[146013],[152313],[154602],[158995],[159507],[160122],[161712],[167330],[167475],[174464],[174970],[176975],[182183],[184478],[189284],[190470],[192081],[192226],[197776],[198282],[200287],[205945],[206457],[207072],[208662],[214280],[214425],[216363],[220425],[221525],[221594],[222455],[223070],[224776],[230793],[231305],[231920],[233510],[239382],[240568],[242179],[242324],[248380],[252780],[254752],[255506],[255862],[256783],[259146],[265382],[266568],[268179],[268324],[273985],[274054],[274915],[275530],[277236],[283765],[287971],[288327],[290266],[291048],[291366],[292231],[300699],[300768],[301629],[302244],[303950],[309430],[309786],[310707],[313070],[324155],[324473],[326079],[326148],[326950],[327109],[336386],[336742],[337663],[340026],[345468],[345786],[346651],[359284],[360100],[360259],[361809],[362165],[363014],[372182],[372500],[373365],[380874],[381033],[394715],[395606],[397193],[397511],[406874],[407033],[415474],[429037],[431037],[431196],[440322],[461637],[463241],[491734]
   ]
cell #1867 :
  |C| = 175
  W-rep = phi[[3, 1, 1, 1],[1]]+phi[[3, 1],[1, 1, 1]]
  special rep = phi[[3, 1],[1, 1, 1]] , dim = 105
  orbit = [6, 2, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [126008],[152476],[153414],[177138],[182235],[182421],[183538],[208714],[208900],[214320],[214436],[214709],[242219],[242335],[242608],[248391],[248430],[248547],[274025],[277247],[277286],[277403],[283770],[283805],[309797],[309836],[313075],[313110],[319887],[345791],[345826],[349112],[380879],[381408],[415495],
     [85335,190522],[107120,223081],[119693,240620],[127214,324166],[131819,256794],[131975,257415],[133976,200450],[139073,266620],[146024,275541],[154642,360329],[159006,291059],[159547,292301],[161764,233562],[161950,233748],[167486,302255],[174981,310718],[175137,311339],[184743,395764],[189324,327179],[189865,328312],[192121,268219],[192237,268335],[192510,268608],[198293,337674],[198449,338295],[205956,345479],[206497,346721],[216960,429837],[221565,300739],[221859,363172],[224787,303961],[224826,304000],[224943,304117],[230804,372193],[231345,373435],[239422,381103],[239963,382236],[250715,461522],[252820,326119],[254763,397204],[255873,336753],[255912,336792],[255942,398378],[259151,340031],[259186,340066],[265422,407103],[265963,408236],[274319,415632],[288338,362176],[288377,362215],[290306,431266],[291371,372505],[291406,372540],[294692,375826],[301033,440480],[309866,448476],[324478,397516],[324513,397551],[326413,463399],[326955,406879],[327484,407408],[336822,471788],[360105,431042],[360634,431571],[362245,493124],[363035,440343],[394720,461642],[394895,519140],[395627,463262],[429058,491755]
   ]
cell #1868 :
  |C| = 315
  W-rep = phi[[2, 2, 1],[1, 1]]+phi[[2, 1, 1],[2, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [270520],[273441],[297234],[306160],[306271],[318547],[330195],[333116],[333227],[342317],[343927],[351654],[354686],[355975],[364860],[366092],[369031],[370641],[378338],[379570],[384119],[384595],[387040],[387151],[390236],[399804],[400045],[401213],[404338],[405570],[410119],[412786],[413027],[414195],[415905],[417320],[418552],[421491],[423101],[435282],[437634],[437875],[439043],[442168],[443400],[445915],[446135],[448591],[449902],[450143],[451311],[454436],[455668],[460217],[466843],[467084],[467817],[469227],[469447],[473214],[473455],[474623],[476902],[476926],[479420],[482232],[484584],[484825],[485993],[489118],[490350],[496284],[496945],[497186],[498364],[498388],[503694],[505437],[510005],[510246],[510979],[512389],[512609],[516376],[516617],[517785],[522335],[522973],[524817],[529385],[529626],[530359],[535188],[535849],[536090],[537268],[537292],[552342],[553003],[553244],[556693],[557331],[559175],[571565],[572203],
     [107172,433647],[131972,465556],[146076,480597],[159448,495107],[159713,433867],[167538,502059],[175134,508718],[188525,465005],[189798,465532],[192289,523599],[198446,528098],[206398,534011],[206663,480817],[214488,540963],[218060,429425],[220981,300155],[221092,432997],[222381,365981],[223133,546214],[224940,547267],[231246,551165],[231511,502279],[238623,508167],[239896,508694],[242387,557957],[248544,562456],[252236,325535],[252347,395167],[255432,399363],[257412,566999],[259087,567878],[259352,523819],[264623,527547],[265896,528074],[268387,572829],[273552,479947],[274841,418441],[275593,575920],[277400,576973],[283706,580871],[283971,541183],[287897,359885],[289507,544996],[291307,584566],[292298,584617],[292917,496504],[294625,547243],[300266,501409],[301555,443289],[302307,588537],[304114,589590],[309356,449461],[311336,592118],[313011,592997],[313276,558177],[319820,562432],[324414,565125],[325646,520895],[327176,599362],[327417,566765],[328365,522949],[330671,410595],[336312,472773],[338292,602580],[339967,603459],[340232,573049],[345727,605313],[346718,605364],[347337,535408],[349045,576949],[360326,583222],[360567,543883],[361735,494109],[363225,545813],[363445,440753],[364304,546716],[372441,613780],[373432,613831],[374051,552562],[375759,589566],[381100,616074],[381341,591884],[382289,557307],[395817,519465],[396037,463672],[397452,621021],[398493,471903],[398517,566690],[407100,622750],[407341,602346],[408289,572179],[415685,575519],[416764,576422],[429952,493239],[429976,543808],[431263,628383],[431504,611402],[432470,500882],[440533,588136],[441612,589039],[448615,591809],[462275,520368],[463452,599178],[471927,602271],[493263,611327]
   ]
cell #1869 :
  |C| = 315
  W-rep = phi[[2, 2, 1],[1, 1]]+phi[[2, 1, 1],[2, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [269714],[273345],[296428],[305482],[306064],[328852],[329389],[332438],[333020],[341562],[350848],[364754],[365303],[368276],[382776],[383313],[386362],[386944],[391040],[399942],[400458],[408776],[409313],[414999],[417214],[417763],[420736],[425344],[425926],[435984],[439847],[442062],[442611],[446253],[447993],[450040],[450556],[451901],[457852],[458874],[459411],[467240],[467711],[469565],[471305],[473352],[473868],[476982],[477266],[478867],[479755],[482934],[486797],[489012],[489561],[496622],[497083],[498444],[498728],[500329],[504396],[505520],[505772],[507764],[510402],[510873],[512727],[514467],[516514],[517030],[523029],[523313],[524900],[525152],[529782],[530253],[531213],[531222],[533228],[535526],[535987],[537348],[537632],[539233],[546799],[548367],[548376],[552680],[553141],[553943],[557387],[557671],[559258],[559510],[567484],[568815],[572259],[572543],[576505],[578073],[578082],[589122],[592603],[593934],[603065],
     [159798,364796],[190091,399939],[206748,417256],[217254,359588],[220885,300059],[222499,433570],[222672,433771],[231596,442104],[240189,450037],[251558,395158],[252140,325439],[256236,399066],[256826,465523],[259437,467753],[266189,473349],[274959,480520],[275132,480721],[284056,489054],[287142,359789],[291750,432988],[292332,365885],[293002,496664],[294918,497080],[301673,501982],[301846,502183],[310160,449164],[310750,508685],[313361,510915],[320113,516511],[327830,399267],[328989,523310],[330789,523522],[330962,523723],[337116,472476],[337706,528065],[340317,530295],[346170,479938],[346752,418345],[347422,535568],[349338,535984],[356093,540886],[356266,541087],[362539,493812],[363563,545872],[364360,546751],[364927,547051],[366689,547234],[372884,501400],[373466,443193],[374136,552722],[376052,553138],[381754,449365],[382913,557668],[384713,557880],[384886,558081],[391630,562423],[396155,519524],[397895,520886],[398573,566725],[398857,566756],[399586,567475],[401803,475213],[407754,472677],[408913,572540],[410713,572752],[410886,572953],[416023,575578],[416820,576457],[417387,576757],[419149,576940],[430032,543843],[430316,543874],[431917,494013],[432553,584551],[432805,501217],[433430,585132],[440871,588195],[441668,589074],[442235,589374],[443997,589557],[448671,591844],[448955,591875],[449684,592594],[462358,565110],[462610,520703],[463790,599237],[464602,527144],[464611,599402],[471983,602306],[472267,602337],[472996,603056],[479503,605298],[480380,605879],[492309,544593],[492318,583262],[493319,611362],[493603,611393],[494324,550382],[500965,613765],[501842,614346],[507773,616114],[519585,565691],[520451,621006],[527153,622790],[544602,628423]
   ]
cell #1870 :
  |C| = 427
  W-rep = phi[[2, 2, 1, 1],[1]]+phi[[2, 1, 1, 1],[2]]+phi[[2, 2],[1, 1, 1]]+phi[[2, 1],[2, 1, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     91 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     49 tau_infinity subcells with 4 member(s)
  subcells = [
     [250124],[250327],[282774],[284322],[285725],[308197],[313627],[318590],[318861],[319869],[335153],[343970],[344241],[349094],[354693],[354735],[355980],[370684],[370955],[378381],[379577],[379619],[381390],[384600],[389077],[390241],[390244],[391526],[404381],[405577],[405619],[413034],[413076],[414200],[414203],[415910],[419045],[423144],[423415],[424581],[428059],[437882],[437924],[439048],[439051],[446140],[446143],[447230],[448596],[448851],[454479],[455675],[455717],[460260],[460531],[461330],[469452],[469455],[470542],[476907],[477162],[479441],[484832],[484874],[485998],[486001],[489161],[490357],[490399],[491206],[491477],[498369],[498624],[505458],[511022],[512614],[512617],[513704],[516624],[516773],[517790],[517793],[524838],[536097],[536246],[537273],[537528],[541191],[542278],[558185],[559196],
     [183551,518631],[214722,541343],[215996,543038],[242621,558337],[248622,516666],[248856,562793],[259703,340583],[277478,536139],[277712,577310],[283749,580906],[283978,541188],[294674,375808],[306278,445922],[309260,507739],[313054,593032],[313283,558182],[319827,562437],[320095,562692],[327466,407390],[330676,410600],[333234,469234],[342221,531188],[342325,476964],[345770,605348],[349052,576954],[349320,577209],[355983,580892],[360616,431553],[363450,440758],[364903,435325],[366099,496291],[366585,443893],[368935,548342],[369039,498426],[378018,505478],[381348,591889],[384603,593018],[387158,512396],[396042,463677],[398498,471908],[398753,472163],[400052,467091],[401221,523011],[404018,524858],[415913,605334],[417363,482275],[418559,535195],[421395,578048],[421499,537330],[429957,493244],[430212,493499],[432491,500903],[433875,496512],[434962,546757],[442211,503737],[443407,552349],[450150,510253],[451319,557369],[454116,559216],[462296,520389],[467860,530402],[473462,529633],[474631,572241],[480825,535416],[481912,576463],[497193,553251],[497342,553400],[502287,552570],[503374,589080],[523827,573057],
     [132050,257490,400094,467133],[159720,292924,433872,496509],[175212,311414,450192,510295],[189805,328372,465537,522954],[190073,328971,465792,523209],[192523,268621,523979,573209],[198524,338370,473504,529675],[206670,347344,480822,535413],[221099,363232,433002,545818],[222389,364342,495128,546737],[225018,304192,497235,553293],[225252,304426,547604,589927],[231518,374058,502284,552567],[239903,382296,508699,557312],[240171,382895,508954,557567],[252354,395172,395824,519470],[255336,336216,464577,527119],[255440,398555,465026,566711],[256722,399544,401117,567450],[259130,340010,567913,603494],[259359,340239,523824,573054],[265903,408296,528079,572184],[266171,408895,528334,572439],[273559,415692,479952,575524],[274849,416802,534032,576443],[287801,361639,492284,544568],[287905,429446,430014,543829],[290987,432511,433257,584526],[291350,372484,584601,613815],[294632,375766,547248,589571],[294900,376034,547503,589826],[300273,440540,501414,588141],[301563,441650,551186,589060],[309364,448653,508188,591830],[310646,449642,451215,592569],[324094,395427,462316,565085],[324457,397495,565160,621056],[325653,463459,520900,599183],[327424,407348,566770,602351],[330679,410603,567899,603480],[336320,471965,527568,602292],[337602,472954,474527,603031],[345407,479461,480207,605273],[360574,431511,543888,611407],[361743,493301,545017,611348],[363453,440761,584587,613801],[372121,500923,501669,613740],[396045,463680,565146,621042],[397132,520409,521155,620981]
   ]
cell #1871 :
  |C| = 140
  W-rep = phi[[3, 2, 1, 1],[]]+phi[[3],[2, 1, 1]]
  special rep = phi[[3],[2, 1, 1]] , dim = 105
  orbit = [6, 4, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     70 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [126002],[152470],[153398],[177132],[182157],[182405],[183372],[208636],[208884],[213352],[214212],[214331],[237515],[239856],[242111],[242230],[247147],[248271],[248438],[263515],[272158],[273917],[274736],[277127],[277294],[282458],[283687],[298872],[306636],[307881],[309677],[309913],[310530],[312992],[317439],[318528],[333592],[334837],[342638],[343908],[345374],[345708],[345941],[353292],[358127],[369352],[370622],[377985],[378319],[381009],[381514],[387516],[388761],[393484],[394474],[403985],[404319],[412695],[415569],[421812],[423082],[427743],[437543],[445799],[454083],[454417],[460198],[469111],[484493],[512273],
     [133970,200444],[155076,290740],[161686,233484],[161934,233732],[185160,326830],[189758,265856],[192013,268111],[192132,268230],[217007,362292],[217624,362909],[221457,300631],[222276,301450],[224667,303841],[224834,304008],[250762,394942],[251329,397666],[252712,326011],[255753,336633],[255989,336869],[256606,337486],[259068,339948],[286397,429247],[286902,431677],[288218,362056],[290954,372088],[291288,372422],[291521,372655],[322663,461657],[324061,397099],[324395,397433],[327085,407009],[327590,407514],[360235,431172],[363109,440417],[395701,463336]
   ]
cell #1872 :
  |C| = 315
  W-rep = phi[[2, 2, 1],[1, 1]]+phi[[2, 1, 1],[2, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [235695],[261695],[270513],[282469],[294160],[297227],[306252],[307892],[309269],[315619],[318540],[319801],[328917],[330188],[333208],[334848],[342230],[342649],[343920],[348580],[349026],[351647],[354667],[364598],[364853],[366073],[368944],[369363],[370634],[375294],[378076],[378331],[379551],[381322],[382841],[384112],[387132],[388772],[401545],[404076],[404331],[405551],[408841],[410112],[412779],[413008],[415549],[417058],[417313],[418533],[421404],[421823],[423094],[427754],[435020],[435275],[436049],[437627],[437856],[441906],[442161],[443381],[445779],[445866],[448516],[451643],[454174],[454429],[455649],[458939],[460210],[466836],[467555],[467810],[469091],[469178],[474955],[476827],[481970],[482225],[482999],[484577],[484806],[488856],[489111],[490331],[495500],[496235],[498289],[503432],[503687],[504461],[509998],[510717],[510972],[512253],[512340],[529378],[530097],[530352],[534404],[535139],[537193],[551558],[552293],
     [85329,399797],[107106,433598],[119687,449895],[131710,465457],[131965,400026],[139067,473207],[146010,480548],[158211,494719],[159441,433511],[161758,496938],[167472,502010],[174872,508619],[175127,450124],[182229,516369],[185597,461887],[188518,465080],[189779,401126],[190516,522328],[192223,523550],[198184,527999],[198439,473436],[205161,533623],[206391,480461],[208708,535842],[214422,540914],[218053,429500],[221073,433266],[223067,546165],[224678,547168],[224933,497167],[230009,550777],[231239,501923],[233556,552996],[238616,508242],[239877,451224],[240614,556686],[242321,557908],[248282,562357],[248537,516598],[252328,395436],[253968,566086],[255345,336225],[255764,566529],[256780,566790],[257405,467065],[259080,523463],[264616,527622],[265877,474536],[266614,571558],[268321,572780],[273533,480216],[275527,575871],[277138,576874],[277393,536071],[283699,540827],[287810,361648],[288229,583451],[289500,545071],[291045,584337],[291300,545603],[292291,496148],[294606,375740],[300247,501678],[302241,588488],[303852,589491],[304107,553225],[309688,591648],[310704,591909],[311329,510227],[313004,557821],[324152,598503],[324407,565361],[325627,521164],[327169,521784],[327398,407322],[328316,522874],[336644,602110],[337660,602371],[338285,529607],[339960,572693],[345465,605084],[345720,575309],[346711,535052],[360319,492074],[360548,431485],[362067,611166],[363089,440397],[363176,545738],[372179,613551],[372434,587926],[373425,552206],[381093,556142],[382240,557232],[395681,463316],[395768,519390],[397190,620792],[397445,598968],[398418,471828],[407093,571014],[408240,572104],[415636,575444],[429877,493164],[431256,584162],[440484,588061],[463403,599103]
   ]
cell #1873 :
  |C| = 140
  W-rep = phi[[3, 2, 1, 1],[]]+phi[[3],[2, 1, 1]]
  special rep = phi[[3],[2, 1, 1]] , dim = 105
  orbit = [6, 4, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     70 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [101556],[125223],[125987],[147754],[152172],[152455],[153270],[176834],[177117],[181192],[181975],[181995],[204111],[205586],[208454],[208474],[213120],[214152],[214224],[228959],[237283],[238974],[238994],[242051],[242123],[247087],[248251],[263283],[270871],[272098],[273312],[273857],[273929],[277107],[281419],[282438],[297585],[298812],[306576],[307861],[309135],[309227],[309657],[317207],[321865],[333532],[334817],[342188],[342618],[345167],[345282],[352005],[353232],[357895],[358817],[368902],[369332],[377893],[380894],[387456],[388741],[393424],[403893],[412580],[421362],[421792],[427723],[437428],[453991],[484378],
     [108850,169216],[133672,200146],[133955,200429],[158636,230434],[161504,233302],[161524,233322],[186022,254393],[188876,264974],[188896,264994],[191953,268051],[192025,268123],[218411,289858],[218431,289878],[220852,300026],[221397,300571],[221469,300643],[224647,303821],[252107,325406],[252652,325951],[252724,326023],[255211,336091],[255303,336183],[255733,336613],[286489,359242],[287676,361514],[287768,361606],[288198,362036],[290747,371881],[290862,371996],[322778,394850],[323854,396892],[323969,397007],[326970,406894],[359035,429132],[360120,431057]
   ]
cell #1874 :
  |C| = 175
  W-rep = phi[[3, 1, 1, 1],[1]]+phi[[3, 1],[1, 1, 1]]
  special rep = phi[[3, 1],[1, 1, 1]] , dim = 105
  orbit = [6, 2, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [392197],[394242],[419716],[426438],[426597],[428524],[452413],[452572],[458478],[458908],[459023],[460994],[482538],[482968],[483083],[488673],[488693],[489195],[508081],[510534],[510554],[511056],[516170],[516222],[533508],[533528],[535643],[535695],[540791],[555897],[555949],[557785],[575114],[575273],[591523],
     [257393,330546],[292844,366397],[311317,384470],[323441,395394],[328456,401084],[328886,401514],[338273,410470],[347264,418857],[359664,429635],[363887,433224],[364415,434837],[367256,444564],[373978,443705],[382380,451182],[382810,451612],[394600,461473],[395187,461982],[399142,465215],[399598,466637],[402315,475725],[402474,475884],[408380,474494],[408810,474924],[416347,480174],[416875,481787],[429385,491910],[433017,494814],[435588,504000],[436018,504430],[436133,504545],[441195,501636],[441723,503249],[449240,508377],[449696,509799],[464114,521122],[464919,527461],[464965,521620],[467372,529914],[467392,529934],[467894,530436],[472552,527757],[473008,529179],[479967,533718],[492626,544910],[493888,545206],[494604,550662],[494624,550682],[496739,552797],[496791,552849],[501429,550872],[508127,555978],[519865,565971],[519885,565991],[520915,566181],[521539,570769],[521591,570821],[523427,572657],[527507,570850],[544113,583917],[544165,583969],[544956,583998],[545408,587731],[545567,587890],[564966,598384],[565166,598773],[565325,598932],[566404,601985],[583128,610752],[583326,611041],[598348,620582]
   ]
cell #1875 :
  |C| = 126
  W-rep = phi[[2],[3, 1, 1]]
  special rep = phi[[2],[3, 1, 1]] , dim = 126
  orbit = [5, 5, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [125974],[151990],[153354],[173326],[181643],[181847],[183592],[196638],[204562],[204766],[213538],[213760],[215277],[216051],[229410],[229614],[236120],[237701],[237923],[246736],[247555],[247818],[249278],[249482],[250134],[262120],[263701],[263923],[269283],[270891],[272566],[272829],[281870],[282074],[282784],[282933],[284475],[284697],[295997],[297605],[299280],[299543],[305040],[306031],[306648],[308207],[308356],[316044],[317625],[317847],[318696],[320593],[320856],[325222],[331996],[332987],[333604],[335163],[335312],[340909],[341148],[342096],[344076],[350417],[352025],[353700],[353963],[354800],[356771],[361301],[367623],[367862],[368810],[370790],[376702],[377778],[379146],[379684],[385920],[386911],[387528],[389087],[389236],[390346],[396479],[396718],[402702],[403778],[405146],[405684],[411495],[413761],[414305],[420083],[420322],[421270],[423250],[428069],[430601],[436343],[438609],[439153],[446577],[446816],[452800],[453876],[455244],[455782],[460366],[461340],[462822],[469889],[470128],[477551],[483293],[485559],[486103],[490464],[499013],[505984],[513051],[513290],[517895],[525364],[537917],[559722]
   ]
cell #1876 :
  |C| = 175
  W-rep = phi[[3, 1, 1, 1],[1]]+phi[[3, 1],[1, 1, 1]]
  special rep = phi[[3, 1],[1, 1, 1]] , dim = 105
  orbit = [6, 2, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [426498],[428584],[452473],[458928],[459083],[461014],[482988],[483143],[488765],[489099],[489215],[491144],[510626],[510960],[511076],[516285],[516305],[516711],[533925],[535758],[535778],[536184],[540847],[540899],[556277],[556297],[557841],[557893],[562396],[575539],[575591],[576913],[591689],[591848],[605188],
     [287109,429727],[292904,366457],[323349,462097],[327797,465307],[328906,401534],[347324,418917],[358936,491630],[359549,492094],[363795,494929],[364507,434929],[364841,435263],[374038,443765],[381721,508469],[382830,451632],[395088,519286],[399027,521804],[399713,466752],[402375,475785],[407721,527849],[408830,474944],[416255,533833],[416967,481879],[417301,482213],[431884,545298],[432918,545634],[433531,496168],[436038,504450],[436193,504605],[441103,550987],[441815,503341],[442149,503675],[449125,556162],[449811,509914],[462189,566388],[464022,566296],[467464,530006],[467798,530340],[467914,530456],[472437,571034],[473123,529294],[479868,575340],[480481,535072],[492209,584297],[492229,584317],[493773,584182],[495021,551079],[496854,552912],[496874,552932],[497280,553338],[501330,587957],[501943,552226],[519485,599198],[519537,599250],[520816,598999],[521919,571149],[521939,571169],[523483,572713],[523535,572765],[543643,610768],[543688,611207],[543847,611366],[545833,588156],[545885,588208],[547207,589530],[564886,620587],[565000,620896],[566570,602151],[566729,602310],[583123,628163],[584441,613655]
   ]
cell #1877 :
  |C| = 427
  W-rep = phi[[2, 2, 1, 1],[1]]+phi[[2, 1, 1, 1],[2]]+phi[[2, 2],[1, 1, 1]]+phi[[2, 1],[2, 1, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     91 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     49 tau_infinity subcells with 4 member(s)
  subcells = [
     [215817],[215994],[247398],[248854],[250122],[272409],[277710],[282510],[282772],[283747],[299123],[307933],[308195],[313052],[318548],[318588],[319806],[334889],[335151],[342690],[343928],[343968],[345768],[349031],[353543],[354672],[354685],[355966],[369404],[370642],[370682],[378339],[378379],[379556],[379569],[381327],[384586],[388813],[389075],[390227],[393735],[404339],[404379],[405556],[405569],[413013],[413026],[414186],[415554],[415896],[421864],[423102],[423142],[427795],[428057],[428835],[437861],[437874],[439034],[445784],[446126],[448537],[454437],[454477],[455654],[455667],[458980],[460218],[460258],[461066],[461328],[469096],[469438],[476848],[483040],[484811],[484824],[485984],[489119],[489267],[490336],[490349],[498310],[510980],[511128],[512258],[512600],[516616],[517776],[536089],[537214],
     [153420,491204],[182427,516771],[183526,518568],[208906,536244],[214493,489159],[214697,541280],[225250,304424],[242392,511020],[242596,558274],[248323,562392],[248545,516603],[259128,340008],[270521,412787],[277179,576909],[277401,536076],[283707,540832],[283970,541174],[291348,372482],[294611,375745],[297235,437635],[306270,445914],[309729,591683],[313012,557826],[313275,558168],[319819,562378],[324455,397493],[327403,407327],[328958,401586],[330196,466844],[330662,410586],[333226,469226],[342308,476922],[345327,479380],[345728,575314],[349044,576895],[351655,484585],[360553,431490],[363094,440402],[363436,440744],[364861,435283],[366091,496283],[369022,498384],[377938,505397],[381340,591669],[382882,451684],[384120,510006],[387150,512388],[395686,463321],[396028,463663],[398439,471849],[400044,467083],[401204,522969],[403938,524777],[408882,474996],[410120,529386],[417321,482233],[418551,535187],[421482,537288],[429898,493185],[436090,504502],[442169,503695],[443399,552341],[450142,510245],[451302,557327],[454036,559135],[467818,530360],[467966,530508],[473454,529625],[474614,572199],[497185,553243],
     [107177,223138,364901,435323],[131973,257413,400031,467070],[146081,275598,417361,482273],[159449,292299,433516,496153],[159712,292916,433858,496495],[161956,233754,497340,553398],[167543,302312,442209,503735],[175135,311337,450129,510232],[188526,327177,465085,521789],[189797,328364,465478,522895],[192294,268392,467858,530400],[192498,268596,523916,573146],[198447,338293,473441,529612],[206399,346719,480466,535057],[206662,347336,480808,535399],[218061,360327,429505,492079],[221091,363224,494740,545759],[222372,364300,434882,546676],[224719,303893,547203,589526],[224941,304115,497172,553230],[231247,373433,501928,552211],[231510,374050,502270,552553],[238624,381101,508247,556147],[239895,382288,508640,557253],[252346,395816,461908,519411],[255423,398513,465260,566650],[255805,336685,566564,602145],[259088,339968,523468,572698],[259351,340231,523810,573040],[264624,407101,527627,571019],[265895,408288,528020,572125],[273551,415684,533644,575465],[274832,416760,481832,576382],[287888,429680,429972,543768],[288270,362108,583486,611201],[289508,431264,545076,584167],[290907,372041,432430,500842],[291308,372442,545608,587931],[294624,375758,547189,589512],[300265,440532,550798,588082],[301546,441608,503294,588999],[309347,448611,508422,591769],[324014,397052,462235,520328],[324415,397453,565366,598973],[325645,463451,566107,599124],[327416,407340,566550,602131],[336303,471923,527802,602231],[360566,431503,583472,611187],[361726,493259,545251,611287]
   ]
cell #1878 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[2, 1]]+phi[[1, 1, 1],[3, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [222953],[257210],[275413],[292275],[292711],[293041],[295537],[302127],[311134],[324762],[327153],[327219],[328346],[331243],[338090],[346695],[347131],[347461],[356547],[360303],[360369],[363206],[366553],[367073],[373409],[373845],[374175],[381077],[381143],[382270],[385167],[392014],[395798],[401605],[401746],[402182],[406072],[407077],[407143],[408270],[411167],[415666],[419013],[419533],[425869],[426305],[431240],[431306],[432748],[434770],[435341],[435478],[436592],[440514],[443861],[444381],[451703],[451844],[452280],[458368],[462553],[463071],[463433],[464760],[464809],[466617],[468125],[475015],[475156],[475592],[479698],[481720],[482291],[482428],[492467],[492516],[492787],[494469],[496073],[497449],[501160],[503182],[503753],[503890],[507922],[507971],[509779],[519730],[519980],[520646],[521444],[527302],[527351],[529159],[533373],[534977],[544018],[544751],[544800],[550527],[552131],[555802],[565836],[570674],[583822],
     [141632,412763],[163094,437611],[170365,445896],[190358,522177],[190890,466820],[193677,469208],[201552,412829],[210044,484561],[222925,495385],[223497,496265],[226400,437677],[234576,378686],[240456,556535],[240988,509982],[243775,512370],[247874,457175],[257248,522226],[257801,466886],[260576,404686],[266456,571407],[266988,529362],[268823,349957],[272885,478190],[275385,534289],[275957,535169],[278860,484627],[283253,487464],[295185,585670],[299599,499652],[302099,551443],[302671,552323],[306704,505715],[308676,506595],[311172,556584],[311725,510048],[314500,454784],[319306,457241],[320380,596526],[320912,563720],[330642,600105],[331215,568156],[333660,525095],[335632,525975],[338128,571456],[338681,529428],[342391,531371],[342747,531420],[344686,478256],[349605,606417],[354019,538556],[355188,426635],[356519,581149],[357091,582029],[366525,546994],[367111,585719],[369105,548525],[369461,548574],[371400,499718],[376319,614884],[378079,554088],[378397,506233],[380072,456170],[384566,616817],[385139,593275],[387584,559453],[389556,560333],[392052,596575],[392605,563786],[401287,567633],[401643,567682],[404079,568960],[404397,525613],[410566,623493],[411139,603737],[411744,483542],[412560,531691],[412719,573724],[418985,576700],[419571,606466],[421565,578231],[421921,578280],[423860,538622],[435023,585277],[437408,548845],[437567,586341],[443833,589317],[444419,614933],[444813,511287],[445704,554338],[451385,592752],[451741,592801],[454177,594079],[454495,559971],[466776,599962],[469016,569210],[474697,603214],[475053,603263],[475987,536353],[481973,606024],[484358,578551],[484517,607088],[503435,614491],[509938,616674],[512178,594329],[529318,623350]
   ]
cell #1879 :
  |C| = 175
  W-rep = phi[[3, 1, 1, 1],[1]]+phi[[3, 1],[1, 1, 1]]
  special rep = phi[[3, 1],[1, 1, 1]] , dim = 105
  orbit = [6, 2, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [250378],[284373],[285989],[313678],[320385],[320511],[322271],[349610],[349736],[356255],[356508],[356687],[384875],[385128],[385307],[391777],[391789],[392040],[416756],[419296],[419308],[419559],[426003],[426062],[449616],[449628],[451978],[452037],[458493],[480284],[480343],[482553],[508114],[508484],[533541],
     [184720,395499],[190363,330647],[217176,429729],[221836,433329],[222914,366514],[240461,384571],[251436,462045],[256158,465309],[256973,401189],[257236,401631],[259754,340634],[266461,410571],[274296,480279],[275374,418974],[286909,491895],[291628,494877],[292468,434931],[295190,376324],[295316,376450],[301010,501741],[302088,443822],[310082,508471],[310897,451287],[311160,451729],[322670,519076],[323850,464523],[326390,521227],[327597,521605],[328471,466700],[330951,410875],[331204,411128],[331383,411307],[337038,527851],[337853,474599],[338116,475041],[346048,533781],[346888,481881],[360040,494264],[360052,494276],[362461,545300],[364296,441604],[366836,444144],[366848,444156],[367099,444407],[372762,550935],[373602,503343],[381521,555963],[382395,509862],[395504,521232],[395563,521291],[397773,566244],[399518,472928],[399530,472940],[401880,475290],[401939,475349],[407521,570835],[408395,529242],[429372,544943],[429742,545313],[431684,583983],[433334,501746],[433393,501805],[435603,504015],[461509,564953],[461664,598369],[461805,566004],[464952,527494],[465322,527864],[491652,583166],[494637,550695]
   ]
cell #1880 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[2, 1]]+phi[[1, 1, 1],[3, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [292798],[295448],[324673],[328777],[347218],[359651],[359709],[364402],[364719],[365119],[373932],[382701],[395212],[399129],[399187],[399623],[402269],[408701],[416862],[417179],[417579],[426392],[433042],[435428],[435909],[441710],[442027],[442427],[449227],[449285],[449721],[452367],[458799],[467165],[467359],[467676],[471121],[472539],[472597],[473033],[475679],[479992],[482378],[482859],[488660],[488977],[493875],[493933],[494591],[496108],[496587],[496764],[497704],[501454],[503840],[504321],[510327],[510521],[510838],[516195],[519852],[520235],[520940],[521479],[521564],[522859],[524089],[529707],[529901],[530218],[533495],[535012],[535491],[535668],[544053],[544138],[544268],[545513],[546646],[547722],[550649],[552166],[552645],[552822],[555837],[555922],[557217],[565271],[565426],[565958],[566459],[570709],[570794],[572089],[575219],[576352],[583381],[583857],[583942],[587836],[588969],[591578],[598878],[602040],[611096],
     [201602,412111],[226450,436959],[234879,445310],[257295,465756],[257851,466168],[260879,468622],[268734,349868],[269679,412169],[278910,483909],[292761,495304],[293344,495679],[296393,437017],[305298,378597],[311219,508918],[311775,509330],[314803,511784],[319356,515701],[328801,522154],[329354,466226],[332254,404597],[338175,528298],[338731,528710],[344736,532779],[347181,534208],[347764,534583],[350813,483967],[355491,540358],[367158,547467],[371450,549933],[373895,551362],[374478,551737],[378447,554210],[380375,555298],[382725,556512],[383278,509388],[386178,454695],[391005,515759],[392099,562656],[392655,563068],[401690,567789],[402232,568075],[404447,569082],[406375,570170],[408725,571384],[409278,528768],[412799,573759],[413132,573844],[414964,532837],[419618,577173],[423910,579639],[425160,489377],[426355,581068],[426938,581443],[435391,585399],[435933,585647],[437647,586376],[437980,586461],[439812,549991],[444466,589790],[445925,590390],[446218,554593],[447809,514283],[451788,592908],[452330,593194],[454545,594201],[456473,595289],[458823,596503],[459376,563126],[466856,599997],[467189,600082],[469237,600852],[469530,569465],[475100,603370],[475642,603656],[476242,536608],[476812,573974],[476920,604128],[482341,606146],[482883,606394],[484597,607123],[484930,607208],[486762,579697],[496294,611952],[498274,586591],[498382,612595],[503803,614613],[504345,614861],[504709,558447],[505367,590545],[510018,616709],[510351,616794],[512399,617564],[512692,594584],[522967,621410],[524747,601007],[529398,623385],[529731,623470],[530568,577428],[535198,625055],[537178,607338],[537286,625698],[552352,630172],[557325,631385],[559105,617719],[572197,635187]
   ]
cell #1881 :
  |C| = 455
  W-rep = phi[[2, 1, 1, 1],[2]]+phi[[1, 1, 1, 1],[3]]+phi[[2, 1],[2, 1, 1]]+phi[[1, 1],[3, 1, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     35 tau_infinity subcells with 1 member(s)
     140 tau_infinity subcells with 2 member(s)
     35 tau_infinity subcells with 4 member(s)
  subcells = [
     [322298],[335968],[356714],[358532],[371174],[385334],[392102],[392214],[402980],[406077],[419621],[419733],[425890],[426310],[430879],[436597],[439553],[451865],[452285],[458373],[458785],[463076],[468130],[468305],[479719],[482433],[482845],[488583],[492792],[492967],[497470],[507976],[510444],[520001],[533418],
     [183505,393889],[214105,424899],[215964,358280],[238268,447548],[247914,457196],[248204,390576],[250253,322325],[250427,564715],[257298,401693],[264268,470860],[272925,478211],[273215,414535],[283264,487469],[283303,424734],[283589,357427],[285042,542596],[286010,582707],[286061,543373],[292716,435346],[299639,499673],[299929,439383],[306744,505736],[308687,506600],[308726,447383],[309012,389892],[311222,451791],[318192,514022],[319080,392379],[319311,457246],[319346,515110],[320532,596682],[320952,563741],[321242,518125],[328351,466622],[328763,467151],[329095,522834],[331410,411334],[331595,524064],[333700,525116],[335643,525980],[335682,470695],[338178,475103],[342758,531425],[342797,477829],[344460,423634],[344691,478261],[344726,532188],[347136,482296],[349757,606573],[354059,538577],[354349,486333],[355193,426640],[355453,487527],[356559,581170],[357102,582034],[357141,542431],[360900,544243],[363211,494474],[363269,545488],[364325,496094],[367161,444469],[367273,444581],[369472,548579],[369511,499291],[371405,499723],[371440,549342],[373850,503758],[376980,453078],[378402,506238],[378437,554133],[380077,456175],[380337,506658],[382275,509784],[382687,510313],[383019,557192],[385179,593296],[387624,559474],[389567,560338],[389606,513857],[390746,459117],[392063,596580],[392610,563791],[392645,597343],[395803,519735],[395861,565246],[398538,521465],[401767,475177],[402187,475597],[404402,525618],[404437,569005],[406337,526038],[408275,529164],[408687,529693],[409019,572064],[411749,483547],[412565,531696],[413094,531871],[414705,486503],[415671,533378],[415729,575194],[416785,534998],[419582,606471],[421932,578285],[421971,538195],[423865,538627],[423900,579048],[426345,609193],[426900,582092],[429997,544039],[432769,501181],[435483,503895],[435895,504307],[437413,548850],[437942,549025],[440519,550532],[440577,587811],[441633,552152],[444818,511292],[444993,511467],[445725,554359],[448636,555823],[452320,617059],[454500,559976],[454535,594124],[456435,560396],[462574,520667],[463438,565841],[463496,598853],[464814,527356],[467282,529824],[469037,569231],[471948,570695],[476008,536374],[484363,578556],[484892,578731],[492521,544805],[493284,583843],[494514,550572],[512199,594350],[519775,565881],
     [170376,378090,445901,554093],[193688,404090,469213,568965],[201592,412789,476947,573745],[222965,366565,495406,547015],[223508,435034,496270,585282],[226440,437637,498409,586362],[234841,445862,445959,590365],[243786,454188,512375,594084],[257259,401654,522231,567687],[257841,466846,522994,599983],[260841,469174,469271,600827],[269420,413360,476787,573949],[275425,419025,534310,576721],[275968,481984,535174,606029],[278900,484587,537313,607109],[292751,435381,546123,585322],[293306,496231,496328,611927],[295337,376471,585826,615040],[296134,438208,498249,586566],[302139,443873,551464,589338],[302682,503446,552328,614496],[304639,385519,504684,558422],[311183,451752,556589,592806],[311765,510008,557352,616695],[314765,512336,512433,617539],[331255,411179,568177,603758],[338139,475064,571461,603268],[338721,529388,572224,623371],[347171,482331,575829,606069],[347726,535135,535232,625030],[350554,485158,537153,607313],[367122,444430,585724,614938],[373885,503793,588446,614536],[374440,552289,552386,630147],[402222,475632,600347,623735]
   ]
cell #1882 :
  |C| = 315
  W-rep = phi[[2, 2, 1],[1, 1]]+phi[[2, 1, 1],[2, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [235694],[238501],[261694],[270398],[270514],[282468],[294159],[297112],[297228],[306262],[307891],[315618],[318541],[319811],[328916],[330189],[333218],[334847],[342648],[343921],[348579],[349036],[351532],[351648],[354677],[364597],[364854],[366083],[369362],[370635],[375293],[378075],[378332],[379561],[381332],[382840],[384113],[387142],[388771],[401544],[404075],[404332],[405561],[408840],[410113],[412780],[413018],[415613],[417057],[417314],[418543],[421822],[423095],[427753],[435019],[435276],[436048],[437628],[437866],[441905],[442162],[443391],[445843],[445871],[448566],[451642],[454173],[454430],[455659],[458938],[460211],[466837],[467554],[467811],[469155],[469183],[474954],[476877],[481969],[482226],[482998],[484578],[484816],[488855],[489112],[490341],[495499],[496240],[498339],[503431],[503688],[504460],[509999],[510716],[510973],[512317],[512345],[529379],[530096],[530353],[534403],[535144],[537243],[551557],[552298],
     [85324,399798],[107105,433603],[119682,449896],[131709,465507],[131966,400036],[139062,473208],[146009,480553],[158210,432972],[159442,433575],[161753,496939],[167471,502015],[174871,508669],[175128,450134],[182224,516370],[185596,395142],[188403,264501],[188519,399071],[189789,330073],[190511,522329],[192222,523555],[198183,528049],[198440,473446],[205160,479922],[206392,480525],[208703,535843],[214421,540919],[217938,289385],[218054,359593],[221083,364118],[223066,546170],[224677,547218],[224934,497177],[230008,501384],[231240,501987],[233551,552997],[238617,449169],[239887,383997],[240609,556687],[242320,557913],[248281,562407],[248538,516608],[252338,323672],[253967,520870],[255763,566740],[256779,566805],[257406,467075],[259081,523527],[264617,472481],[265887,409997],[266609,571559],[268320,572785],[273543,416578],[275526,575876],[277137,576924],[277394,536081],[283700,540891],[288228,543858],[289501,493817],[291044,584471],[291301,545877],[292292,496212],[294616,375750],[300257,441426],[302240,588493],[303851,589541],[304108,553235],[309687,591859],[310703,591924],[311330,510237],[313005,557885],[324151,565030],[324408,519529],[325637,464345],[327170,521848],[327408,407332],[328321,522924],[336643,602321],[337659,602386],[338286,529617],[339961,572757],[345464,605218],[345721,575583],[346712,535116],[360320,492138],[360558,431495],[362066,611377],[363153,440461],[363181,545788],[372178,613685],[372435,588200],[373426,552270],[381094,556206],[382245,557282],[395745,463380],[395773,519440],[397189,620926],[397446,599242],[398468,471878],[407094,571078],[408245,572154],[415641,575494],[429927,493214],[431257,584226],[440489,588111],[463408,599153]
   ]
cell #1883 :
  |C| = 140
  W-rep = phi[[3, 2, 1, 1],[]]+phi[[3],[2, 1, 1]]
  special rep = phi[[3],[2, 1, 1]] , dim = 105
  orbit = [6, 4, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     70 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [80215],[100938],[101510],[101551],[121117],[124337],[124907],[125218],[143823],[147438],[147749],[151209],[152035],[152087],[165285],[172545],[174021],[176697],[176749],[180935],[181896],[181910],[195857],[202715],[203854],[205449],[205501],[208375],[208389],[212235],[213055],[214122],[216120],[227563],[228702],[235983],[237218],[238462],[238895],[238909],[242021],[245955],[250065],[261983],[263218],[270359],[270806],[273300],[273394],[273827],[280023],[281162],[285433],[297073],[297520],[306113],[309125],[309158],[315907],[317142],[321608],[333069],[342119],[345170],[351493],[351940],[357830],[368833],[386993],[421293],
     [86759,140497],[108534,168900],[108845,169211],[130859,197333],[133535,200009],[133587,200061],[155765,219982],[158499,230297],[158551,230349],[161425,233223],[161439,233237],[185885,254256],[185937,254308],[188364,264462],[188797,264895],[188811,264909],[191923,268021],[217899,289346],[218332,289779],[218346,289793],[220840,300014],[220934,300108],[221367,300541],[252095,325394],[252189,325488],[252622,325921],[255201,336081],[255234,336114],[286477,359230],[287666,361504],[287699,361537],[290750,371884],[322768,394840],[323857,396895],[359038,429135]
   ]
cell #1884 :
  |C| = 126
  W-rep = phi[[2],[3, 1, 1]]
  special rep = phi[[2],[3, 1, 1]] , dim = 126
  orbit = [5, 5, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [125933],[151435],[153299],[172771],[180987],[181221],[196083],[203906],[204140],[212812],[213041],[228754],[228988],[236035],[236975],[237204],[246181],[246789],[247057],[250473],[262035],[262975],[263204],[269177],[270792],[271800],[272068],[281214],[281448],[282145],[285659],[286093],[295891],[297506],[298514],[298782],[304933],[306019],[306546],[307568],[315959],[316899],[317128],[321660],[321894],[322017],[325116],[331889],[332975],[333502],[334524],[340897],[341046],[342086],[350311],[351926],[352934],[353202],[355033],[357587],[357816],[361194],[367611],[367760],[368800],[376692],[377781],[379040],[379917],[385813],[386899],[387426],[388448],[390503],[393126],[393394],[396467],[396616],[402692],[403781],[405040],[405917],[411498],[413654],[414462],[420071],[420220],[421260],[424795],[427430],[430591],[436346],[438502],[439310],[446565],[446714],[447444],[452790],[453879],[455138],[456015],[457336],[462825],[469877],[470026],[470756],[477541],[478351],[483296],[485452],[486260],[490697],[499003],[499813],[505987],[513039],[513188],[513918],[518052],[518929],[525367],[537907],[538717],[542492],[559725],[563881]
   ]
cell #1885 :
  |C| = 175
  W-rep = phi[[3, 1, 1, 1],[1]]+phi[[3, 1],[1, 1, 1]]
  special rep = phi[[3, 1],[1, 1, 1]] , dim = 105
  orbit = [6, 2, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [250382],[284377],[285980],[313682],[320469],[320502],[322260],[349694],[349727],[356151],[356595],[356676],[384771],[385215],[385296],[391685],[391686],[392132],[416081],[419204],[419205],[419651],[425910],[425975],[449010],[449011],[451885],[451950],[458409],[479739],[479804],[482469],[507699],[508012],[533197],
     [190447,258964],[223001,294448],[240545,312888],[251613,323633],[256881,330034],[257328,330481],[259758,340638],[266545,339844],[275461,348868],[287191,359838],[291805,364079],[292381,365934],[295274,376408],[295307,376441],[302175,375582],[310805,383958],[311252,384405],[323372,395325],[327879,399316],[328387,401015],[330847,410771],[331291,411215],[331372,411296],[337761,409958],[338208,410405],[346225,416539],[346801,418394],[359453,429360],[363621,440929],[363818,433155],[366744,444052],[366745,444053],[367191,444499],[372939,441387],[373515,443242],[381803,449414],[382311,451113],[394639,461497],[396213,463848],[397950,464306],[398912,472322],[398913,472323],[398931,464940],[401787,475197],[401852,475262],[407803,472726],[408311,474425],[416278,480105],[430371,493658],[430372,493659],[431966,494062],[432789,501201],[432854,501266],[435519,503931],[441126,501567],[449029,508102],[462594,520687],[462659,520752],[464045,521053],[464537,527079],[464850,527392],[472341,527482],[492244,544528],[492557,544841],[493677,544931],[494293,550351],[519100,564926],[519179,564941],[519554,565660],[543546,583147]
   ]
cell #1886 :
  |C| = 553
  W-rep = phi[[2, 1],[2, 1, 1]]+phi[[1, 1],[3, 1, 1]]+phi[[2],[2, 2, 1]]+phi[[1],[3, 2, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     91 tau_infinity subcells with 4 member(s)
  subcells = [
     [329751],[365583],[383675],[400257],[400732],[406818],[409675],[418043],[432604],[434073],[440209],[440223],[442891],[450355],[450830],[462409],[464683],[465970],[468049],[471082],[471585],[473667],[474142],[479554],[481023],[492390],[492711],[494393],[497665],[500128],[500603],[501016],[502485],[507845],[509132],[519654],[520196],[520502],[524238],[526420],[527225],[528512],[533297],[544417],[544674],[547858],[550451],[565562],[565760],
     [263548,471685],[293712,546544],[298556,500133],[305537,505571],[322218,394326],[329712,567299],[331931,524243],[332493,524951],[334521,526404],[341611,531294],[348132,576250],[355934,427381],[358434,428602],[361236,544422],[365358,546850],[365618,585003],[367757,547842],[368325,548448],[370321,549735],[371868,613517],[374846,588867],[377296,554012],[380818,456916],[383636,592418],[386417,559309],[391402,459773],[391416,459787],[396613,565546],[400507,567556],[402626,568330],[402827,568409],[403296,568884],[406743,601883],[409636,602880],[411913,531615],[415361,487159],[415375,487173],[417818,576556],[418078,605750],[420785,578154],[425121,489338],[425624,489841],[430525,583532],[430726,583611],[434240,585201],[436314,585869],[436761,548769],[440170,613435],[442666,589173],[442926,614217],[444737,511211],[447770,514244],[448273,514747],[450605,592675],[453394,594003],[457651,516829],[458126,517304],[462793,598631],[471620,622557],[473917,603137],[476203,536569],[478666,539032],[479141,539507],[481190,605948],[483711,578475],[487909,541389],[502652,614415],[504858,558596],[507040,560778],[530704,577564],
     [125932,322200,393878,460717],[151434,355916,424888,487727],[153321,358291,358474,490862],[172770,380800,447537,506858],[180899,391098,457113,515206],[181243,390587,391456,515344],[183405,322399,394055,461081],[196082,406800,470849,526238],[203818,415057,478128,532284],[204162,414546,415415,532422],[212986,425399,487406,539920],[213025,424837,425400,539925],[213385,358160,425724,489941],[228666,439905,499590,549438],[229010,439394,440263,549576],[235247,446311,505265,554554],[237149,448048,506537,554860],[237188,447486,448049,554865],[237548,317472,448373,514847],[246180,456898,514011,560596],[246831,393168,457656,516834],[246959,457333,457836,561567],[246994,457901,515056,561583],[250472,394308,564704,598192],[261247,469623,524645,569426],[263149,471360,525917,569732],[263188,470798,471361,569737],[270037,477321,531037,574123],[270076,413696,477322,574128],[271842,352976,478671,539037],[271970,478348,478851,574364],[272005,478916,532134,574380],[281126,486855,538494,579144],[281470,486344,487213,579282],[282142,427427,487893,541373],[282315,487607,488076,580157],[285658,427363,542585,582292],[285938,358691,582624,610454],[286115,428642,543384,610592],[296751,498783,548191,586740],[296790,438544,498784,586745],[298684,499810,500313,586981],[298719,500378,549288,586997],[304975,385855,504863,558601],[305762,446711,505756,590665],[305797,505821,553814,590681],[307565,388445,507024,560762],[307738,506738,507207,590879],[315171,512785,559003,594545],[317073,514522,560275,594851],[317112,513960,514523,594856],[318227,459897,515503,562870],[319774,393073,596274,619674],[321572,459469,563658,597439],[321916,459827,518136,597577],[332718,470023,525136,601127],[332753,525201,568686,601143],[334694,526118,526587,601341],[341043,420217,530688,577548],[341361,477475,531148,604279],[341836,477676,531461,604358],[343607,422781,532581,579441],[345154,424328,605050,626620],[351171,537687,577897,607487],[351210,485494,537688,607492],[353104,538714,539217,607728],[353139,539282,578994,607744],[355859,427306,580699,609614],[357761,489616,581971,609920],[357800,489617,542534,609925],[368075,498937,548302,612746],[368550,499138,548615,612825],[376626,452724,553458,593449],[376827,452925,553537,593528],[377129,505955,553912,615343],[380743,456841,591421,618595],[386642,513185,559494,617839],[386677,559559,593805,617855],[388618,560476,560945,618053],[391363,459734,596192,619592],[393296,517014,563878,619833],[393331,517079,597289,619849],[403129,525335,568784,622019],[411466,483264,573252,606616],[415322,487120,604968,626538],[420535,537841,578008,625849],[421010,538042,578321,625928],[425659,489876,608874,627320],[427600,541556,582172,627518],[448308,514782,615881,632532],[453227,559693,593903,631994]
   ]
cell #1887 :
  |C| = 427
  W-rep = phi[[2, 2, 1, 1],[1]]+phi[[2, 1, 1, 1],[2]]+phi[[2, 2],[1, 1, 1]]+phi[[2, 1],[2, 1, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     91 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     49 tau_infinity subcells with 4 member(s)
  subcells = [
     [393890],[394157],[424900],[426512],[428220],[447549],[452487],[457197],[457440],[458388],[470861],[478212],[478455],[482448],[487479],[487484],[488567],[499674],[499917],[505737],[506610],[506615],[507991],[510428],[514023],[515094],[515118],[516119],[525117],[525990],[525995],[531435],[531440],[532172],[532196],[533402],[535592],[538578],[538821],[539830],[542597],[548589],[548594],[549326],[549350],[554117],[554141],[554770],[555722],[555846],[559475],[560348],[560353],[563742],[563985],[564716],[568989],[569013],[569642],[573644],[573768],[575133],[578295],[578300],[579032],[579056],[581171],[582044],[582049],[582708],[582951],[586261],[586385],[590304],[593297],[594108],[594132],[594761],[596590],[596683],[597327],[597351],[600766],[606481],[606574],[607008],[607132],[609201],[609830],[617067],[617478],
     [322305,597949],[356721,609285],[358533,610342],[385341,617151],[392201,596595],[392215,619297],[402389,475799],[419720,606486],[419734,625384],[425891,626949],[426415,609177],[435498,503910],[445911,505644],[448560,555716],[451866,631521],[452390,617043],[458383,619113],[458889,619237],[464829,527371],[467266,529808],[469223,525024],[476871,573638],[476955,531356],[479720,635888],[482443,625200],[482949,625324],[488591,626943],[492536,544820],[494498,550556],[495407,547016],[496280,546923],[496688,552746],[498333,586255],[498417,548510],[505481,554057],[507986,631116],[510452,631515],[512385,559382],[519759,565865],[521364,570594],[521488,570718],[522241,567697],[523002,567618],[524861,568929],[533426,635882],[534311,576722],[535184,576629],[537237,607002],[537321,578216],[543938,583742],[544062,583866],[545427,587750],[546131,585330],[546760,585246],[551465,589339],[552338,589246],[556599,592816],[557360,592737],[559219,594048],[565185,598792],[568178,603759],[571471,603278],[572232,603199],[575837,606077],[576466,605993],[585734,614948],[585827,615041],[588454,614544],[589083,614460],[600355,623743],
     [257397,330550,522246,567702],[292821,366374,546107,585306],[311321,384474,556604,592821],[328361,400989,566820,599882],[328867,401495,566944,600006],[331417,411341,600439,623827],[338277,410474,571476,603283],[347241,418834,575813,606053],[363221,432677,545658,611523],[364333,434755,584626,611866],[367260,444568,585739,614953],[367274,444582,612281,630501],[373955,443682,588430,614520],[382285,451087,591939,616594],[382791,451593,592063,616718],[395813,462482,519310,598449],[398462,471872,521358,570588],[398546,464745,566589,621120],[399547,466586,522918,599876],[401768,475178,621546,635323],[402292,475702,600331,623719],[408285,474399,602401,623270],[408791,474905,602525,623394],[415681,479627,575364,624626],[416793,481705,605373,624969],[429921,493208,543932,583736],[430005,492452,543707,610806],[432514,494438,545782,611517],[432770,501182,628538,638617],[435493,503905,612097,630317],[435999,504411,612221,630441],[440529,501089,587981,629743],[441641,503167,613840,630086],[448644,507907,591708,631095],[449645,509748,557276,616588],[462319,519434,519699,598443],[462575,520668,620632,640799],[463448,520575,599023,633995],[464824,527366,621141,634918],[467290,529832,621540,635317],[471956,527287,602170,634897],[472957,529128,572148,623264],[479464,533342,575488,624620],[492531,544815,610827,638022],[493292,544736,611226,638001],[494522,550580,628532,638611],[500926,550496,588105,629737],[519783,565889,620626,640793],[520412,565805,599147,633989]
   ]
cell #1888 :
  |C| = 553
  W-rep = phi[[2, 1],[2, 1, 1]]+phi[[1, 1],[3, 1, 1]]+phi[[2],[2, 2, 1]]+phi[[1],[3, 2, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     91 tau_infinity subcells with 4 member(s)
  subcells = [
     [400819],[434535],[450917],[461967],[466051],[466393],[468010],[474229],[481485],[492020],[492672],[494799],[495580],[500690],[502947],[509213],[509555],[519350],[521730],[522382],[526882],[527050],[528593],[528935],[533703],[534484],[545698],[549816],[550158],[550264],[550857],[551638],[556088],[556740],[566166],[568490],[570071],[570085],[570960],[571612],[575404],[583692],[584108],[585991],[586005],[588021],[598753],[598767],[599063],
     [264232,570472],[299320,587304],[332036,600572],[335299,601597],[361341,611032],[365668,495949],[367849,612392],[371108,587279],[377365,505129],[396705,620748],[400779,522691],[402572,621736],[402914,600547],[403365,524509],[412124,530924],[418128,534853],[430471,628228],[430813,611007],[434309,546408],[434548,546511],[436269,612342],[436972,548078],[442976,552007],[444698,511172],[445285,553708],[450877,557049],[453463,558867],[458213,517391],[460958,518736],[462748,620698],[466181,567186],[468597,568580],[471670,570440],[474189,571921],[476335,531576],[479228,539594],[481259,576114],[481498,576217],[483922,577784],[488371,541851],[488539,542019],[491036,543130],[495654,584897],[497797,548730],[500650,587588],[500798,587709],[502721,588731],[502960,588834],[507502,561240],[507670,561408],[509343,592305],[511759,593699],[515584,562951],[515926,563293],[516032,563399],[526895,601850],[528723,602767],[532662,579522],[533004,579864],[533110,579970],[534558,605644],[536701,578436],[540259,581344],[540273,581358],[551712,614111],[553618,593609],[555199,595190],[555213,595204],[573374,606738],[573388,606752],
     [183364,321983,460918,564331],[183469,250391,518462,564484],[213344,354999,488499,580752],[214069,285006,540660,581745],[215805,285735,491049,582591],[237507,379883,507630,591474],[238232,318156,555600,595591],[247044,390195,515734,596093],[247386,318871,516045,596241],[247595,320633,561890,596756],[263507,405883,527010,601936],[272055,414154,532812,604869],[272397,344251,533123,605017],[272606,353740,574687,608051],[282362,424515,488145,580563],[282402,354840,540385,608793],[282920,356758,580413,609328],[298769,439002,549966,613336],[299111,370965,550277,613484],[305080,385960,590110,617284],[305847,445580,554243,615479],[307785,447164,507276,591285],[307825,379724,555325,615800],[308343,389223,591135,618309],[317431,455981,561368,618648],[318420,390333,561944,618913],[318433,457080,515714,596079],[319014,392313,561865,596731],[332803,468892,569115,622155],[334741,470476,526656,601747],[334781,405724,570197,622476],[341135,420309,603925,625495],[341883,476644,531530,604439],[341923,413801,573871,624135],[343800,414292,574741,624360],[343813,478095,532792,604855],[344394,423568,574662,608026],[353189,485952,579672,626439],[353531,423425,579983,626587],[354566,424668,540333,608768],[358119,490663,541979,609667],[368597,498106,548684,612906],[368637,438649,586488,629252],[370514,439140,587358,629477],[370527,499557,549946,613322],[376572,452670,615060,631711],[376914,453012,590085,617259],[377591,446803,590444,630723],[377604,505232,554223,615465],[379450,447317,555273,615775],[386727,512054,594234,632130],[388665,513638,561014,618459],[388705,455822,595316,632451],[393381,517744,563101,619493],[393723,460541,563412,619641],[394466,518696,518895,598006],[403591,470115,600906,634525],[403604,524612,569095,622141],[405450,470629,570145,622451],[411421,483219,603875,625445],[411994,477421,604073,635578],[412336,477763,573819,624110],[421057,537010,578390,626009],[421097,485599,607235,636602],[422974,486090,608105,636827],[422987,538461,579652,626425],[425709,489926,540628,581713],[427647,541625,542212,609478],[427687,490504,581470,627239],[428481,491312,542992,582798],[428823,491487,543143,610421],[436842,498883,612540,638307],[437184,499225,586436,629227],[445211,505910,590285,630673],[448358,514832,555568,595559],[453689,513277,617618,639746],[453702,558970,594214,632116],[455548,513791,595264,632426],[458173,517351,562174,597040],[458321,517499,562295,597161],[460090,517882,596810,633045],[460103,563081,563625,619479],[468523,525290,600747,634475],[479188,539554,574971,608335],[479336,539702,575092,608456],[483792,537787,625643,641864],[484134,538129,607183,636577],[488384,541864,580666,609581],[490230,542365,581418,627214],[507515,561253,591388,618562],[511685,559648,617459,639696]
   ]
cell #1889 :
  |C| = 392
  W-rep = phi[[2, 2, 2, 1],[]]+phi[[2, 2, 1, 1],[1]]+phi[[2, 1],[2, 1, 1]]+phi[[2],[2, 2, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     56 tau_infinity subcells with 1 member(s)
     140 tau_infinity subcells with 2 member(s)
     14 tau_infinity subcells with 4 member(s)
  subcells = [
     [434599],[445334],[448512],[458978],[461064],[466417],[468646],[476449],[476823],[481549],[483038],[489096],[489265],[491141],[495703],[495902],[497911],[498285],[503011],[505045],[509579],[510957],[511126],[511808],[516219],[516597],[516708],[522496],[524425],[526946],[528959],[534607],[534806],[535692],[536070],[536181],[536815],[537189],[540826],[540842],[546324],[550182],[550328],[551761],[551960],[555946],[556854],[557820],[557836],[558783],[570393],[571726],[575308],[575324],[576030],[588647],
     [183524,518562],[214695,541274],[215815,542945],[242594,558268],[247396,562248],[248321,562386],[250113,518486],[272407,575045],[277177,576903],[282508,580512],[282763,540684],[283684,580829],[299121,587662],[307931,591234],[308186,555624],[309727,591677],[312989,592955],[318484,561995],[318525,596016],[319800,562353],[328956,401584],[334887,601696],[335142,570496],[342688,604227],[343864,574792],[343905,604792],[345705,605152],[349025,576870],[353541,608409],[354590,540382],[354666,580479],[364838,435260],[369402,612694],[370578,587409],[370619,613259],[377655,590495],[378316,615283],[379474,555322],[379550,591201],[380943,615975],[381321,591644],[382880,451682],[388811,618408],[389066,595615],[390148,561979],[393733,597114],[395236,462031],[398414,471824],[399647,466686],[400025,467064],[403655,600957],[404316,621959],[405474,570194],[405550,601663],[408880,474994],[412360,573868],[412629,623941],[413007,604194],[414107,574776],[415548,605074],[417298,482210],[421862,625797],[423038,608156],[423079,626362],[427793,609427],[428048,581769],[428833,582751],[429499,492073],[429873,493160],[433066,494863],[433510,496147],[436088,504500],[437208,586485],[437477,629058],[437855,612661],[438955,587393],[442146,503672],[445533,590479],[445778,615205],[449745,509848],[450123,510226],[453753,617669],[454414,631934],[455572,595313],[455648,618375],[460154,596861],[460195,619416],[461319,564508],[461883,519386],[465079,521783],[465453,522870],[467795,530337],[467964,530506],[468845,600941],[469090,621881],[473057,529228],[473435,529606],[480016,533767],[480460,535051],[484158,607232],[484427,636408],[484805,625764],[485905,608140],[488435,541915],[490254,581467],[490330,609394],[491100,543194],[494715,545734],[496788,552846],[497166,553224],[497277,553335],[501478,550921],[501922,552205],[507566,561304],[508241,556141],[508615,557228],[512007,617653],[512252,631856],[515950,563317],[516096,563463],[517697,596845],[520964,566230],[521588,570818],[523462,572692],[523478,572708],[527621,571013],[527995,572100],[533028,579888],[533174,580034],[533619,575440],[540581,581666],[544162,583966],[545070,584161],[545602,587925],[545618,587941],[550773,588057],[555521,595512],[565360,598967],[565376,598983],[566082,599099],
     [192496,268594,523910,573140],[224717,303891,547197,589520],[255803,336683,566558,602139],[259065,339945,567836,603417],[288268,362106,583480,611195],[291285,372419,584405,613619],[294605,375739,547164,589487],[324392,397430,598571,620860],[327019,406943,599263,622651],[327397,407321,566525,602106],[360169,431106,610838,628284],[360547,431484,583447,611162],[363088,440396,584327,613541],[395680,463315,598493,620782]
   ]
cell #1890 :
  |C| = 427
  W-rep = phi[[2, 2, 1, 1],[1]]+phi[[2, 1, 1, 1],[2]]+phi[[2, 2],[1, 1, 1]]+phi[[2, 1],[2, 1, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     91 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     49 tau_infinity subcells with 4 member(s)
  subcells = [
     [358271],[358528],[390567],[392210],[393885],[414526],[419729],[424638],[424895],[425886],[439374],[447287],[447544],[451861],[457187],[457192],[458343],[470599],[470856],[477219],[478202],[478207],[479715],[482403],[486324],[487439],[487472],[488561],[498681],[499664],[499669],[505727],[505732],[506570],[506603],[507946],[510422],[513761],[514018],[515088],[518116],[525107],[525112],[525950],[525983],[531395],[531428],[532166],[533218],[533396],[537585],[538568],[538573],[542335],[542592],[543364],[548549],[548582],[549320],[553933],[554111],[555701],[559465],[559470],[560308],[560341],[562749],[563732],[563737],[564454],[564711],[568805],[568983],[573623],[577266],[578255],[578288],[579026],[581161],[581263],[582004],[582037],[586240],[593287],[593389],[593924],[594102],[596583],[597321],[606474],[606987],
     [286011,582703],[320533,596678],[322244,597904],[349758,606569],[356647,581166],[356660,609240],[367269,444577],[385267,593292],[385280,617106],[391583,619098],[392118,596550],[401763,475173],[412775,477117],[419102,625185],[419637,606441],[425881,608993],[426408,609171],[432765,501177],[435453,503865],[437623,498579],[445904,505637],[448908,631066],[451856,616859],[452383,617037],[458376,619092],[462570,520663],[464784,527326],[465849,523266],[466832,523164],[467260,529802],[469216,525017],[476925,531326],[479419,533233],[479710,624570],[482436,625179],[484573,537483],[492491,544775],[494314,550372],[494492,550550],[495397,547006],[496273,546916],[498387,548480],[505436,553948],[507979,631060],[509011,557624],[509994,557522],[512378,559375],[519575,565681],[519753,565859],[521343,570573],[522234,567690],[522972,567588],[524816,568820],[528391,572496],[529374,572394],[534301,576712],[535177,576622],[537291,578186],[543917,583721],[547560,589883],[551455,589329],[552331,589239],[556592,592809],[557330,592707],[559174,593939],[568168,603749],[568270,603851],[571464,603271],[572202,603169],[585727,614941],
     [223053,294500,495402,547011],[257314,330467,522201,567657],[275513,348920,534306,576717],[292287,365840,545923,585122],[292814,366367,546101,585300],[295338,376472,585822,615036],[302227,375634,551460,589334],[311238,384391,556559,592776],[327165,398708,566610,599392],[328354,400982,566799,599861],[331343,411267,568173,603754],[331356,411280,600394,623782],[338194,410391,571431,603238],[346707,418300,575629,605869],[347234,418827,575807,606047],[360315,430167,543728,583252],[363214,432670,584465,611502],[364303,434725,546715,585137],[366642,443950,612082,630302],[367177,444485,585694,614908],[373421,443148,588246,614336],[373948,443675,588424,614514],[381089,448806,591729,616104],[382278,451080,591918,616573],[395806,462475,565024,598428],[398516,464715,566689,599407],[398810,472220,621091,634868],[401758,475168,600147,623535],[402285,475695,600325,623713],[407089,472118,602191,622780],[408278,474392,602380,623249],[415674,479620,605212,624605],[416763,481675,576421,605884],[429975,492422,543807,583267],[430269,493556,628223,637972],[431252,493454,611247,628413],[432469,494329,500881,550387],[432760,501172,611467,629687],[435486,503898,612076,630296],[440522,501082,613679,629722],[441611,503137,589038,614351],[448614,507877,591808,616119],[462274,519590,520367,565696],[462565,520658,620682,633939],[463441,520568,620920,633974],[464817,527359,621085,634862],[471926,527257,602270,622795],[492524,544808,628217,637966],[493262,544706,611326,628428]
   ]
cell #1891 :
  |C| = 427
  W-rep = phi[[2, 2, 1, 1],[1]]+phi[[2, 1, 1, 1],[2]]+phi[[2, 2],[1, 1, 1]]+phi[[2, 1],[2, 1, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     91 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     49 tau_infinity subcells with 4 member(s)
  subcells = [
     [358270],[358529],[390566],[392211],[393886],[414525],[419730],[424637],[424896],[425887],[439373],[447286],[447545],[451862],[457176],[457193],[458349],[470598],[470857],[477218],[478191],[478208],[479716],[482409],[486323],[487445],[487463],[488565],[498680],[499653],[499670],[505716],[505733],[506576],[506594],[507952],[510426],[513760],[514019],[515092],[518115],[525096],[525113],[525956],[525974],[531401],[531419],[532170],[533245],[533400],[537584],[538557],[538574],[542334],[542593],[543363],[548555],[548573],[549324],[553960],[554115],[555720],[559454],[559471],[560314],[560332],[562748],[563721],[563738],[564453],[564712],[568832],[568987],[573642],[577265],[578261],[578279],[579030],[581150],[581262],[582010],[582028],[586259],[593276],[593388],[593951],[594106],[596574],[597325],[606465],[607006],
     [286005,582704],[320527,596679],[322243,597910],[349752,606570],[356554,581167],[356659,609246],[367270,444578],[385174,593293],[385279,617112],[391582,619119],[392015,596556],[401764,475174],[412764,531372],[415576,575130],[419101,625206],[419534,606447],[425870,609020],[426304,609175],[432766,501178],[435459,503871],[437612,548526],[445806,590301],[445895,554087],[448907,631122],[451845,616886],[452279,617041],[458367,619111],[462571,520664],[464790,527332],[465848,523265],[466821,567634],[467264,529806],[469118,600763],[469207,568959],[476929,573720],[479699,624653],[482427,625198],[484562,578232],[492497,544781],[494341,550399],[494496,550554],[495386,546995],[496264,585276],[498391,586337],[507970,631114],[509010,557623],[509983,592753],[512280,617475],[512369,594078],[519602,565708],[519757,565863],[521362,570592],[522225,567681],[522976,599958],[528390,572495],[529363,603215],[534290,576701],[535168,606023],[537295,607084],[543936,583740],[547559,589882],[551444,589318],[552322,614490],[556583,592800],[557334,616670],[568157,603738],[568269,603850],[571455,603262],[572206,623346],[585718,614932],
     [222960,366560,495403,547012],[257211,401606,522207,567663],[275420,419020,534307,576718],[292276,434771,545950,585149],[292710,435340,546105,585304],[295332,376466,585823,615037],[302134,443868,551461,589335],[311135,451704,556565,592782],[327154,464761,521656,599419],[328345,466616,566818,599880],[331250,411174,568174,603755],[331355,411279,600400,623788],[338091,475016,571437,603244],[346696,481721,575656,605896],[347130,482290,575811,606051],[360304,491946,492468,583279],[363116,440424,545424,587747],[363205,494468,545656,611521],[364307,496069,496175,611863],[366641,443949,612103,630323],[367074,444382,585700,614914],[373410,503183,588273,614363],[373844,503752,588428,614518],[381078,507923,556014,616131],[382269,509778,591937,616592],[395708,463343,565182,598789],[395797,519308,519729,598447],[398520,521440,521811,621117],[398809,472219,621147,634924],[401747,475157,600174,623562],[402181,475591,600329,623717],[407078,527303,570886,622807],[408269,529158,602399,623268],[415665,533372,575362,624624],[416767,534973,535079,624966],[429979,492101,544014,610803],[430268,493555,610833,638028],[431241,544752,584034,628440],[432749,501161,611550,629770],[435477,503889,612095,630315],[440513,550526,587979,629741],[441615,552127,552233,630083],[448618,555798,556169,631092],[462554,520647,598476,634022],[463432,565835,599021,633993],[464808,527350,621139,634916],[471930,570670,571041,634894],[492515,544799,610825,638020],[493266,583818,584189,637998]
   ]
cell #1892 :
  |C| = 189
  W-rep = phi[[2, 1, 1, 1],[1, 1]]+phi[[2, 1, 1],[1, 1, 1]]
  special rep = phi[[2, 1, 1],[1, 1, 1]] , dim = 105
  orbit = [4, 2, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     21 tau_infinity subcells with 1 member(s)
     84 tau_infinity subcells with 2 member(s)
  subcells = [
     [216030],[248890],[250361],[277746],[284066],[284356],[285953],[313371],[313661],[320189],[320475],[349414],[349700],[356032],[356263],[384652],[384883],[391540],[415962],[419059],[448865],
     [50738,190128],[66525,222704],[75857,240226],[85266,256996],[90729,266226],[96231,275164],[106855,292252],[108714,294955],[113385,301878],[119624,310920],[125087,320150],[130534,327130],[132318,329026],[133789,330994],[139004,337876],[145759,346672],[147618,349375],[152289,356298],[155440,360280],[159808,293012],[160098,364959],[161695,366859],[167221,373386],[169080,376089],[173696,381054],[175480,382950],[176951,384918],[182166,391800],[190167,329065],[190453,400112],[191972,401723],[197008,407054],[198792,408950],[200263,410918],[206758,347432],[207048,417419],[208645,419319],[214171,425846],[219657,431217],[221416,432725],[222438,433457],[222669,364924],[225286,304460],[231606,374146],[231896,442267],[233493,444167],[240265,382989],[240551,450210],[242070,451821],[252671,462530],[255489,464638],[256736,399583],[259447,340327],[259737,340617],[266265,408989],[266551,473522],[268070,475133],[273876,479675],[274898,480407],[275129,417384],[287954,492345],[291001,432550],[294994,376128],[295280,376414],[300590,501137],[301612,501869],[301843,442232],[309413,507800],[310660,449681],[324108,462355],[325970,520623],[330728,410652],[330959,410883],[336369,527180],[337616,472993],[345421,479500],[361792,544629],[363502,440810],[366599,443907],[372135,500962],[396094,463729],[397146,520448],[398767,472177],[430226,493513]
   ]
cell #1893 :
  |C| = 315
  W-rep = phi[[2, 2, 1],[1, 1]]+phi[[2, 1, 1],[2, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [118299],[142234],[163696],[171120],[171134],[181926],[194432],[194446],[202389],[208405],[210646],[213071],[213085],[224252],[224266],[227237],[237234],[237248],[238925],[244530],[244544],[247105],[257358],[258638],[263234],[263248],[270822],[270836],[272116],[273497],[276712],[276726],[279697],[292590],[292862],[297536],[297550],[298830],[303426],[303440],[306216],[306322],[306594],[309265],[311282],[312562],[317158],[317172],[330511],[333172],[333278],[333550],[338238],[339518],[342226],[342373],[347010],[347282],[351956],[351970],[353250],[357846],[357860],[366143],[366415],[367221],[368940],[369087],[373724],[373996],[378023],[384435],[387096],[387202],[387474],[392162],[393442],[401269],[402061],[402333],[404023],[410435],[418603],[418875],[419681],[421400],[421547],[426184],[426456],[434029],[434967],[443451],[443723],[444529],[451367],[452159],[452431],[454121],[474679],[475471],[475743],[480979],[481917],[502441],[503379],
     [50739,328641],[66493,364545],[75858,382565],[83941,137679],[85026,191492],[85040,328494],[85265,257344],[90730,408565],[96199,417005],[103330,156810],[105755,222207],[105769,291651],[106854,292484],[108715,435773],[113353,441853],[119384,241590],[119398,382418],[119623,311268],[125088,458663],[127958,185091],[127972,251459],[130533,256174],[132319,465944],[133757,467502],[138764,267590],[138778,408418],[139003,338224],[144659,274667],[144673,346071],[145758,346904],[147619,482723],[152257,488803],[155439,217192],[160066,495447],[161455,233253],[161469,435626],[161694,367207],[166121,301381],[166135,372785],[167220,373618],[169081,504185],[173695,310098],[175481,509106],[176919,510664],[181940,458516],[182165,392148],[187136,326761],[187150,397796],[188827,264925],[188841,465345],[189849,522024],[190452,330497],[191971,401955],[197007,337054],[198793,528486],[200231,530044],[207016,534351],[208419,482576],[208644,419667],[214170,426078],[218362,289809],[218376,429765],[219656,362477],[221037,300211],[221143,494709],[221415,433409],[222437,366037],[231864,551505],[233267,504038],[233492,444515],[238939,508507],[239947,556382],[240550,384421],[242069,452053],[252292,325591],[252398,461877],[252670,395579],[255341,336221],[255488,399419],[256727,401122],[264939,527887],[265947,571254],[266550,410421],[268069,475365],[273603,533613],[273875,480359],[274897,418497],[287806,361644],[287953,359941],[289823,545336],[290992,433262],[300317,550767],[300589,501821],[301611,443345],[309412,449517],[310651,451220],[324099,395432],[325697,566076],[325969,521307],[336368,472829],[337607,474532],[345412,480212],[361791,494165],[372126,501674],[397137,521160]
   ]
cell #1894 :
  |C| = 175
  W-rep = phi[[2, 2, 2],[1]]+phi[[2, 1],[2, 2]]
  special rep = phi[[2, 1],[2, 2]] , dim = 140
  orbit = [4, 4, 3, 3]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 140
     105 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [100620],[120799],[123945],[124083],[143431],[143569],[144909],[150986],[164893],[165031],[170573],[171370],[172322],[173515],[193885],[194682],[195634],[201633],[201806],[202209],[204925],[211843],[211981],[223705],[226481],[226654],[227057],[234917],[235459],[243983],[244780],[245732],[249673],[249811],[257882],[258055],[260917],[261459],[269692],[276165],[278941],[279114],[279517],[283461],[284258],[285210],[293382],[296406],[302879],[308884],[311806],[311979],[313563],[314841],[315383],[319387],[319560],[319963],[329367],[335840],[338762],[338935],[344767],[344940],[347802],[349188],[350826],[355529],[356071],[357299],[371481],[371654],[374516],[378478],[380413],[381484],[383291],[384691],[389764],[391018],[392686],[392859],[404478],[406413],[409291],[413170],[414977],[416001],[423941],[424114],[426976],[438018],[439825],[446231],[448550],[454576],[456511],[459389],[469543],[476861],[484968],[486775],[498323],[512705],[537227],
     [86441,140179],[106005,166371],[128208,187386],[130353,196827],[155259,219476],[157975,229773],[160000,224502],[184819,251804],[185361,253732],[189941,258458],[206950,276962],[217232,287334],[221935,291996],[222477,293924],[231798,303676],[240039,312382],[256214,328022],[259639,340519],[266039,339338],[274395,346416],[274937,348344],[294768,375902],[301109,373130],[301651,375058],[310138,381946],[326489,398141],[327560,407484],[330767,410691],[337094,407946],[360710,431647],[362517,432109],[363541,440849],[396133,463768],[398452,471862],[429911,493198]
   ]
cell #1895 :
  |C| = 315
  W-rep = phi[[2, 2, 1],[1, 1]]+phi[[2, 1, 1],[2, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [115681],[118196],[135061],[141625],[142131],[160482],[163087],[163593],[170358],[178223],[190325],[190883],[193670],[207432],[210037],[210543],[213803],[222745],[222918],[223490],[232280],[237966],[240423],[240981],[243768],[247867],[248373],[263966],[266423],[266981],[270934],[272878],[275205],[275378],[275950],[277229],[283246],[284740],[295152],[297648],[299592],[301919],[302092],[302664],[306333],[306697],[308669],[309779],[317890],[320347],[320905],[330609],[331035],[331208],[333289],[333653],[335625],[342384],[342740],[345381],[349572],[352068],[354012],[356339],[356512],[357084],[365000],[366154],[366518],[369098],[369454],[376286],[377992],[378016],[380980],[384533],[384959],[385132],[387213],[387577],[389549],[401280],[403992],[404016],[410533],[410959],[411132],[412666],[417460],[418614],[418978],[421558],[421914],[434960],[437514],[442308],[443462],[443826],[451378],[454090],[454114],[474690],[481910],[484464],[503372],
     [50740,257072],[66504,292524],[75859,310996],[81323,251467],[83838,137576],[85138,328502],[85276,257241],[90731,337952],[96210,346944],[102721,217181],[103227,156707],[106487,291659],[106957,292473],[108716,366935],[113364,373658],[119496,382426],[119634,311165],[125089,391876],[127196,184988],[131295,256163],[131801,191389],[132320,400188],[133768,401995],[138876,408426],[139014,338121],[145391,346079],[145861,346893],[147620,419395],[152268,426118],[158988,222104],[160077,433963],[161567,435634],[161705,367104],[166853,372793],[167323,373607],[169082,444243],[174457,310087],[174963,241487],[175482,450286],[176930,452093],[182038,458524],[182176,392045],[187868,397804],[188939,465353],[189860,465491],[190463,401636],[192074,401944],[197769,337043],[198275,267487],[198794,473598],[200242,475405],[205938,274564],[207027,480913],[208517,482584],[208655,419564],[214273,426067],[218474,429773],[220418,362466],[221154,494753],[221518,433398],[222448,434936],[224769,303943],[230786,301278],[231875,502375],[233365,504046],[233503,444412],[239037,508515],[239958,508653],[240561,451734],[242172,452042],[252409,461921],[252773,395568],[254745,326658],[255499,465314],[255855,336735],[256720,466723],[265037,527895],[265958,528033],[266561,475046],[268172,475354],[273614,533657],[273978,480348],[274908,481886],[287964,429734],[288320,362158],[289921,545344],[290961,372095],[290985,494900],[300328,550811],[300692,501810],[301622,503348],[309423,508476],[310644,509885],[324068,397106],[324092,462068],[325708,566120],[326072,521296],[327056,406980],[336379,527856],[337600,529265],[345405,533804],[360206,431143],[361802,545305],[372119,550958],[397130,566267]
   ]
cell #1896 :
  |C| = 315
  W-rep = phi[[2, 2, 1],[1, 1]]+phi[[2, 1, 1],[2, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [171135],[173577],[194447],[202271],[202388],[213086],[224267],[227119],[227236],[235679],[237249],[244545],[247104],[248266],[257359],[258637],[261679],[263249],[270837],[272115],[276727],[277122],[279579],[279696],[282453],[292591],[292861],[294144],[297551],[298829],[303441],[306323],[306593],[307876],[309672],[311283],[312561],[315603],[317173],[330512],[333279],[333549],[334832],[338239],[339517],[342372],[342633],[345369],[347011],[347281],[348564],[351971],[353249],[357861],[366144],[366414],[367222],[369086],[369347],[373725],[373995],[375278],[377980],[378015],[380979],[384436],[387203],[387473],[388756],[392163],[393441],[401268],[402062],[402332],[403980],[404015],[410436],[412665],[418604],[418874],[419682],[421546],[421807],[426185],[426455],[427738],[434030],[434959],[437513],[443452],[443722],[444530],[451366],[452160],[452430],[454078],[454113],[474678],[475472],[475742],[480980],[481909],[484463],[502442],[503371],
     [50744,328640],[66494,364537],[75863,382564],[85041,399683],[85264,328901],[90735,408564],[96200,416997],[105770,363765],[106853,364502],[108720,435772],[113354,441845],[119399,449781],[119622,382825],[125093,458662],[127973,323319],[130415,196889],[130532,327792],[131694,258520],[132324,465943],[133758,467494],[138779,473093],[139002,408825],[144674,416225],[145757,416962],[147624,482722],[152258,488795],[155321,219538],[155438,287104],[158195,292058],[160067,495439],[161470,496824],[161693,436033],[166136,441073],[167219,441810],[169086,504184],[173694,381716],[174856,312444],[175486,509105],[176920,510656],[181941,516255],[182164,458923],[185581,251866],[187151,463992],[188842,521889],[189850,521988],[190451,401529],[191970,467459],[197006,407716],[198168,339400],[198798,528485],[200232,530036],[205145,346478],[207017,534343],[208420,535728],[208643,482983],[214169,488760],[218377,492179],[219655,431879],[221144,545692],[221414,495016],[222436,434924],[224662,303836],[229993,373192],[231865,551497],[233268,552882],[233491,504445],[238940,556247],[239948,556346],[240549,451627],[242068,510621],[252399,519344],[252669,462184],[253952,398203],[255487,465302],[255748,336628],[256719,466722],[264940,571119],[265948,571218],[266549,474939],[268068,530001],[273604,575398],[273874,533920],[274896,481874],[287952,429722],[288213,362051],[289824,584267],[290949,372083],[290984,494899],[300318,588015],[300588,551074],[301610,503336],[309411,508464],[310643,509884],[324056,397094],[324091,462067],[325698,599057],[325968,566383],[327055,406979],[336367,527844],[337599,529264],[345404,533803],[360205,431142],[361790,545293],[372118,550957],[397129,566266]
   ]
cell #1897 :
  |C| = 126
  W-rep = phi[[3, 1, 1],[1, 1]]
  special rep = phi[[3, 1, 1],[1, 1]] , dim = 126
  orbit = [6, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [101722],[102623],[107169],[126970],[127098],[131197],[131996],[146073],[154516],[158762],[158890],[159663],[159736],[167535],[174359],[175158],[189198],[190012],[192286],[197671],[198470],[205712],[205840],[206613],[206686],[214485],[220320],[222578],[223130],[224964],[230560],[230688],[231461],[231534],[239296],[240110],[242384],[248568],[251989],[254519],[254647],[257436],[259302],[259375],[265296],[266110],[268384],[275038],[275590],[277424],[283921],[283994],[286815],[287212],[287563],[290180],[292181],[292402],[292940],[294839],[301752],[302304],[304138],[311360],[313226],[313299],[320034],[322653],[323445],[323767],[327900],[328251],[328460],[330868],[338316],[340182],[340255],[346601],[346822],[347360],[349259],[356172],[358941],[359539],[359617],[363891],[364213],[364368],[373315],[373536],[374074],[375973],[381824],[382175],[382384],[384792],[395093],[398326],[399017],[399095],[407824],[408175],[408384],[410792],[416351],[416673],[416828],[431987],[432338],[432923],[441199],[441521],[441676],[449115],[449193],[464118],[464440],[472427],[472505],[479873],[493763],[493841],[501335],[519265],[520821],[543648]
   ]
cell #1898 :
  |C| = 315
  W-rep = phi[[2, 2, 1],[1, 1]]+phi[[2, 1, 1],[2, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [115682],[118184],[135062],[141624],[142119],[160483],[163086],[163581],[170346],[178224],[190326],[190882],[193658],[207433],[210036],[210531],[213804],[222746],[222917],[223478],[232281],[237967],[240424],[240980],[243756],[247866],[248361],[263967],[266424],[266980],[270935],[272877],[275206],[275377],[275938],[277217],[283234],[284741],[295153],[297649],[299591],[301920],[302091],[302652],[306334],[306696],[308657],[309767],[317891],[320348],[320904],[330610],[331036],[331207],[333290],[333652],[335613],[342383],[342728],[345297],[349573],[352069],[354011],[356340],[356511],[357072],[365001],[366155],[366517],[369097],[369442],[376287],[377908],[378009],[380910],[384534],[384960],[385131],[387214],[387576],[389537],[401279],[403908],[404009],[410534],[410960],[411131],[412596],[417461],[418615],[418977],[421557],[421902],[434953],[437444],[442309],[443463],[443825],[451377],[454006],[454107],[474689],[481903],[484394],[503365],
     [50745,257071],[66505,292523],[75864,310995],[81324,251466],[83826,137564],[85139,328501],[85275,257229],[90736,337951],[96211,346943],[102720,217169],[103215,156695],[106488,291658],[106956,292461],[108721,366934],[113365,373657],[119497,382425],[119633,311153],[125094,391875],[127184,184976],[131294,256151],[131789,191377],[132325,400187],[133769,401994],[138877,408425],[139013,338109],[145392,346078],[145860,346881],[147625,419394],[152269,426117],[158976,222092],[160078,433962],[161568,435633],[161704,367092],[166854,372792],[167322,373595],[169087,444242],[174456,310075],[174951,241475],[175487,450285],[176931,452092],[182039,458523],[182175,392033],[187869,397803],[188940,465352],[189861,465490],[190462,401624],[192073,401932],[197768,337031],[198263,267475],[198799,473597],[200243,475404],[205926,274552],[207028,480912],[208518,482583],[208654,419552],[214272,426055],[218475,429772],[220417,362454],[221155,494752],[221517,433386],[222447,434852],[224757,303931],[230774,301266],[231876,502374],[233366,504045],[233502,444400],[239038,508514],[239959,508652],[240560,451722],[242171,452030],[252410,461920],[252772,395556],[254733,326646],[255498,465230],[255843,336723],[256713,466653],[265038,527894],[265959,528032],[266560,475034],[268171,475342],[273615,533656],[273977,480336],[274907,481802],[287963,429650],[288308,362146],[289922,545343],[290877,372011],[290978,494830],[300329,550810],[300691,501798],[301621,503264],[309422,508392],[310637,509815],[323984,397022],[324085,461998],[325709,566119],[326071,521284],[326986,406910],[336378,527772],[337593,529195],[345398,533734],[360136,431073],[361801,545221],[372112,550888],[397123,566197]
   ]
cell #1899 :
  |C| = 315
  W-rep = phi[[2, 2, 1],[1, 1]]+phi[[2, 1, 1],[2, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [171136],[194448],[202387],[213087],[224268],[227235],[235667],[237250],[238512],[244546],[247103],[248254],[257360],[258636],[261667],[263250],[270409],[270838],[272114],[276728],[277110],[279695],[282441],[292592],[292860],[294132],[297123],[297552],[298828],[303442],[306324],[306592],[307864],[309660],[311284],[312560],[315591],[317174],[330513],[333280],[333548],[334820],[338240],[339516],[342371],[342621],[345285],[347012],[347280],[348552],[351543],[351972],[353248],[357862],[366145],[366413],[367223],[369085],[369335],[373726],[373994],[375266],[377896],[378008],[380909],[384437],[387204],[387472],[388744],[392164],[393440],[401267],[402063],[402331],[403896],[404008],[410437],[412595],[418605],[418873],[419683],[421545],[421795],[426186],[426454],[427726],[434031],[434952],[437443],[443453],[443721],[444531],[451365],[452161],[452429],[453994],[454106],[474677],[475473],[475741],[480981],[481902],[484393],[502443],[503364],
     [50748,328639],[66495,364530],[75867,382563],[85042,399613],[85263,328889],[90739,408563],[96201,416990],[105771,433032],[106852,364418],[108724,435771],[113355,441838],[119400,449711],[119621,382813],[125097,458661],[127974,395202],[130531,399145],[131682,330084],[132328,465942],[133759,467487],[138780,473023],[139001,408813],[144675,479982],[145756,416878],[147628,482721],[152259,488788],[155437,359667],[158183,364129],[160068,495432],[161471,496754],[161692,436021],[166137,501444],[167218,441726],[169090,504183],[173693,449243],[174844,384008],[175490,509104],[176921,510649],[181942,516185],[182163,458911],[185569,323683],[187152,520930],[188414,264512],[188843,521554],[189851,521960],[190450,401517],[191969,467375],[197005,472555],[198156,410008],[198802,528484],[200233,530029],[205133,416589],[207018,534336],[208421,535658],[208642,482971],[214168,488676],[217949,289396],[218378,544128],[219654,493891],[221145,545454],[221413,494607],[222435,434840],[224650,303824],[229981,441437],[231866,551490],[233269,552812],[233490,504433],[238941,555912],[239949,556318],[240548,451615],[242067,510537],[252400,565212],[252668,519868],[253940,464356],[255486,465218],[255736,336616],[256712,466652],[264941,570784],[265949,571190],[266548,474927],[268067,529917],[273605,575160],[273873,533511],[274895,481790],[287951,429638],[288201,362039],[289825,583932],[290865,371999],[290977,494829],[300319,587777],[300587,550665],[301609,503252],[309410,508380],[310636,509814],[323972,397010],[324084,461997],[325699,598819],[325967,565974],[326985,406909],[336366,527760],[337592,529194],[345397,533733],[360135,431072],[361789,545209],[372111,550887],[397122,566196]
   ]
cell #1900 :
  |C| = 126
  W-rep = phi[[3, 1, 1],[1, 1]]
  special rep = phi[[3, 1, 1],[1, 1]] , dim = 126
  orbit = [6, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [66548],[85282],[96254],[102727],[106963],[107110],[113408],[119640],[127204],[131301],[131809],[133812],[139020],[145867],[146014],[152312],[153629],[154612],[158996],[159517],[160121],[161711],[167329],[167476],[174463],[174971],[176974],[182182],[184575],[189294],[190469],[192080],[192227],[197775],[198283],[200286],[205946],[206467],[207071],[208661],[214279],[214426],[220424],[221524],[221691],[222454],[223071],[224777],[230794],[231315],[231919],[233509],[239392],[240567],[242178],[242325],[248381],[252779],[254753],[255505],[255863],[256784],[259156],[265392],[266567],[268178],[268325],[273984],[274151],[274914],[275531],[277237],[283775],[287970],[288328],[290276],[291049],[291376],[292232],[300698],[300865],[301628],[302245],[303951],[309429],[309787],[310708],[313080],[324156],[324483],[326078],[326245],[326960],[327110],[336385],[336743],[337664],[340036],[345469],[345796],[346652],[359381],[360110],[360260],[361808],[362166],[363015],[372183],[372510],[373366],[380884],[381034],[394725],[395607],[397194],[397521],[406884],[407034],[415475],[429038],[431047],[431197],[440323],[461647],[463242],[491735]
   ]
cell #1901 :
  |C| = 315
  W-rep = phi[[2, 2, 1],[1, 1]]+phi[[2, 1, 1],[2, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [171137],[194449],[202386],[213088],[224269],[227234],[235656],[237251],[238409],[244547],[247102],[248243],[257361],[258635],[261656],[263251],[270306],[270839],[272113],[276729],[277099],[279694],[282430],[292593],[292859],[294121],[297020],[297553],[298827],[303443],[306325],[306591],[307853],[309649],[311285],[312559],[315580],[317175],[330514],[333281],[333547],[334809],[338241],[339515],[342370],[342610],[345274],[347013],[347279],[348541],[351440],[351973],[353247],[357863],[366146],[366412],[367224],[369084],[369324],[373727],[373993],[375255],[377885],[378007],[380908],[384438],[387205],[387471],[388733],[392165],[393439],[401266],[402064],[402330],[403885],[404007],[410438],[412594],[418606],[418872],[419684],[421544],[421784],[426187],[426453],[427715],[434032],[434951],[437442],[443454],[443720],[444532],[451364],[452162],[452428],[453983],[454105],[474676],[475474],[475740],[480982],[481901],[484392],[502444],[503363],
     [50751,328638],[66496,364529],[75870,382562],[85043,399612],[85262,328878],[90742,408562],[96202,416989],[105772,433031],[106851,364407],[108727,435770],[113356,441837],[119401,449710],[119620,382802],[125100,458660],[127975,395201],[130530,399134],[131671,329981],[132331,465941],[133760,467486],[138781,473022],[139000,408802],[144676,479981],[145755,416867],[147631,482720],[152260,488787],[155436,359656],[158172,364026],[160069,495431],[161472,496753],[161691,436010],[166138,501443],[167217,441715],[169093,504182],[173692,449232],[174833,383905],[175493,509103],[176922,510648],[181943,516184],[182162,458900],[185558,323580],[187153,520929],[188311,264409],[188844,521553],[189852,521959],[190449,401506],[191968,467364],[197004,472544],[198145,409905],[198805,528483],[200234,530028],[205122,416486],[207019,534335],[208422,535657],[208641,482960],[214167,488665],[217846,289293],[218379,544127],[219653,493880],[221146,545453],[221412,494596],[222434,434829],[224639,303813],[229970,441334],[231867,551489],[233270,552811],[233489,504422],[238942,555911],[239950,556317],[240547,451604],[242066,510526],[252401,565211],[252667,519857],[253929,464253],[255485,465207],[255725,336605],[256711,466651],[264942,570783],[265950,571189],[266547,474916],[268066,529906],[273606,575159],[273872,533500],[274894,481779],[287950,429627],[288190,362028],[289826,583931],[290854,371988],[290976,494828],[300320,587776],[300586,550654],[301608,503241],[309409,508369],[310635,509813],[323961,396999],[324083,461996],[325700,598818],[325966,565963],[326984,406908],[336365,527749],[337591,529193],[345396,533732],[360134,431071],[361788,545198],[372110,550886],[397121,566195]
   ]
cell #1902 :
  |C| = 140
  W-rep = phi[[3, 2, 1, 1],[]]+phi[[3],[2, 1, 1]]
  special rep = phi[[3],[2, 1, 1]] , dim = 105
  orbit = [6, 4, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     70 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [80211],[100934],[101470],[101545],[121113],[124297],[124903],[125212],[143783],[147434],[147743],[151205],[152046],[152081],[165245],[172541],[174017],[176708],[176743],[180946],[181895],[181922],[195853],[202711],[203865],[205460],[205495],[208374],[208401],[212195],[213067],[214123],[227559],[228713],[235994],[237230],[238565],[238894],[238921],[242022],[245951],[250025],[261994],[263230],[270462],[270818],[273299],[273493],[273828],[280019],[281173],[285429],[286177],[297176],[297532],[306212],[309126],[309243],[315918],[317154],[321619],[333168],[342204],[345175],[351596],[351952],[357842],[368918],[387092],[421378],
     [86755,140493],[108530,168896],[108839,169205],[130855,197329],[133546,200020],[133581,200055],[155761,219978],[158510,230308],[158545,230343],[161424,233222],[161451,233249],[185896,254267],[185931,254302],[188467,264565],[188796,264894],[188823,264921],[191924,268022],[218002,289449],[218331,289778],[218358,289805],[220839,300013],[221033,300207],[221368,300542],[252094,325393],[252288,325587],[252623,325922],[255202,336082],[255319,336199],[286476,359229],[287667,361505],[287784,361622],[290755,371889],[322769,394841],[323862,396900],[359043,429140]
   ]
cell #1903 :
  |C| = 175
  W-rep = phi[[3],[2, 1, 1]]+phi[[1],[4, 1, 1]]
  special rep = phi[[3],[2, 1, 1]] , dim = 105
  orbit = [6, 4, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [137418],[165378],[165744],[193232],[196155],[196183],[219207],[225961],[225989],[229045],[229083],[253480],[253508],[260129],[260355],[260393],[263611],[288749],[288975],[289013],[295399],[295676],[295907],[324624],[324901],[325132],[331469],[331658],[359146],[360774],[360963],[367370],[394769],[396226],[429086],
     [61979,153279],[79466,181201],[80191,126017],[94775,204120],[100474,213216],[100589,152873],[101517,153430],[101580,358826],[111929,228968],[117923,237379],[118038,180580],[124430,182523],[124605,247215],[124796,182889],[125572,321874],[137303,263379],[142663,271667],[143916,212328],[144091,272226],[144282,212694],[150833,281428],[151507,214794],[151535,214822],[151724,282567],[152758,357991],[164125,298381],[165553,298940],[169920,243330],[171440,307404],[172843,246253],[172871,246281],[173060,307990],[180465,317303],[181278,248913],[181316,248951],[182698,393552],[194752,334360],[196372,334946],[201113,278421],[201141,278449],[202121,343169],[202716,343433],[204197,281505],[204235,281543],[211075,352801],[212503,353360],[213448,284385],[215011,427852],[226969,369883],[227564,370147],[234129,314053],[234355,314279],[234393,314317],[235415,378825],[237611,317535],[244850,388284],[246470,388870],[261415,404825],[268685,349819],[268962,350096],[269193,350327],[270183,413423],[279429,422343],[280024,422607],[296897,438271],[304513,385393],[304702,385582],[315339,454923],[340656,419830],[351317,485221]
   ]
cell #1904 :
  |C| = 175
  W-rep = phi[[3, 1, 1, 1],[1]]+phi[[3, 1],[1, 1, 1]]
  special rep = phi[[3, 1],[1, 1, 1]] , dim = 105
  orbit = [6, 2, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [80221],[100944],[101550],[121123],[125102],[125217],[125984],[147633],[147748],[152086],[152261],[152452],[176748],[176923],[177114],[181944],[181972],[182161],[205500],[208423],[208451],[208640],[214128],[214166],[238943],[238971],[242027],[242065],[248233],[273833],[273871],[277089],[309131],[309639],[345201],
     [50753,132333],[66497,160070],[75872,175495],[85044,189853],[85261,190448],[86765,140503],[90744,198807],[96203,207020],[105773,221147],[106850,222433],[108729,169095],[108844,169210],[113357,231868],[119402,239951],[119619,240546],[127976,252402],[130529,255484],[131661,256705],[133586,200060],[133761,200235],[133952,200426],[138782,265951],[138999,266546],[144677,273607],[145754,274893],[155435,287949],[158162,290970],[158550,230348],[161473,233271],[161501,233299],[161690,233488],[166139,300321],[167216,301607],[173691,309408],[174823,310629],[185548,324077],[185936,254307],[187154,325701],[188214,326924],[188845,264943],[188873,264971],[191929,268027],[191967,268065],[197003,336364],[198135,337585],[205112,345390],[217749,360074],[218380,289827],[218408,289855],[219652,361787],[221373,300547],[221411,300585],[224629,303803],[229960,372104],[238312,380848],[250804,394689],[252628,325927],[252666,325965],[253919,397115],[255207,336087],[255715,336595],[264312,406848],[287672,361510],[288180,362018],[289196,431011],[290781,371915],[322774,394846],[322912,461611],[323888,396926],[359069,429166]
   ]
cell #1905 :
  |C| = 245
  W-rep = phi[[2, 1],[2, 2]]+phi[[1, 1],[3, 2]]
  special rep = phi[[2, 1],[2, 2]] , dim = 140
  orbit = [4, 4, 3, 3]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [263633],[295929],[325154],[331554],[360859],[365600],[367438],[395306],[396294],[400337],[418060],[429542],[433136],[434124],[442908],[450435],[465122],[471602],[473747],[480086],[481074],[500208],[501548],[502536],[508284],[521034],[524318],[526471],[527664],[544497],[545113],[547909],[565613],[568364],[583566],
     [180867,390161],[203786,414120],[212989,354597],[213470,284407],[228634,438968],[235215,445546],[237152,379481],[237633,317557],[246976,318628],[261215,468858],[263152,405481],[269215,350349],[269865,476516],[270040,412367],[271987,344008],[281094,485918],[293680,495915],[296579,497978],[296754,437215],[298701,370722],[304598,385478],[305632,445404],[305779,379078],[315139,512020],[317076,455579],[321540,517710],[329540,522563],[329715,466424],[332588,468716],[332735,405078],[340724,419898],[341441,413319],[341646,476492],[348100,534819],[350999,536882],[351174,484165],[353121,423182],[355827,540594],[357764,490261],[365453,495773],[368155,438167],[368360,497954],[374814,551973],[377180,446392],[380711,555534],[383464,556921],[383639,509586],[386512,511878],[386659,455176],[391191,562046],[391366,515957],[393313,460298],[400542,522539],[403180,469704],[406711,570406],[409464,571793],[409639,528966],[415150,574843],[415325,533035],[417913,534677],[420615,485117],[420820,536858],[425494,540452],[425641,489858],[427274,581679],[439998,587460],[440173,550189],[442761,551831],[446975,590756],[448143,555392],[448290,514764],[450640,556897],[453278,512866],[456809,595525],[457731,516909],[457936,562022],[459562,596912],[459737,563324],[470287,601218],[471455,570264],[473952,571769],[477930,574203],[478746,539112],[478951,574819],[486948,608207],[487123,579895],[487960,541440],[489711,581537],[499392,586820],[500413,587436],[504938,558676],[506308,590732],[507091,560829],[513449,617930],[514617,595383],[517114,596888],[525688,601194],[530755,577615],[531570,604313],[538296,607567],[539317,608183],[548724,612780],[553492,593483],[560046,617906],[578430,625883]
   ]
cell #1906 :
  |C| = 315
  W-rep = phi[[2, 2, 1],[1, 1]]+phi[[2, 1, 1],[2, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [171146],[194458],[202399],[213097],[224278],[227247],[235668],[237260],[238513],[244556],[247115],[248255],[257370],[258648],[261668],[263260],[270410],[270848],[272126],[276738],[277111],[279707],[282442],[292697],[292872],[294133],[297124],[297562],[298840],[303452],[306429],[306604],[307865],[309661],[311294],[312572],[315592],[317184],[330523],[333385],[333560],[334821],[338250],[339528],[342475],[342622],[345286],[347117],[347292],[348553],[351544],[351982],[353260],[357872],[366250],[366425],[367233],[369189],[369336],[373831],[374006],[375267],[377897],[378102],[380916],[384447],[387309],[387484],[388745],[392174],[393452],[401371],[402168],[402343],[403897],[404102],[410447],[412602],[418710],[418885],[419693],[421649],[421796],[426291],[426466],[427727],[434707],[435046],[437450],[443558],[443733],[444541],[451469],[452266],[452441],[453995],[454200],[474781],[475578],[475753],[481657],[481996],[484400],[503119],[503458],
     [50793,328743],[66559,364624],[75912,382667],[85052,399620],[85338,328890],[90784,408667],[96265,417084],[105781,433039],[106864,364419],[108769,435875],[113419,441932],[119410,449718],[119696,382814],[125142,458765],[127984,395209],[130543,399146],[131683,330085],[132944,466560],[133823,467581],[138790,473030],[139076,408814],[144685,479989],[145768,416879],[147673,482825],[152323,488882],[155449,359668],[158184,364130],[160752,495978],[161481,496761],[161767,436022],[166147,501451],[167230,441727],[169135,504287],[173705,449244],[174845,384009],[176106,509722],[176985,510743],[181952,516192],[182238,458912],[185570,323684],[187162,520937],[188415,264513],[188853,521561],[190615,522376],[191184,401518],[191981,467376],[197017,472556],[198157,410009],[199418,529102],[200297,530123],[205134,416590],[207702,534882],[208431,535665],[208717,482972],[214180,488677],[217950,289397],[218388,544135],[219666,493892],[221250,545482],[221425,494608],[223225,434841],[224651,303825],[229982,441438],[232550,552036],[233279,552819],[233565,504434],[238951,555919],[240713,556734],[241282,451616],[242079,510538],[252505,565240],[252680,519869],[253941,464357],[255590,465219],[255737,336617],[257506,466659],[264951,570791],[266713,571606],[267282,474928],[268079,529918],[273710,575188],[273885,533512],[275685,481791],[288055,429639],[288202,362040],[289835,583939],[290866,372000],[291071,494836],[300424,587805],[300599,550666],[302399,503253],[309514,508381],[311430,509821],[323973,397011],[324178,462004],[325804,598847],[325979,565975],[326992,406916],[336470,527761],[338386,529201],[345491,533740],[360142,431079],[361893,545210],[372205,550894],[397216,566203]
   ]
cell #1907 :
  |C| = 126
  W-rep = phi[[3, 1, 1],[1, 1]]
  special rep = phi[[3, 1, 1],[1, 1]] , dim = 126
  orbit = [6, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [66602],[85355],[96308],[102737],[106973],[107194],[113462],[119713],[127216],[131311],[131821],[133866],[139093],[145877],[146098],[152366],[153630],[154613],[159008],[159518],[160795],[161784],[167339],[167560],[174473],[174983],[177028],[182255],[184576],[189295],[191201],[192090],[192311],[197785],[198295],[200340],[205958],[206468],[207745],[208734],[214289],[214510],[220434],[221534],[221692],[223242],[223841],[224789],[230806],[231316],[232593],[233582],[239393],[241299],[242188],[242409],[248393],[252789],[254765],[255607],[255875],[257583],[259157],[265393],[267299],[268188],[268409],[273994],[274152],[275702],[276301],[277249],[283776],[288072],[288340],[290277],[291148],[291377],[293017],[300708],[300866],[302416],[303015],[303963],[309531],[309799],[311507],[313081],[324255],[324484],[326088],[326246],[326961],[327195],[336487],[336755],[338463],[340037],[345568],[345797],[347437],[359382],[360111],[360345],[361910],[362178],[363020],[372282],[372511],[374151],[380885],[381119],[394726],[395612],[397293],[397522],[406885],[407119],[415480],[429043],[431048],[431282],[440328],[461648],[463247],[491740]
   ]
cell #1908 :
  |C| = 245
  W-rep = phi[[2, 1],[2, 2]]+phi[[1, 1],[3, 2]]
  special rep = phi[[2, 1],[2, 2]] , dim = 140
  orbit = [4, 4, 3, 3]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [196113],[225919],[253438],[259908],[288528],[293630],[295444],[323515],[324669],[329216],[348050],[359705],[363961],[365115],[374764],[383140],[399183],[406661],[409140],[416421],[417575],[439674],[441269],[442423],[449281],[464188],[468426],[471117],[472593],[493088],[493929],[497700],[520231],[524057],[544236],
     [124027,246905],[143513,271916],[151071,282261],[151465,214752],[164975,298630],[170655,305708],[172407,307684],[172801,246211],[180817,247173],[193967,332664],[195719,334640],[201071,278379],[201539,341705],[201891,341782],[203736,272184],[211925,353050],[223787,365529],[226387,368419],[226739,368496],[228584,298898],[233908,313832],[234820,377439],[235165,307362],[244065,386588],[245817,388564],[249755,393242],[257788,400601],[258140,400678],[260820,403439],[261165,334318],[268730,349864],[269541,342948],[269583,412165],[276247,417989],[278847,420879],[279199,420956],[281044,353318],[283543,425570],[285295,427546],[293285,434383],[296255,369662],[296297,437013],[302961,442837],[305294,378593],[308966,448219],[311712,450699],[312064,450776],[314744,453537],[315089,388242],[319293,457995],[319645,458072],[321490,393510],[329258,466222],[332250,404593],[335922,471531],[338668,474011],[339020,474088],[344673,479010],[345025,479087],[347705,481333],[350675,422122],[350717,483963],[355432,488219],[355777,427224],[357381,489787],[371387,500472],[371739,500549],[374419,502795],[377764,506367],[380316,507350],[380661,456759],[383182,509384],[386174,454691],[389846,514693],[390867,459238],[390909,515755],[392592,517173],[392944,517250],[403764,525747],[406316,526730],[409182,528764],[412502,531992],[414826,486624],[414868,532833],[423847,539376],[424199,539453],[425156,489373],[426879,541699],[437350,549146],[439716,549987],[445114,511588],[445608,554589],[447805,514279],[453862,560105],[456414,561088],[459280,563122],[468920,569461],[476238,536604],[476328,573942],[484300,578852],[486666,579693],[497790,586559],[504677,558415],[512082,594580],[536694,607306]
   ]
cell #1909 :
  |C| = 126
  W-rep = phi[[3, 1, 1],[1, 1]]
  special rep = phi[[3, 1, 1],[1, 1]] , dim = 126
  orbit = [6, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [107251],[132077],[146155],[154664],[159569],[159822],[167617],[175239],[184793],[189346],[189915],[192368],[198551],[206519],[206772],[214567],[216275],[217220],[221909],[222465],[223898],[225045],[231367],[231620],[239444],[240013],[242466],[248649],[251375],[256202],[258217],[259208],[259461],[265444],[266013],[268466],[274369],[274925],[276358],[277505],[283827],[284080],[290328],[291428],[291567],[293103],[293726],[294742],[301083],[301639],[303072],[304219],[310126],[312141],[313132],[313385],[319937],[324535],[326463],[327281],[327534],[329145],[330755],[337082],[339097],[340088],[340341],[345848],[345987],[347523],[348146],[349162],[356059],[360431],[360684],[362505],[363319],[363529],[365023],[372562],[372701],[374237],[374860],[375876],[381205],[381458],[383069],[384679],[395911],[396121],[397573],[397712],[398404],[398577],[407205],[407458],[409069],[410679],[415779],[415989],[417483],[429293],[429863],[430036],[431368],[431621],[432403],[440627],[440837],[442331],[448502],[448675],[461548],[462208],[463546],[463756],[471814],[471987],[479353],[491667],[493150],[493323],[500815],[519166],[520301],[543580]
   ]
cell #1910 :
  |C| = 315
  W-rep = phi[[2, 2, 1],[1, 1]]+phi[[2, 1, 1],[2, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [171147],[194459],[202398],[213098],[224279],[227246],[235657],[237261],[238410],[244557],[247114],[248244],[257371],[258647],[261657],[263261],[270307],[270849],[272125],[276739],[277100],[279706],[282431],[292698],[292871],[294122],[297021],[297563],[298839],[303453],[306430],[306603],[307854],[309650],[311295],[312571],[315581],[317185],[330524],[333386],[333559],[334810],[338251],[339527],[342474],[342611],[345275],[347118],[347291],[348542],[351441],[351983],[353259],[357873],[366251],[366424],[367234],[369188],[369325],[373832],[374005],[375256],[377886],[378101],[380915],[384448],[387310],[387483],[388734],[392175],[393451],[401370],[402169],[402342],[403886],[404101],[410448],[412601],[418711],[418884],[419694],[421648],[421785],[426292],[426465],[427716],[434708],[435045],[437449],[443559],[443732],[444542],[451468],[452267],[452440],[453984],[454199],[474780],[475579],[475752],[481658],[481995],[484399],[503120],[503457],
     [50796,328742],[66560,364623],[75915,382666],[85053,399619],[85337,328879],[90787,408666],[96266,417083],[105782,433038],[106863,364408],[108772,435874],[113420,441931],[119411,449717],[119695,382803],[125145,458764],[127985,395208],[130542,399135],[131672,329982],[132947,466559],[133824,467580],[138791,473029],[139075,408803],[144686,479988],[145767,416868],[147676,482824],[152324,488881],[155448,359657],[158173,364027],[160753,495977],[161482,496760],[161766,436011],[166148,501450],[167229,441716],[169138,504286],[173704,449233],[174834,383906],[176109,509721],[176986,510742],[181953,516191],[182237,458901],[185559,323581],[187163,520936],[188312,264410],[188854,521560],[190616,522375],[191183,401507],[191980,467365],[197016,472545],[198146,409906],[199421,529101],[200298,530122],[205123,416487],[207703,534881],[208432,535664],[208716,482961],[214179,488666],[217847,289294],[218389,544134],[219665,493881],[221251,545481],[221424,494597],[223224,434830],[224640,303814],[229971,441335],[232551,552035],[233280,552818],[233564,504423],[238952,555918],[240714,556733],[241281,451605],[242078,510527],[252506,565239],[252679,519858],[253930,464254],[255589,465208],[255726,336606],[257505,466658],[264952,570790],[266714,571605],[267281,474917],[268078,529907],[273711,575187],[273884,533501],[275684,481780],[288054,429628],[288191,362029],[289836,583938],[290855,371989],[291070,494835],[300425,587804],[300598,550655],[302398,503242],[309513,508370],[311429,509820],[323962,397000],[324177,462003],[325805,598846],[325978,565964],[326991,406915],[336469,527750],[338385,529200],[345490,533739],[360141,431078],[361892,545199],[372204,550893],[397215,566202]
   ]
cell #1911 :
  |C| = 126
  W-rep = phi[[3, 1, 1],[1, 1]]
  special rep = phi[[3, 1, 1],[1, 1]] , dim = 126
  orbit = [6, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [50797],[66570],[75916],[81335],[85150],[85347],[90788],[96276],[102729],[106499],[106965],[108773],[113430],[119508],[119705],[125146],[127162],[131303],[131767],[132948],[133834],[138888],[139085],[145403],[145869],[147677],[152334],[154330],[158954],[160763],[161579],[161776],[166865],[167331],[169139],[174465],[174929],[176110],[176996],[182050],[182247],[183876],[187880],[188951],[189012],[190626],[191193],[192082],[197777],[198241],[199422],[200308],[205904],[207713],[208529],[208726],[214281],[218486],[220426],[221261],[221526],[223234],[224735],[230752],[232561],[233377],[233574],[239049],[239110],[240724],[241291],[242180],[248339],[252516],[252781],[254711],[255599],[255821],[257499],[265049],[265110],[266724],[267291],[268180],[273721],[273986],[275694],[277195],[288064],[288286],[289933],[289994],[290792],[291064],[300435],[300700],[302408],[303909],[309523],[309745],[311423],[323010],[323899],[324171],[325815],[326080],[326931],[336479],[336701],[338379],[345212],[345484],[359080],[360081],[361902],[362124],[371926],[372198],[380855],[394696],[396937],[397209],[406855],[429177],[431018],[461618]
   ]
cell #1912 :
  |C| = 126
  W-rep = phi[[3, 1, 1],[1, 1]]
  special rep = phi[[3, 1, 1],[1, 1]] , dim = 126
  orbit = [6, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [50798],[66561],[75917],[85054],[85336],[90789],[96267],[105783],[106862],[108774],[113421],[119412],[119694],[125147],[127986],[130541],[131662],[132949],[133825],[138792],[139074],[144687],[145766],[147678],[152325],[155447],[158163],[160754],[161483],[161765],[166149],[167228],[169140],[173703],[174824],[176111],[176987],[181954],[182236],[185549],[187164],[188215],[188855],[190617],[191182],[191979],[197015],[198136],[199423],[200299],[205113],[207704],[208433],[208715],[214178],[217750],[218390],[219664],[221252],[221423],[223223],[224630],[229961],[232552],[233281],[233563],[238313],[238953],[240715],[241280],[242077],[248234],[250805],[252507],[252678],[253920],[255588],[255716],[257498],[264313],[264953],[266715],[267280],[268077],[273712],[273883],[275683],[277090],[288053],[288181],[289197],[289837],[290782],[291063],[300426],[300597],[302397],[303804],[309512],[309640],[311422],[322913],[323889],[324170],[325806],[325977],[326930],[336468],[336596],[338378],[345202],[345483],[359070],[360080],[361891],[362019],[371916],[372197],[380854],[394695],[396927],[397208],[406854],[429167],[431017],[461617]
   ]
cell #1913 :
  |C| = 126
  W-rep = phi[[3, 1, 1],[1, 1]]
  special rep = phi[[3, 1, 1],[1, 1]] , dim = 126
  orbit = [6, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [50834],[66615],[75953],[85063],[85401],[90825],[96321],[105792],[106873],[108810],[113475],[119421],[119759],[125183],[127995],[130552],[131663],[133499],[133879],[138801],[139139],[144696],[145777],[147714],[152379],[155458],[158164],[161379],[161492],[161830],[166158],[167239],[169176],[173714],[174825],[176661],[177041],[181963],[182301],[185550],[187173],[188216],[188864],[191342],[191867],[191990],[197026],[198137],[199973],[200353],[205114],[208329],[208442],[208780],[214189],[217751],[218399],[219675],[221357],[221434],[223988],[224631],[229962],[233177],[233290],[233628],[238314],[238962],[241440],[241965],[242088],[248235],[250806],[252612],[252689],[253921],[255694],[255717],[258283],[264314],[264962],[267440],[267965],[268088],[273817],[273894],[276448],[277091],[288159],[288182],[289198],[289846],[290783],[291162],[300531],[300608],[303162],[303805],[309618],[309641],[312207],[322914],[323890],[324269],[325911],[325988],[326937],[336574],[336597],[339163],[345203],[345582],[359071],[360087],[361997],[362020],[371917],[372296],[380861],[394702],[396928],[397307],[406861],[429168],[431024],[461624]
   ]
cell #1914 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[2, 1]]+phi[[1, 1, 1],[3, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [67867],[82384],[102798],[107548],[127113],[131372],[146452],[154541],[158905],[159781],[159838],[167914],[174534],[189223],[190027],[190100],[196225],[197846],[205855],[206731],[206788],[220495],[222603],[226031],[230703],[231579],[231636],[239321],[240125],[240198],[253550],[254662],[259420],[259477],[259933],[265321],[266125],[266198],[275063],[284039],[284096],[287578],[288553],[290205],[292985],[293742],[294854],[294927],[295454],[301777],[313344],[313401],[320049],[320122],[323540],[323792],[324679],[328266],[328998],[329241],[330893],[340300],[340357],[347405],[348162],[349274],[349347],[356197],[359681],[359715],[363986],[364238],[364432],[365125],[374119],[374876],[375988],[376061],[382190],[382922],[383165],[384817],[399159],[399193],[408190],[408922],[409165],[410817],[416446],[416698],[416892],[417585],[432353],[441294],[441546],[441740],[442433],[449257],[449291],[464213],[464465],[472569],[472603],[493905],[493939],
     [55250,97573],[55896,201491],[68513,226339],[72637,116742],[72747,170275],[85760,257740],[87509,136122],[87619,193587],[92610,141702],[98219,278799],[107228,292650],[107658,223407],[109764,163164],[120118,311664],[121867,179284],[121977,243685],[124567,319245],[132034,328620],[132102,257158],[132563,190960],[139498,338620],[144053,344625],[146132,347070],[146562,275867],[148668,210114],[151577,214864],[151687,283163],[165515,371339],[167594,373784],[168024,302581],[170743,377716],[172913,246323],[173023,308586],[175196,382544],[175264,311082],[175725,241058],[181500,247944],[182660,392544],[192345,402121],[194055,403716],[196335,335542],[198508,408544],[198576,338038],[199037,267058],[201183,278491],[201651,412141],[201993,341998],[204419,272955],[212465,423799],[214544,426244],[214974,357001],[223875,434660],[225002,435752],[225070,367021],[226499,436989],[226841,368712],[229267,299669],[233933,313857],[234937,377464],[235277,307474],[242443,452219],[244153,453814],[246433,389466],[248606,458642],[248674,391962],[249135,320982],[257474,465923],[257900,466198],[258242,400894],[260937,403464],[261277,334430],[268443,475531],[268740,349874],[269566,342973],[269685,412175],[276335,481610],[277462,482702],[277530,419481],[278959,483939],[279301,421172],[281727,354089],[293402,434408],[296280,369687],[296399,437023],[303049,503072],[304176,504164],[304244,444329],[305304,378603],[311398,509085],[311824,509360],[312166,450992],[314861,453562],[315201,388354],[329360,466232],[332260,404603],[338354,528465],[338780,528740],[339122,474304],[347822,481358],[350700,422147],[350819,483973],[374536,502820],[383284,509394],[386184,454701],[409284,528774]
   ]
cell #1915 :
  |C| = 245
  W-rep = phi[[2, 1],[2, 2]]+phi[[1, 1],[3, 2]]
  special rep = phi[[2, 1],[2, 2]] , dim = 140
  orbit = [4, 4, 3, 3]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [228397],[258107],[260278],[288898],[293073],[295569],[312031],[324794],[327251],[329091],[331591],[338987],[347493],[360401],[360896],[363265],[371706],[374207],[381175],[383015],[395857],[406104],[407175],[409015],[415725],[431338],[436624],[439549],[440573],[463103],[463492],[468301],[492963],[497430],[519961],
     [99933,424497],[117382,447146],[124019,390181],[136762,470458],[141890,476626],[143505,414140],[151038,354890],[163352,498088],[164967,438988],[170311,505030],[170647,445566],[172374,379774],[179924,513620],[180630,321303],[191148,522673],[193623,524410],[193959,468878],[195686,405774],[201531,412861],[201858,343318],[203549,280857],[210302,536992],[211917,485938],[215504,542194],[223443,546309],[223779,495935],[226379,437709],[226706,370032],[234278,314202],[234608,378718],[234742,445955],[241246,557031],[243721,558768],[244057,512040],[245784,455872],[248132,562156],[249747,517730],[257780,466918],[260608,404718],[260742,469267],[267246,571903],[268855,349989],[269416,413356],[273143,574953],[275903,576015],[276239,534839],[278839,484659],[279166,422492],[283199,580464],[283535,540614],[285262,490554],[293207,496324],[296130,438204],[299857,587570],[302617,588632],[302953,551993],[304635,385515],[308622,591186],[308958,555554],[311704,510080],[314532,454816],[314666,512429],[319285,457273],[319612,392911],[321170,597022],[335578,601648],[335914,570426],[338660,529460],[342034,604060],[344665,478288],[344992,424166],[347627,535228],[350550,485154],[354277,608317],[355220,426667],[355354,487523],[357037,609379],[357373,581699],[368748,612527],[371379,499750],[374341,552382],[377756,506265],[380104,456202],[380238,506654],[389502,618360],[389838,595545],[390742,459113],[392584,563818],[403756,525645],[406238,526034],[411776,483574],[412424,531867],[414701,486499],[421208,625630],[423839,538654],[426801,582088],[437272,549021],[444989,511463],[445171,554319],[453854,560003],[456336,560392],[468483,569191],[475968,536334],[484222,578727],[511645,594310]
   ]
cell #1916 :
  |C| = 245
  W-rep = phi[[2, 1],[2, 2]]+phi[[1, 1],[3, 2]]
  special rep = phi[[2, 1],[2, 2]] , dim = 140
  orbit = [4, 4, 3, 3]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [229063],[260373],[288993],[295489],[324714],[329681],[331513],[359750],[360818],[365160],[383605],[395265],[399228],[400296],[409605],[417620],[433095],[440139],[442468],[449326],[450394],[471162],[472638],[473706],[480045],[493974],[497745],[500167],[501507],[520276],[520993],[524277],[544456],[547718],[565422],
     [151078,282371],[172414,307794],[180839,318447],[181296,248931],[195726,334750],[201898,341892],[203758,343827],[204215,281523],[212955,282547],[226746,368606],[228606,370541],[234373,314297],[234827,377454],[235187,377618],[237118,307970],[245824,388674],[258147,400788],[260827,403454],[261187,403618],[263118,334926],[268775,349909],[269650,412210],[270006,343413],[279206,421066],[281066,423001],[285302,427656],[293292,434398],[293652,434562],[296364,437058],[296720,370127],[304557,385437],[305339,378638],[305368,445363],[312071,450886],[314751,453552],[315111,453716],[317042,388850],[319652,458182],[321512,460117],[329325,466267],[332295,404638],[332324,468675],[339027,474198],[341400,413278],[345032,479197],[347712,481348],[348072,481512],[350784,484008],[351140,422587],[355439,488234],[355799,488398],[357730,427832],[365189,495732],[368114,438126],[371746,500659],[374426,502810],[374786,502974],[380323,507365],[380683,507529],[383249,509429],[386219,454736],[386248,511837],[390976,515800],[391332,459703],[392951,517360],[406323,526745],[406683,526909],[409249,528809],[412509,532007],[414935,532878],[415291,487089],[417649,534636],[420574,485076],[424206,539563],[425201,489418],[425230,540411],[426886,541714],[427246,541878],[437357,549161],[439783,550032],[442497,551790],[445675,554634],[447850,514324],[447879,555351],[456421,561103],[456781,561267],[457690,516868],[459347,563167],[468987,569506],[471191,570223],[476283,536649],[476700,574162],[478705,539071],[484307,578867],[486733,579738],[489447,581496],[498162,586779],[504897,558635],[504975,590541],[512149,594625],[514353,595342],[524355,601003],[530564,577424],[537066,607526],[558713,617715]
   ]
cell #1917 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[2, 1]]+phi[[1, 1, 1],[3, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [107238],[132062],[146142],[159458],[159813],[160159],[162206],[167604],[175224],[186266],[188535],[188616],[189811],[192355],[198536],[206408],[206763],[207109],[214554],[218070],[218151],[221105],[223885],[225030],[231256],[231611],[231957],[238633],[238714],[239909],[242453],[248634],[252360],[258202],[259097],[259452],[263643],[264633],[264714],[265909],[268453],[273565],[276345],[277490],[283716],[284071],[289517],[289598],[291317],[293088],[293717],[294638],[295939],[300279],[303059],[304204],[312126],[313021],[313376],[319833],[324424],[325164],[325659],[327266],[327430],[329136],[331636],[339082],[339977],[340332],[345737],[347508],[348137],[349058],[360416],[360580],[360941],[363310],[365037],[367494],[372451],[374222],[374851],[375772],[381190],[381354],[383060],[395902],[396350],[397462],[398591],[407190],[407354],[409060],[415770],[417497],[430050],[431353],[431517],[440618],[442345],[448689],[463537],[472001],[493337],
     [55890,270530],[68507,297244],[72735,306284],[85391,399894],[85754,330205],[87607,333240],[92585,270611],[98213,351664],[107222,364870],[107646,366105],[109739,297325],[115358,236364],[119749,449992],[120112,384129],[121965,387164],[124561,318557],[132090,400058],[132538,330286],[134738,262364],[139129,473304],[139492,410129],[140744,209156],[144047,343937],[146126,417330],[146550,418565],[148643,351745],[151675,354699],[161820,497035],[165509,370651],[167588,442178],[168012,443413],[170737,378348],[173011,379583],[175252,450156],[175700,384210],[177900,316288],[181475,318638],[182291,516466],[182654,460227],[191237,522813],[192339,467827],[194049,404348],[196323,405583],[198564,473468],[199012,410210],[201549,412876],[201981,413040],[204394,344018],[208770,535939],[212459,423111],[213480,284417],[214538,489128],[214962,490363],[223869,435292],[225058,497199],[226397,437724],[226829,437888],[229242,370732],[233618,553093],[234830,446000],[235252,379088],[237643,317567],[241335,557171],[242437,510989],[244147,454446],[246421,455681],[248662,516630],[249110,460308],[257798,466933],[258230,467097],[260830,469312],[261252,405088],[267335,572043],[268437,530369],[269225,350359],[269461,413401],[269577,477000],[276329,482242],[277518,536103],[278857,484674],[279289,484838],[281702,423192],[293295,496369],[296175,438249],[296291,498462],[303043,503704],[304232,553257],[304680,385560],[305216,446448],[311722,510095],[312154,510259],[314754,512474],[315176,455186],[329252,523047],[332172,469760],[338678,529475],[339110,529639],[340780,419954],[347715,535273],[350595,485199],[350711,537366],[374429,552427],[383176,557405],[386096,512922],[409176,572277]
   ]
cell #1918 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[2, 1]]+phi[[1, 1, 1],[3, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [109002],[128475],[154742],[159780],[159826],[160267],[184797],[189424],[189919],[190088],[206730],[206776],[207217],[217251],[221913],[222496],[231578],[231624],[232065],[239522],[240017],[240186],[256233],[259419],[259465],[263751],[265522],[266017],[266186],[274373],[274956],[284038],[284084],[290406],[292984],[293730],[294746],[294915],[296047],[301087],[301670],[310157],[313343],[313389],[319941],[320110],[325272],[326467],[327538],[328986],[329149],[330786],[331649],[337113],[340299],[340345],[347404],[348150],[349166],[349335],[356090],[360688],[360954],[362536],[363323],[363560],[364357],[365045],[367502],[374118],[374864],[375880],[376049],[381462],[382910],[383073],[384710],[395915],[396152],[396358],[398570],[398599],[407462],[408910],[409073],[410710],[415783],[416020],[416817],[417505],[430029],[430058],[431625],[440631],[440868],[441665],[442353],[448668],[448697],[463550],[463787],[471980],[472009],[493316],[493345],
     [55897,269711],[68514,296425],[72746,234895],[85761,329386],[87618,260895],[91848,147906],[92598,201692],[98220,350845],[107229,364751],[107657,293360],[109752,226540],[115466,171637],[120119,383310],[121976,314819],[124568,391037],[132035,399790],[132101,328817],[132551,257941],[134846,194949],[139499,409310],[144054,414996],[146133,417211],[146561,347780],[148656,279000],[151686,355507],[165516,439844],[167595,442059],[168023,374494],[170744,446250],[173022,380391],[175197,449888],[175263,382741],[175713,311865],[178008,245047],[181488,319446],[182661,459408],[192346,467708],[194056,469562],[196334,406391],[198509,473200],[198575,408741],[199025,338821],[201652,476979],[201992,413148],[204407,344826],[212466,486794],[213588,284525],[214545,489009],[214973,426954],[223876,496619],[225003,496931],[225069,435949],[226500,498441],[226840,437996],[229255,371540],[234936,446013],[235265,379196],[237751,317675],[242444,510870],[244154,512724],[246432,456489],[248607,516362],[248673,458839],[249123,392745],[257475,522321],[257901,523026],[258241,467205],[260936,469325],[261265,405196],[268444,530250],[269333,350467],[269474,413414],[269677,477008],[276336,535523],[277463,535835],[277529,482899],[278960,537345],[279300,484946],[281715,424000],[293401,496382],[296188,438262],[296391,498470],[303050,552677],[304177,552989],[304243,504361],[304693,385573],[305224,446456],[311399,556679],[311825,557384],[312165,510367],[314860,512487],[315189,455294],[329352,523055],[332180,469768],[338355,571551],[338781,572256],[339121,529747],[340788,419962],[347821,535286],[350608,485212],[350811,537374],[374535,552440],[383276,557413],[386104,512930],[409276,572285]
   ]
cell #1919 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[2, 1]]+phi[[1, 1, 1],[3, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [159779],[159814],[160160],[162207],[186267],[188617],[189812],[190077],[206729],[206764],[207110],[218152],[221106],[222393],[231577],[231612],[231958],[238715],[239910],[240175],[252361],[255444],[259418],[259453],[263644],[264715],[265910],[266175],[273566],[274853],[284037],[284072],[287909],[289599],[292983],[293718],[294639],[294904],[295940],[300280],[301567],[309368],[313342],[313377],[319834],[320099],[325165],[325660],[327431],[328975],[329137],[330683],[331637],[336324],[340298],[340333],[347403],[348138],[349059],[349324],[355987],[360581],[360942],[361747],[363311],[363457],[364346],[365044],[367501],[374117],[374852],[375773],[376038],[381355],[382899],[383061],[384607],[395903],[396049],[396357],[398559],[398598],[407355],[408899],[409061],[410607],[415771],[415917],[416806],[417504],[430018],[430057],[431518],[440619],[440765],[441654],[442352],[448657],[448696],[463538],[463684],[471969],[472008],[493305],[493344],
     [55898,342329],[68515,369043],[72745,306285],[85762,401225],[87617,333241],[92586,270612],[98221,421503],[107230,433879],[107656,366106],[109740,297326],[115359,236365],[120120,451323],[121975,387165],[124569,390248],[132036,465598],[132100,400059],[132539,330287],[134739,262365],[139500,474635],[140745,209157],[144055,414207],[146134,480829],[146560,418566],[148644,351746],[151685,354700],[165517,439055],[167596,502291],[168022,443414],[170745,446147],[173021,379584],[175198,508760],[175262,450157],[175701,384211],[177901,316289],[181476,318639],[182662,517797],[192347,523831],[194057,469459],[196333,405584],[198510,528140],[198574,473469],[199013,410211],[201653,476968],[201991,413041],[204395,344019],[212467,486005],[213481,284418],[214546,541195],[214972,490364],[223877,496516],[225004,547309],[225068,497200],[226501,498430],[226839,437889],[229243,370733],[234935,446001],[235253,379089],[237644,317568],[242445,558189],[244155,512621],[246431,455682],[248608,562498],[248672,516631],[249111,460309],[257476,567041],[257902,523015],[258240,467098],[260935,469313],[261253,405089],[268445,573061],[269226,350360],[269462,413402],[269676,477007],[276337,535420],[277464,577015],[277528,536104],[278961,537334],[279299,484839],[281703,423193],[293400,496370],[296176,438250],[296390,498469],[303051,552574],[304178,589632],[304242,553258],[304681,385561],[305223,446455],[311400,592160],[311826,557373],[312164,510260],[314859,512475],[315177,455187],[329351,523054],[332179,469767],[338356,602622],[338782,572245],[339120,529640],[340787,419961],[347820,535274],[350596,485200],[350810,537373],[374534,552428],[383275,557412],[386103,512929],[409275,572284]
   ]
cell #1920 :
  |C| = 126
  W-rep = phi[[3, 1, 1],[1, 1]]
  special rep = phi[[3, 1, 1],[1, 1]] , dim = 126
  orbit = [6, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [62920],[81208],[84616],[101732],[102582],[106372],[107050],[107170],[118974],[126980],[131156],[131901],[132008],[138354],[145276],[145954],[146074],[157485],[158772],[159622],[159747],[166738],[167416],[167536],[174318],[175063],[175170],[185195],[187753],[192167],[192287],[197630],[198375],[198482],[205722],[206572],[206697],[214366],[214486],[217209],[217659],[220279],[222311],[223131],[224869],[224976],[230570],[231420],[231545],[242265],[242385],[248473],[248580],[251516],[251948],[254529],[256191],[256641],[257448],[259261],[259386],[268265],[268385],[274771],[275591],[277329],[277436],[283880],[284005],[286825],[286956],[287042],[291708],[292140],[292501],[292951],[301485],[302305],[304043],[304150],[310115],[310565],[311372],[313185],[313310],[322717],[323185],[326865],[327644],[327730],[328551],[337071],[337521],[338328],[340141],[340266],[346128],[346560],[346921],[347371],[358986],[362494],[362944],[363631],[364440],[372842],[373274],[373635],[374085],[381568],[381654],[382475],[397853],[398285],[407568],[407654],[408475],[416091],[416900],[431731],[431817],[440939],[441748],[461711],[463858],[491780]
   ]
cell #1921 :
  |C| = 245
  W-rep = phi[[2, 1],[2, 2]]+phi[[1, 1],[3, 2]]
  special rep = phi[[2, 1],[2, 2]] , dim = 140
  orbit = [4, 4, 3, 3]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [111198],[134497],[156358],[162135],[186195],[191040],[192677],[217380],[218652],[223311],[241138],[251666],[256362],[257634],[267138],[275771],[291858],[299749],[302485],[310286],[311558],[335446],[337242],[338514],[346278],[362665],[367996],[371233],[372992],[396852],[398003],[403039],[430938],[436401],[462880],
     [60919,282253],[74067,307676],[78735,182934],[78845,246915],[88939,334632],[92875,341774],[94044,150102],[94154,271926],[99825,213239],[110029,368488],[111308,298640],[115117,177659],[115707,377351],[115847,305718],[117274,237402],[123297,388556],[132828,400670],[135087,403351],[135227,332674],[136654,263402],[140673,209085],[141653,269840],[141782,203308],[148933,420948],[150212,353060],[153007,427538],[160508,434295],[160648,365539],[163115,296554],[163244,228156],[169365,242775],[170179,236293],[170337,305590],[175990,450768],[178249,453449],[178389,386598],[179816,317326],[181765,458064],[183044,393252],[190911,329515],[193491,262293],[193649,332546],[199302,474080],[201385,271112],[204684,479079],[207458,481245],[207598,417999],[210065,350974],[210194,280616],[213829,488131],[213969,425580],[215396,358014],[223469,365411],[226233,297826],[229532,500541],[232306,502707],[232446,442847],[237992,507262],[238132,448229],[241009,383439],[243589,316217],[243747,386470],[247895,391166],[248024,321062],[249400,517242],[263992,526642],[264132,471541],[267009,409439],[270960,531516],[272906,415125],[273035,354169],[275929,417871],[278693,352246],[281992,539445],[283067,356905],[283225,425452],[284766,541611],[284906,489797],[297674,548670],[299620,439973],[302643,442719],[306725,446950],[308490,389370],[308648,448101],[317916,561000],[318056,514703],[319139,392438],[320933,459537],[333681,470262],[335604,471413],[341282,420456],[342719,477888],[344519,423693],[352094,578376],[354040,486923],[357063,489669],[369433,499350],[377039,453137],[377836,506042],[387605,513424],[389528,514575],[403836,525422],[411553,483351],[421893,538254],[453934,559780]
   ]
cell #1922 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[2, 1]]+phi[[1, 1, 1],[3, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [109014],[128487],[154754],[159789],[159918],[160279],[184809],[189436],[189931],[190089],[206739],[206868],[207229],[217252],[221925],[222497],[231587],[231716],[232077],[239534],[240029],[240187],[256234],[259428],[259557],[263763],[265534],[266029],[266187],[274385],[274957],[284047],[284176],[290418],[292993],[294522],[294758],[294916],[296059],[301099],[301671],[310158],[313352],[313481],[319953],[320111],[325284],[326479],[327550],[328987],[329941],[330787],[331741],[337114],[340308],[340437],[347413],[348942],[349178],[349336],[356091],[360700],[361046],[362537],[363415],[363561],[364358],[365811],[367582],[374127],[375656],[375892],[376050],[381474],[382911],[383865],[384711],[396007],[396153],[396438],[398571],[398679],[407474],[408911],[409865],[410711],[415875],[416021],[416818],[418271],[430030],[430138],[431637],[440723],[440869],[441666],[443119],[448669],[448777],[463642],[463788],[471981],[472089],[493317],[493425],
     [55967,269712],[68584,296426],[72827,234907],[85831,329387],[87699,260907],[91860,147918],[92690,201704],[98290,350846],[107299,364752],[107738,293372],[109844,226552],[115478,171649],[120189,383311],[122057,314831],[124638,391038],[132042,399791],[132182,328829],[132643,257953],[134858,194961],[139569,409311],[144124,414997],[146203,417212],[146642,347792],[148748,279012],[151767,355519],[165586,439845],[167665,442060],[168104,374506],[171473,446251],[173103,380403],[175204,449889],[175344,382753],[175805,311877],[178020,245059],[181580,319458],[182731,459409],[192416,467709],[194785,469563],[196415,406403],[198516,473201],[198656,408753],[199117,338833],[202440,476980],[202759,413160],[204499,344838],[212536,486795],[213600,284537],[214615,489010],[215054,426966],[224605,496620],[225010,496932],[225150,435961],[227288,498442],[227607,438008],[229347,371552],[235741,446105],[236057,379208],[237763,317687],[242514,510871],[244883,512725],[246513,456501],[248614,516363],[248754,458851],[249215,392757],[257482,522322],[258689,523027],[259008,467217],[261741,469417],[262057,405208],[268514,530251],[269345,350479],[270266,413506],[270480,477088],[277065,535524],[277470,535836],[277610,482911],[279748,537346],[280067,484958],[281807,424012],[294206,496474],[296980,438354],[297194,498550],[303779,552678],[304184,552990],[304324,504373],[304785,385665],[305990,446536],[311406,556680],[312613,557385],[312932,510379],[315665,512579],[315981,455306],[330155,523135],[332946,469848],[338362,571552],[339569,572257],[339888,529759],[340868,420042],[348626,535378],[351400,485304],[351614,537454],[375340,552532],[384079,557493],[386870,513010],[410079,572365]
   ]
cell #1923 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[2, 1]]+phi[[1, 1, 1],[3, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [159788],[159906],[160172],[162219],[186279],[188629],[189824],[190078],[206738],[206856],[207122],[218164],[221118],[222394],[231586],[231704],[231970],[238727],[239922],[240176],[252373],[255445],[259427],[259545],[263656],[264727],[265922],[266176],[273578],[274854],[284046],[284164],[287910],[289611],[292992],[294510],[294651],[294905],[295952],[300292],[301568],[309369],[313351],[313469],[319846],[320100],[325177],[325672],[327443],[328976],[329929],[330684],[331729],[336325],[340307],[340425],[347412],[348930],[349071],[349325],[355988],[360593],[361034],[361748],[363403],[363458],[364347],[365810],[367581],[374126],[375644],[375785],[376039],[381367],[382900],[383853],[384608],[395995],[396050],[396437],[398560],[398678],[407367],[408900],[409853],[410608],[415863],[415918],[416807],[418270],[430019],[430137],[431530],[440711],[440766],[441655],[443118],[448658],[448776],[463630],[463685],[471970],[472088],[493306],[493424],
     [55968,342330],[68585,369044],[72826,306297],[85832,401226],[87698,333253],[92678,270624],[98291,421504],[107300,433880],[107737,366118],[109832,297338],[115371,236377],[120190,451324],[122056,387177],[124639,390249],[132043,465599],[132181,400071],[132631,330299],[134751,262377],[139570,474636],[140757,209169],[144125,414208],[146204,480830],[146641,418578],[148736,351758],[151766,354712],[165587,439056],[167666,502292],[168103,443426],[171474,446148],[173102,379596],[175205,508761],[175343,450169],[175793,384223],[177913,316301],[181568,318651],[182732,517798],[192417,523832],[194786,469460],[196414,405596],[198517,528141],[198655,473481],[199105,410223],[202441,476969],[202758,413053],[204487,344031],[212537,486006],[213493,284430],[214616,541196],[215053,490376],[224606,496517],[225011,547310],[225149,497212],[227289,498431],[227606,437901],[229335,370745],[235740,446093],[236045,379101],[237656,317580],[242515,558190],[244884,512622],[246512,455694],[248615,562499],[248753,516643],[249203,460321],[257483,567042],[258690,523016],[259007,467110],[261740,469405],[262045,405101],[268515,573062],[269238,350372],[270254,413494],[270479,477087],[277066,535421],[277471,577016],[277609,536116],[279749,537335],[280066,484851],[281795,423205],[294205,496462],[296968,438342],[297193,498549],[303780,552575],[304185,589633],[304323,553270],[304773,385653],[305989,446535],[311407,592161],[312614,557374],[312931,510272],[315664,512567],[315969,455199],[330154,523134],[332945,469847],[338363,602623],[339570,572246],[339887,529652],[340867,420041],[348625,535366],[351388,485292],[351613,537453],[375339,552520],[384078,557492],[386869,513009],[410078,572364]
   ]
cell #1924 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[2, 1]]+phi[[1, 1, 1],[3, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [86894],[103888],[127116],[127286],[132126],[132462],[154549],[158908],[159078],[159841],[175288],[175624],[189231],[190030],[190200],[198600],[198936],[205858],[206028],[206791],[222611],[225094],[229166],[230706],[230876],[231639],[239329],[240128],[240298],[248698],[254665],[254835],[258266],[259480],[260476],[265329],[266128],[266298],[275071],[277554],[284099],[287581],[289096],[290213],[293745],[294857],[295027],[295500],[301785],[304268],[312190],[313404],[320052],[320222],[323543],[323800],[324725],[328269],[329244],[329784],[330901],[331508],[339146],[340360],[348165],[349277],[349447],[356205],[359761],[360813],[363989],[364246],[365171],[374879],[375991],[376161],[382193],[383168],[383708],[384825],[395260],[399239],[400291],[408193],[409168],[409708],[410825],[416449],[416706],[417631],[432356],[433090],[441297],[441554],[442479],[449337],[450389],[464216],[464473],[472649],[473701],[480040],[493985],[501502],[520988],
     [72022,121252],[92509,142792],[109663,164254],[115556,170448],[115573,170278],[134936,193760],[134953,193590],[141509,201499],[148567,211204],[159879,222840],[160357,223580],[160374,223410],[162971,226347],[178098,243858],[178115,243688],[181399,249034],[190217,257161],[190767,257748],[204318,281626],[206829,275300],[207307,276040],[207324,275870],[209921,278807],[213678,283336],[213695,283166],[222802,292658],[231677,302014],[232155,302754],[232172,302584],[234476,314400],[237841,308759],[237858,308589],[240315,311085],[240865,311672],[247751,319253],[259518,331130],[263841,335715],[263858,335545],[266315,338041],[266865,338628],[268786,349920],[270109,343516],[270126,342001],[272762,344633],[275262,347078],[284137,356434],[284615,357174],[284632,357004],[293783,365754],[295044,367024],[296823,370230],[296840,368715],[299476,371347],[301976,373792],[304552,385432],[305350,378649],[305447,377467],[305895,377724],[313442,385054],[317765,389639],[317782,389469],[320239,391965],[320789,392552],[329801,400897],[331092,402129],[332306,404649],[332403,403467],[332851,403724],[340398,411054],[341395,413273],[341534,412221],[348203,418214],[349464,419484],[351243,422690],[351260,421175],[353896,423807],[356396,426252],[365268,434411],[365716,434668],[368109,438121],[368248,437069],[374917,443062],[376178,444332],[377231,445358],[383725,450995],[385016,452227],[386230,454747],[386327,453565],[386775,453822],[400430,466278],[403231,468670],[409725,474307],[411016,475539],[417728,481361],[418176,481618],[420569,485071],[420708,484019],[434175,495727],[442576,502823],[443024,503080],[450528,509440],[453329,511832],[473840,528820],[481125,534631],[502587,551785]
   ]
cell #1925 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[2, 1]]+phi[[1, 1, 1],[3, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [108989],[128462],[154553],[154729],[159877],[160254],[184689],[189235],[189411],[190204],[206827],[207204],[221805],[222615],[222791],[231675],[232052],[239333],[239509],[240302],[256942],[259516],[263738],[265333],[265509],[266302],[274265],[275075],[275251],[284135],[290217],[290393],[293781],[295031],[296034],[300979],[301789],[301965],[310866],[313440],[320226],[323804],[325259],[326359],[329788],[330905],[331081],[331564],[337822],[340396],[348201],[349451],[356209],[356385],[359765],[360009],[360869],[364250],[365175],[365705],[366805],[367426],[374915],[376165],[383712],[384829],[385005],[391746],[395316],[396282],[399243],[399487],[400347],[409712],[410829],[411005],[416710],[417635],[418165],[419265],[429530],[433146],[434112],[441558],[442483],[443013],[444113],[449341],[449585],[450445],[464477],[465110],[472653],[472897],[473757],[480096],[481062],[493989],[494233],[501558],[502524],[508272],[521044],[527652],[545101],
     [91835,147893],[92625,201503],[109779,226351],[115453,171624],[115567,234787],[132121,328724],[132578,257752],[134833,194936],[134947,260787],[141498,201679],[148683,278811],[159853,292662],[160368,293252],[162960,226527],[175283,382648],[175740,311676],[177995,245034],[178109,314711],[181515,319257],[190211,328709],[190756,257928],[198595,408648],[199052,338632],[204434,344637],[206803,347082],[207318,347672],[209910,278987],[213575,284512],[213689,355399],[225089,435856],[229282,371351],[231651,373796],[232166,374386],[235292,377728],[237738,317662],[237852,380283],[240309,382633],[240854,311852],[247740,319433],[248693,458746],[249150,392556],[258261,466541],[259492,402133],[261292,403728],[263852,406283],[266309,408633],[266854,338808],[269320,350454],[269668,412225],[270120,412469],[272751,344813],[277549,482806],[281742,423811],[284111,426256],[284626,426846],[293757,434672],[295038,435841],[296382,437073],[296834,437317],[299465,371527],[304263,504268],[304608,385488],[305441,445414],[305884,379183],[312185,509703],[313416,452231],[315216,453826],[317776,456381],[320233,458731],[320778,392732],[329343,466282],[329795,466526],[332397,468726],[332840,405183],[339141,529083],[340372,475543],[340712,419886],[341451,413329],[341467,476480],[348177,481622],[349458,482791],[350802,484023],[351254,484267],[353885,423987],[365262,495783],[368165,438177],[368181,497942],[374891,503084],[376172,504253],[377168,446380],[383267,509444],[383719,509688],[386321,511888],[386764,455281],[400363,522527],[403168,469692],[409267,528824],[409719,529068],[417722,534687],[420625,485127],[420641,536846],[442570,551841],[450461,556885],[453266,512854],[473773,571757]
   ]
cell #1926 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[2, 1]]+phi[[1, 1, 1],[3, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [162087],[186147],[217161],[217332],[222847],[223263],[251472],[256143],[256314],[257126],[275307],[275723],[291664],[292453],[292624],[302021],[302437],[310067],[310238],[311050],[328507],[331137],[335398],[337023],[337194],[338006],[346084],[346873],[347044],[356441],[362446],[362617],[365761],[366989],[367948],[372798],[373587],[373758],[382431],[385061],[391930],[395548],[396804],[397809],[400862],[401924],[402095],[402576],[408431],[411061],[418221],[419449],[426047],[426218],[429579],[429778],[430475],[433378],[434161],[434634],[435639],[436245],[443069],[444297],[450960],[452022],[452193],[458529],[461971],[462724],[465159],[465358],[466055],[474272],[475334],[475505],[480328],[481111],[481584],[482589],[491996],[494803],[495556],[501790],[502573],[503046],[504051],[508321],[508520],[509217],[521276],[521706],[527701],[527900],[528597],[533707],[534460],[545150],[545349],[550861],[551614],[556064],[566170],[570936],[584084],
     [140625,209037],[141515,269621],[162977,296335],[170131,236245],[170248,305396],[190255,328735],[190773,329296],[193443,262245],[193560,332352],[201465,269792],[209927,350755],[222808,364661],[223380,365217],[226313,296506],[240353,382659],[240871,383220],[243541,316169],[243658,386276],[247757,390947],[257131,399856],[257714,329467],[266353,408659],[266871,409220],[272768,414906],[275268,417121],[275840,417677],[278773,350926],[283019,356857],[283136,425258],[295082,435867],[299482,439754],[301982,441969],[302554,442525],[305901,445646],[308442,389322],[308559,447907],[311055,449954],[311638,383391],[319219,391118],[320277,458757],[320795,459318],[329839,466552],[331098,467618],[332857,468958],[335515,471219],[338011,473266],[338594,409391],[341234,420408],[341540,476529],[341971,476728],[344599,415077],[349502,482817],[353902,486704],[356402,488919],[356974,489475],[365722,496015],[366994,496997],[368254,497991],[368685,498190],[371313,439925],[376216,504279],[376576,452674],[377285,505133],[377690,446902],[383763,509714],[385022,510780],[386781,512120],[389439,514381],[391935,516428],[392518,459489],[400436,522576],[400867,522775],[403285,524513],[403690,470214],[409763,529094],[411022,530160],[411397,483195],[411998,477425],[412010,530900],[418182,534919],[419454,535901],[420714,536895],[421145,537094],[423773,486875],[434229,546412],[436846,498887],[436858,548054],[443030,552073],[444302,553055],[445187,505886],[450534,556934],[450965,557133],[453383,558871],[453788,513376],[466067,567162],[468499,525266],[473846,571806],[474277,572005],[481179,576118],[483796,537791],[483808,577760],[502641,588735],[509229,592281],[511661,559624],[528609,602743]
   ]
cell #1927 :
  |C| = 315
  W-rep = phi[[2, 2, 1],[1, 1]]+phi[[2, 1, 1],[2, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [144448],[170909],[194221],[201584],[201599],[226432],[226447],[234882],[244319],[257833],[257848],[260882],[278892],[278907],[283797],[292758],[293347],[311757],[311772],[313102],[314806],[319338],[319353],[328632],[328804],[338713],[338728],[344718],[344733],[345818],[347178],[347767],[355494],[371432],[371447],[373892],[374481],[378429],[378444],[380378],[381023],[382556],[382728],[392637],[392652],[402229],[404429],[404444],[406378],[408556],[408728],[412709],[412796],[413135],[415579],[423892],[423907],[426352],[426941],[435388],[435764],[435936],[437557],[437644],[437983],[445809],[445928],[452327],[454527],[454542],[456476],[458654],[458826],[465935],[466853],[467192],[469121],[469240],[475639],[476932],[482338],[482714],[482886],[484507],[484594],[484933],[496297],[498394],[503800],[504176],[504348],[509097],[510015],[510354],[512283],[512402],[522979],[528477],[529395],[529734],[535201],[537298],[552355],[557337],[572209],
     [105544,165910],[107160,364581],[127747,186925],[131982,399754],[146064,417041],[154634,217451],[154649,287058],[159539,224041],[159554,364456],[159726,292743],[167526,441889],[175144,449852],[184784,251495],[189316,256433],[189331,327746],[189906,328530],[192277,467538],[198456,473164],[206489,276501],[206504,416916],[206676,347163],[214476,488839],[221900,291687],[223121,495483],[224950,496895],[231337,303215],[231352,441764],[231524,373877],[239414,310357],[239429,381670],[240004,382454],[242375,510700],[248554,516326],[257422,522285],[259178,340058],[259193,467413],[259365,402214],[265414,337313],[265429,407670],[266004,408454],[268375,530080],[274360,346107],[275581,534387],[277410,535799],[283812,488714],[283984,426337],[290298,362736],[290313,431833],[291398,372532],[291413,494970],[292308,545956],[292930,435373],[294733,435662],[301074,372821],[302295,551541],[304124,552953],[311346,556643],[313117,510575],[313289,452312],[319928,458552],[324505,397543],[324520,462138],[326454,397832],[327099,407023],[327186,521662],[327525,465381],[328378,466766],[338302,571515],[340073,529955],[340245,475624],[345833,533874],[346728,575662],[347350,482323],[349153,482612],[360249,431186],[360336,491952],[360675,429801],[363119,440427],[363238,494943],[364310,496178],[372547,551028],[373442,588279],[374064,503785],[375867,504074],[381110,556020],[381449,508543],[382302,509928],[395711,463346],[395830,462111],[397558,566337],[398523,521814],[407110,570892],[407449,527923],[408302,529308],[415698,533847],[416770,535082],[429982,492104],[431273,584040],[431612,545372],[440546,551001],[441618,552236],[448621,556172],[463465,566310],[471933,571044],[493269,584192]
   ]
cell #1928 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[2, 1]]+phi[[1, 1, 1],[3, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [86896],[103890],[127288],[132464],[154551],[159080],[175626],[184680],[189233],[190142],[190202],[198938],[206030],[221796],[222613],[222687],[229168],[230878],[239331],[240240],[240300],[254837],[256933],[260478],[265331],[266240],[266300],[274256],[275073],[275147],[289098],[290215],[294969],[295029],[295502],[300970],[301787],[301861],[310857],[320164],[320224],[323802],[324727],[326350],[329040],[329786],[330903],[330977],[331521],[337813],[349389],[349449],[356207],[356281],[359763],[360000],[360826],[364248],[364942],[365173],[366796],[376103],[376163],[382964],[383710],[384827],[384901],[391737],[395244],[395273],[399241],[399478],[399655],[400304],[408964],[409710],[410827],[410901],[416708],[417402],[417633],[419256],[433074],[433103],[441556],[442250],[442481],[444104],[449339],[449576],[449753],[450402],[464475],[472651],[472888],[473065],[473714],[480024],[480053],[493987],[494224],[501486],[501515],[520972],[521001],
     [72024,121254],[72751,234778],[87623,260778],[92511,142794],[92630,201501],[107662,293243],[109665,164256],[109784,226349],[115558,170450],[121981,314702],[132106,328700],[132583,257750],[134938,193762],[146566,347663],[148569,211206],[148688,278809],[151691,355390],[159785,364572],[159858,292660],[160359,223582],[168028,374377],[173027,380274],[175268,382624],[175745,311674],[178100,243860],[181401,249036],[181520,319255],[196339,406274],[198580,408624],[199057,338630],[201997,412460],[204320,281628],[204439,344635],[206735,417032],[206808,347080],[207309,276042],[213680,283338],[214978,426837],[225074,435832],[226845,437308],[229287,371349],[231583,441880],[231656,373794],[232157,302756],[234478,314402],[234941,445342],[235297,377726],[237843,308761],[246437,456372],[248678,458722],[249155,392554],[258246,466517],[259424,467529],[259497,402131],[260941,468654],[261297,403726],[263843,335717],[268788,349922],[269765,412223],[270111,343518],[277534,482782],[279305,484258],[281747,423809],[284043,488830],[284116,426254],[284617,357176],[292989,495474],[293406,495711],[293762,434670],[296479,437071],[296825,370232],[304248,504244],[304565,385445],[305352,378651],[305463,445371],[312170,509679],[313348,510691],[313421,452229],[314865,511816],[315221,453824],[317767,389641],[329440,466280],[332308,404651],[332419,468683],[339126,529059],[340304,530071],[340377,475541],[341408,413286],[347409,534378],[347826,534615],[348182,481620],[350899,484021],[351245,422692],[365284,495740],[368122,438134],[374123,551532],[374540,551769],[374896,503082],[383364,509442],[386232,454749],[386343,511845],[409364,528822],[417744,534644],[420582,485084],[442592,551798]
   ]
cell #1929 :
  |C| = 315
  W-rep = phi[[2, 2, 1],[1, 1]]+phi[[2, 1, 1],[2, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [118183],[142118],[163580],[170265],[170345],[193577],[193657],[201488],[210530],[223397],[223477],[226336],[243675],[243755],[248360],[257148],[257737],[275857],[275937],[277216],[278796],[283153],[283233],[292567],[292647],[302571],[302651],[308576],[308656],[309766],[311072],[311661],[319242],[335532],[335612],[338028],[338617],[341988],[342727],[344622],[345296],[346987],[347067],[356991],[357071],[367011],[368702],[369441],[371336],[373701],[373781],[377374],[377713],[377907],[380904],[389456],[389536],[391952],[392541],[400884],[402038],[402118],[403374],[403713],[403907],[412138],[412590],[419471],[421162],[421901],[423796],[426161],[426241],[434006],[434318],[434657],[436986],[437438],[444319],[445295],[450982],[452136],[452216],[453472],[453811],[454005],[466195],[468607],[474294],[475448],[475528],[480956],[481268],[481607],[483936],[484388],[495664],[502418],[502730],[503069],[509357],[511769],[528737],[534568],[551722],
     [83825,137563],[103214,156694],[127103,251457],[127183,184975],[131788,191376],[132031,328617],[154538,217168],[158895,291649],[158975,222091],[159741,364543],[174950,241474],[175193,382541],[189220,256150],[190017,328492],[190097,257228],[198262,267474],[198505,408541],[205845,346069],[205925,274551],[206691,417003],[222600,292460],[224756,303930],[224999,435749],[230693,372783],[230773,301265],[231539,441851],[239318,310074],[240115,382416],[240195,311152],[248603,458639],[254652,397794],[254732,326645],[255842,336722],[257471,465920],[259380,467500],[265318,337030],[266115,408416],[266195,338108],[275060,346880],[277459,482699],[283999,488801],[287568,429763],[288307,362145],[290202,362453],[290876,372010],[292945,495445],[294844,435624],[294924,367091],[301774,373594],[304173,504161],[311395,509082],[313304,510662],[320039,458514],[320119,392032],[323450,461875],[323789,395555],[323983,397021],[326980,406904],[328256,465343],[328465,522022],[328995,401623],[330890,401931],[338351,528462],[340260,530042],[347365,534349],[349264,482574],[349344,419551],[356194,426054],[359678,429649],[360130,431067],[363896,494707],[364235,433385],[364429,434851],[374079,551503],[375978,504036],[376058,444399],[382180,508505],[382389,556380],[382919,451721],[384814,452029],[395197,461992],[399156,465229],[399608,466647],[408180,527885],[408389,571252],[408919,475033],[410814,475341],[416356,533611],[416695,480335],[416889,481801],[432343,545334],[433027,494824],[441204,550765],[441543,501797],[441737,503263],[449254,508391],[449706,509809],[464123,566074],[464462,521283],[472566,527771],[473018,529189],[479977,533728],[493902,545220],[501439,550882],[520925,566191]
   ]
cell #1930 :
  |C| = 126
  W-rep = phi[[3, 1, 1],[1, 1]]
  special rep = phi[[3, 1, 1],[1, 1]] , dim = 126
  orbit = [6, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [184719],[190357],[217177],[221835],[222913],[240455],[250631],[251442],[256159],[256972],[257237],[266455],[274295],[275373],[286978],[291634],[292469],[295184],[301009],[302087],[310083],[310896],[311161],[320379],[326389],[327666],[328477],[330641],[331203],[337039],[337852],[338117],[346054],[346889],[349604],[356507],[360039],[362462],[366513],[366835],[367100],[372768],[373603],[376318],[381590],[382401],[384565],[385127],[391776],[392041],[395498],[395564],[397779],[399517],[401188],[401632],[401940],[407590],[408401],[410565],[411127],[418973],[419295],[419560],[426063],[429730],[429748],[431753],[433328],[433394],[434932],[435609],[443821],[444143],[444408],[449615],[451286],[451730],[452038],[458499],[461733],[461811],[462046],[465310],[465328],[466701],[472927],[474598],[475042],[475350],[480278],[480344],[481882],[482559],[491658],[491896],[494263],[494643],[494878],[501740],[501806],[503344],[504021],[508472],[508490],[509863],[519077],[521226],[521292],[521606],[527852],[527870],[529243],[533547],[533782],[545301],[545319],[550701],[550936],[555964],[566010],[566245],[570836],[583172],[583984],[598370]
   ]
cell #1931 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[2, 1]]+phi[[1, 1, 1],[3, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [132118],[134118],[155979],[159828],[175280],[184799],[184880],[189921],[190189],[190661],[198592],[206778],[217260],[221915],[221996],[222505],[225086],[231626],[240019],[240287],[240759],[248690],[256242],[258258],[259467],[266019],[266287],[266759],[274375],[274456],[274965],[277546],[284086],[293732],[294748],[295016],[299370],[301089],[301170],[301679],[304260],[310166],[312182],[313391],[319943],[320211],[326469],[326550],[327540],[329151],[329773],[330795],[332086],[337122],[339138],[340347],[348152],[349168],[349436],[356099],[360690],[361391],[362545],[363325],[363569],[365088],[367545],[374866],[375882],[376150],[381464],[383075],[383697],[384719],[395917],[396161],[396401],[398642],[400228],[402597],[407464],[409075],[409697],[410719],[415785],[416029],[417548],[430101],[430496],[431627],[432575],[440633],[440877],[442396],[448740],[450326],[462380],[463552],[463796],[472052],[473638],[479525],[493388],[500987],[520473],
     [72743,234897],[87615,260897],[92618,269720],[107242,364683],[107654,293362],[109772,296434],[114738,177280],[115545,234978],[121973,314821],[132098,328819],[132571,329395],[134925,260978],[141403,202929],[146146,417143],[146558,347782],[148676,350854],[151683,355509],[159846,364760],[160346,293443],[162865,227777],[167608,441991],[168020,374496],[173019,380393],[175260,382743],[175733,383319],[178087,314902],[181508,391046],[192359,467640],[196331,406393],[198572,408743],[199045,409319],[201989,413150],[204427,415005],[206796,417220],[207296,347863],[209815,280237],[213667,355590],[214558,488941],[214970,426956],[223889,496037],[225066,435951],[226837,437998],[229275,439853],[231644,442068],[232144,374577],[234838,446015],[235285,446259],[237830,380474],[242457,510802],[246429,456491],[247645,320683],[248670,458841],[249143,459417],[258238,467207],[259485,467717],[260838,469327],[261285,469571],[263830,406474],[268457,530182],[269661,477051],[270098,413851],[272656,353790],[276349,534941],[277526,482901],[279297,484948],[281735,486803],[284104,489018],[284604,427037],[293303,496384],[293750,496628],[296375,498513],[296812,438699],[303063,552095],[304240,504363],[305130,386010],[305267,446499],[305363,505542],[312162,510369],[313409,510879],[314762,512489],[315209,512733],[317754,456572],[329336,523098],[332223,469811],[332319,524922],[339118,529749],[340365,530259],[340831,420005],[341332,477446],[347723,535288],[348170,535532],[350795,537417],[351232,485649],[365184,546821],[368046,498908],[374437,552442],[374884,552686],[376597,452695],[383260,557456],[386147,512973],[386243,559280],[409260,572328],[417644,576527],[420506,537812],[442492,589144]
   ]
cell #1932 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[2, 1]]+phi[[1, 1, 1],[3, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [192652],[218627],[251478],[251641],[257189],[257609],[287070],[291670],[291833],[292630],[311113],[311533],[327758],[328513],[328676],[338069],[338489],[346090],[346253],[347050],[364468],[367052],[371208],[372804],[372967],[373764],[381682],[382437],[382600],[391993],[397815],[397978],[400925],[402101],[403014],[407682],[408437],[408600],[416928],[419512],[426224],[429784],[430913],[431845],[434640],[435645],[435808],[436277],[441776],[444360],[451023],[452199],[458535],[458698],[461977],[462150],[462756],[465364],[466061],[466493],[467425],[468008],[474335],[475511],[481590],[482595],[482758],[488726],[492028],[492670],[494809],[494982],[495588],[503052],[504057],[504220],[508526],[509223],[509655],[510587],[519348],[521738],[522380],[527906],[528603],[529035],[529967],[533713],[533886],[534492],[545355],[545696],[550867],[551040],[551646],[556096],[556738],[566176],[566349],[570968],[571610],[575402],[584116],[588019],[599061],
     [169340,242750],[170256,305402],[193568,332358],[201360,271087],[201474,341490],[222857,364694],[223388,365223],[226208,297801],[226322,368204],[234754,305565],[243666,386282],[257139,399862],[257723,400386],[260754,332521],[275317,417154],[275848,417683],[278668,352221],[278782,420664],[283144,425264],[292633,433699],[293219,365386],[302031,442002],[302562,442531],[308567,447913],[311063,449960],[311647,450484],[314678,386445],[319114,392413],[319228,457780],[331147,467651],[335523,471225],[338019,473272],[338603,473796],[341979,476734],[344494,423668],[344608,478795],[347053,480649],[347639,417846],[355366,425427],[356451,488952],[356982,489481],[365771,496048],[367002,497003],[368693,498196],[371322,500257],[373767,502111],[374353,442694],[377014,453112],[377293,505139],[377699,505312],[380250,448076],[385071,510813],[389447,514387],[391943,516434],[392527,516958],[400875,522781],[402104,523651],[403293,524519],[403699,524692],[406250,471388],[411071,530193],[411429,483227],[412061,530932],[412436,477863],[418231,534952],[419462,535907],[421153,537100],[423782,539161],[426227,541015],[426813,489644],[434237,546418],[434643,546591],[436909,548086],[437284,499325],[443079,552106],[444310,553061],[444696,511170],[445219,505918],[445229,553706],[450973,557139],[452202,558009],[453391,558877],[453797,559050],[456348,514550],[466118,567194],[468531,525298],[468541,568578],[474285,572011],[475514,572881],[476333,531574],[481187,576124],[481593,576297],[483859,577792],[484234,538229],[495598,584895],[497795,548728],[502649,588741],[503055,588914],[509280,592313],[511693,559656],[511703,593697],[528660,602775],[534502,605642],[536699,578434],[551656,614109]
   ]
cell #1933 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[2, 1]]+phi[[1, 1, 1],[3, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [328849],[331516],[360821],[364724],[382773],[395217],[395268],[399628],[399918],[400299],[408773],[417184],[429484],[433047],[433098],[433495],[435981],[442032],[449726],[450016],[450397],[458871],[465064],[467237],[467681],[473038],[473328],[473709],[479997],[480048],[480445],[482931],[488982],[496592],[496769],[497059],[500170],[501459],[501510],[501907],[504393],[508226],[510399],[510843],[516200],[516490],[520945],[520996],[521569],[522864],[523289],[523447],[524280],[527606],[529779],[530223],[535496],[535673],[535963],[540811],[544143],[544459],[545055],[545518],[545587],[546666],[547742],[552650],[552827],[553117],[555927],[557222],[557647],[557805],[565276],[565345],[565446],[566479],[567399],[568319],[570799],[572094],[572519],[572677],[575224],[575293],[576372],[583401],[583521],[583947],[584356],[587841],[587910],[588989],[591598],[592518],[598522],[598883],[598952],[602060],[602980],[605103],[611116],[613570],[620811],
     [234900,445315],[260900,468627],[269717,476434],[292802,495322],[293365,495684],[296431,497896],[304560,385440],[305458,445366],[314824,511789],[328822,522159],[329392,522481],[332414,468678],[341403,413281],[347222,534226],[347785,534588],[350851,536800],[355512,540363],[364757,546062],[365279,495735],[368117,438129],[373936,551380],[374499,551742],[380396,555303],[382746,556517],[383316,556839],[386338,511840],[391043,561964],[402273,568093],[406396,570175],[408746,571389],[409316,571711],[413153,573849],[415002,574761],[417217,575768],[417739,534639],[420577,485079],[425320,540414],[426396,581086],[426959,581448],[435432,585417],[435954,585652],[438001,586466],[439850,587378],[442065,588385],[442587,551793],[446018,590395],[446256,590464],[447969,555354],[452371,593212],[456494,595294],[457693,516871],[458844,596508],[459414,596830],[467210,600087],[467714,600286],[469330,600857],[469568,600926],[471281,570226],[475683,603674],[477048,604148],[477242,574165],[478708,539074],[482382,606164],[482904,606399],[484951,607213],[486800,608125],[489015,609132],[489537,581499],[496387,611957],[496625,612026],[498510,612615],[498704,586782],[503844,614631],[504366,614866],[504900,558638],[505387,590565],[505530,615234],[510372,616799],[510876,616998],[512492,617569],[512730,617638],[514443,595345],[523095,621430],[524767,601027],[524910,621910],[529752,623475],[530256,623674],[530588,577448],[531137,604268],[535291,625060],[535529,625129],[537414,625718],[537608,607529],[546809,628717],[548291,612735],[552445,630177],[552683,630246],[553447,593438],[557453,631405],[559125,617739],[559268,631885],[572325,635207],[576515,636067],[577997,625838],[589132,638796]
   ]
cell #1934 :
  |C| = 315
  W-rep = phi[[2, 2, 1],[1, 1]]+phi[[2, 1, 1],[2, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [201612],[204932],[226460],[234893],[235466],[257861],[260893],[261466],[269699],[278920],[292771],[293358],[296413],[311785],[314817],[315390],[319366],[328737],[328815],[329374],[338741],[344746],[347191],[347778],[350833],[355505],[356078],[371460],[373905],[374492],[378457],[380389],[382661],[382739],[383298],[384698],[391025],[392665],[402242],[404457],[406389],[408661],[408739],[409298],[412889],[413146],[414984],[416008],[423920],[426365],[426952],[435401],[435869],[435947],[437737],[437994],[439832],[446011],[446238],[448602],[452340],[454555],[456487],[458759],[458837],[459396],[466554],[466946],[467203],[469323],[469550],[475652],[476913],[476995],[479426],[482351],[482819],[482897],[484687],[484944],[486782],[496380],[498375],[498457],[503813],[504281],[504359],[505443],[509716],[510108],[510365],[512485],[512712],[523042],[524823],[529096],[529488],[529745],[535284],[537279],[537361],[552438],[557400],[559181],[572272],
     [107245,364679],[132075,399834],[146149,417139],[154662,359570],[157982,229780],[159567,433552],[159824,364739],[167611,441987],[175237,449932],[184795,323342],[185368,253739],[189344,399048],[189917,399706],[192362,467636],[198549,473244],[206517,480502],[206774,417199],[214561,488937],[217239,287341],[221911,363788],[222484,293931],[223892,496033],[225043,496975],[231365,501964],[231622,442047],[239442,449146],[240015,449804],[242460,510798],[248647,516406],[256221,328029],[258215,522753],[259206,523504],[259463,467696],[265442,472458],[266015,473116],[268460,530178],[274371,416248],[274944,348351],[276352,534937],[277503,535879],[283825,540868],[284082,488997],[290326,493794],[291426,545854],[293101,546281],[293728,496607],[294744,496847],[301085,441096],[301658,375065],[303066,552091],[304217,553033],[310145,381953],[312139,557111],[313130,557862],[313387,510858],[319939,516278],[324533,519506],[326465,464015],[327279,566643],[327536,521912],[329147,522960],[330774,410698],[337101,407953],[339095,571983],[340086,572734],[340343,530238],[345846,575560],[347521,575987],[348148,535511],[349164,535751],[360429,543761],[360686,492202],[362524,432116],[363321,545824],[363548,440856],[365032,546722],[372560,588177],[374235,588604],[374862,552665],[375878,552905],[381203,591762],[381460,556270],[383071,557318],[395913,519476],[396140,463775],[397571,599219],[398504,471914],[398586,566696],[407203,602224],[407460,571142],[409071,572190],[415781,575530],[417492,576428],[429963,493250],[430045,543814],[431366,611280],[431623,584290],[432476,500888],[440629,588147],[442340,589045],[448684,591815],[462281,520374],[463548,599189],[471996,602277],[493332,611333]
   ]
cell #1935 :
  |C| = 315
  W-rep = phi[[2, 2, 1],[1, 1]]+phi[[2, 1, 1],[2, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [269726],[273338],[296440],[305492],[306057],[328853],[329401],[332448],[333013],[341555],[350860],[364766],[365313],[368269],[382777],[383325],[386372],[386937],[391052],[399952],[400451],[408777],[409325],[415011],[417226],[417773],[420729],[425354],[425919],[435985],[439859],[442074],[442621],[446265],[448003],[450050],[450549],[451894],[457845],[458875],[459423],[467241],[467723],[469577],[471315],[473362],[473861],[477057],[477276],[478860],[479748],[482935],[486809],[489024],[489571],[496634],[497093],[498519],[498738],[500322],[504397],[505584],[505765],[507729],[510403],[510885],[512739],[514477],[516524],[517023],[523104],[523323],[524964],[525145],[529783],[530265],[531178],[531267],[533207],[535538],[535997],[537423],[537642],[539226],[546863],[548332],[548421],[552692],[553151],[553922],[557462],[557681],[559322],[559503],[567529],[568794],[572334],[572553],[576569],[578038],[578127],[589186],[592648],[593913],[603110],
     [159892,364795],[190195,399930],[206842,417255],[217266,359579],[220878,300052],[222511,433561],[222777,433764],[231690,442103],[240293,450028],[251568,395151],[252133,325432],[256248,399057],[256836,465516],[259531,467752],[266293,473340],[274971,480511],[275237,480714],[284150,489053],[287135,359782],[291760,432981],[292325,365878],[293796,496663],[295022,497071],[301685,501973],[301951,502176],[310172,449155],[310760,508678],[313455,510914],[320217,516502],[327823,399260],[329779,523301],[330801,523513],[331067,523716],[337128,472467],[337716,528058],[340411,530294],[346180,479931],[346745,418338],[348216,535567],[349442,535975],[356105,540877],[356371,541080],[362551,493803],[363575,545863],[365094,546706],[365691,547044],[366699,547227],[372894,501393],[373459,443186],[374930,552721],[376156,553129],[381747,449358],[383703,557659],[384725,557871],[384991,558074],[391640,562416],[396167,519515],[397905,520879],[398648,566680],[398867,566749],[400270,567440],[401796,475206],[407747,472670],[409703,572531],[410725,572743],[410991,572946],[416035,575569],[417554,576412],[418151,576750],[419159,576933],[430107,543798],[430326,543867],[431910,494006],[432617,584516],[432798,501210],[434046,585111],[440883,588186],[442402,589029],[442999,589367],[444007,589550],[448746,591799],[448965,591868],[450368,592559],[462422,565075],[462603,520696],[463802,599228],[464567,527109],[464656,599381],[472058,602261],[472277,602330],[473680,603021],[479567,605263],[480996,605858],[492274,544558],[492363,583241],[493394,611317],[493613,611386],[494303,550361],[501029,613730],[502458,614325],[507818,616093],[519564,565670],[520515,620971],[527198,622769],[544647,628402]
   ]
cell #1936 :
  |C| = 315
  W-rep = phi[[2, 2, 1],[1, 1]]+phi[[2, 1, 1],[2, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [341596],[345243],[368310],[377336],[377854],[399981],[400492],[403336],[403854],[412085],[420770],[433805],[434280],[436933],[450079],[450590],[453434],[453952],[457886],[465730],[466142],[473391],[473902],[478901],[480755],[481230],[483883],[488116],[488634],[497122],[500363],[502217],[502692],[505806],[507247],[508892],[509304],[510495],[515675],[516553],[517064],[523352],[523757],[525186],[526627],[528272],[528684],[531382],[531501],[532753],[533469],[536026],[539267],[541121],[541596],[547085],[547441],[548536],[548655],[549907],[553180],[554097],[554184],[555726],[557710],[558115],[559544],[560985],[562630],[563042],[567644],[567763],[568969],[569056],[572582],[572987],[573648],[573721],[575131],[576791],[577147],[578242],[578361],[579613],[585286],[586265],[586338],[589408],[589764],[590302],[592763],[592882],[594088],[594175],[599959],[600764],[603225],[603344],[606033],[607012],[607085],[614500],[616671],[617476],[623347],
     [222954,433812],[257221,465708],[275414,480762],[287176,429442],[290823,371957],[292366,495124],[292720,495278],[302128,502224],[311145,508870],[323412,461860],[323930,396968],[327864,465022],[328427,522007],[331244,523764],[338101,528250],[346786,534028],[347140,534182],[356548,541128],[359625,429596],[363858,494692],[364376,434798],[366554,547092],[367084,547419],[373500,551182],[373854,551336],[381788,508184],[382351,556365],[385168,558122],[392025,562608],[399103,465176],[401616,567741],[401837,567895],[402191,568049],[407788,527564],[408351,571237],[411168,572994],[416318,533596],[416836,481748],[419014,576798],[419544,577125],[425960,580888],[426314,581042],[431951,545013],[432839,584583],[434781,585155],[435350,585373],[435559,585500],[441166,550750],[441684,503210],[443862,589415],[444392,589742],[449201,508338],[451714,592860],[451935,593014],[452289,593168],[458449,596356],[462644,565142],[464085,566059],[464771,599425],[464890,599445],[466626,599886],[467333,529875],[472513,527718],[475026,603322],[475247,603476],[475601,603630],[479789,605330],[481731,605902],[482300,606120],[482509,606247],[492478,583285],[492597,583305],[493849,545167],[494478,611527],[494565,550623],[496070,611864],[501251,613797],[503193,614369],[503762,614587],[503971,614714],[507933,616137],[508052,616157],[509788,616598],[519739,598453],[519826,565932],[520737,621038],[521368,570598],[521441,621118],[527313,622813],[527432,622833],[529168,623274],[533382,624630],[534974,624967],[543942,583746],[544015,610804],[544762,628446],[544881,628466],[545425,587748],[550536,629747],[552128,630084],[555799,631093],[565183,598790],[565845,633999],[570671,634895],[583819,637999]
   ]
cell #1937 :
  |C| = 70
  W-rep = phi[[1, 1, 1],[2, 2]]
  special rep = phi[[1, 1, 1],[2, 2]] , dim = 70
  orbit = [3, 3, 3, 3, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     70 tau_infinity subcells with 1 member(s)
  subcells = [
     [60900],[74048],[88920],[92856],[110010],[115601],[123278],[132809],[134981],[141513],[148914],[152988],[160402],[162975],[175971],[178143],[181746],[190245],[190771],[199283],[204665],[207352],[209925],[213723],[222806],[229513],[232200],[237886],[240343],[240869],[247755],[249381],[263886],[266343],[266869],[270154],[272766],[275266],[281973],[284660],[295072],[296868],[299480],[301980],[305899],[317810],[320267],[320793],[329829],[331096],[332855],[341538],[349492],[351288],[353900],[356400],[365720],[368252],[376206],[383753],[385020],[386779],[400434],[409753],[411020],[418180],[420712],[443028],[450532],[473844]
   ]
cell #1938 :
  |C| = 245
  W-rep = phi[[2, 1],[2, 2]]+phi[[1, 1],[3, 2]]
  special rep = phi[[2, 1],[2, 2]] , dim = 140
  orbit = [4, 4, 3, 3]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [136562],[162493],[186553],[192698],[218673],[223669],[225430],[251687],[252949],[257655],[276129],[287251],[291879],[293141],[302843],[311579],[327939],[335804],[338535],[346299],[347561],[371254],[373013],[374275],[381863],[398024],[403060],[406172],[407863],[430959],[432026],[436692],[463171],[468138],[492800],
     [78850,318336],[94159,343716],[99733,215304],[99854,282274],[111313,370430],[115852,377507],[117182,179724],[117303,307697],[123909,247273],[135232,403507],[136683,334653],[141031,209443],[141658,412119],[141811,341795],[143395,272284],[150217,422890],[160653,434451],[163120,436967],[163273,368509],[164857,298998],[169386,242796],[170399,305611],[170537,236651],[178394,453605],[179845,388577],[183049,460006],[190916,466176],[191069,400691],[193711,332567],[193849,262651],[200582,277890],[201406,271133],[201565,341671],[207603,481401],[210070,483917],[210223,420969],[211807,353418],[213974,488287],[215425,427559],[223531,365432],[226254,297847],[226413,368385],[232451,502863],[234676,306873],[238137,507418],[241014,509338],[241167,450789],[243809,386491],[243947,316575],[247900,515709],[248053,458085],[249637,393610],[257814,400567],[260676,333829],[264137,526798],[267014,528718],[267167,474101],[272911,532787],[273064,479100],[275991,417892],[278714,352267],[278873,420845],[283287,425473],[283425,357263],[284911,541767],[299625,549941],[299778,500562],[302705,442740],[306730,554218],[308710,448122],[308848,389728],[311738,450665],[314600,387753],[318061,561156],[319160,392459],[319319,457961],[320938,563076],[321091,517263],[333686,569090],[335666,471434],[338694,473977],[342781,477909],[344540,423714],[344699,478976],[354045,579647],[354198,539466],[355288,426735],[357125,489690],[369495,499371],[371413,500438],[377060,453158],[378410,506333],[380172,456270],[387610,594209],[389590,514596],[392618,517139],[404410,525713],[411844,483642],[412573,531704],[421955,538275],[423873,539342],[437421,548858],[444826,511300],[454508,560071],[484371,578564]
   ]
cell #1939 :
  |C| = 126
  W-rep = phi[[3, 1, 1],[1, 1]]
  special rep = phi[[3, 1, 1],[1, 1]] , dim = 126
  orbit = [6, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [154579],[159974],[184710],[189261],[190317],[206924],[216269],[217122],[221826],[222641],[222904],[231772],[239359],[240415],[251369],[256104],[256963],[259613],[265359],[266415],[274286],[275101],[275364],[284232],[290243],[291561],[292414],[294578],[295144],[301000],[301815],[302078],[310028],[310887],[313537],[320339],[323830],[326380],[330601],[330931],[331194],[336984],[337843],[340493],[345981],[346834],[348998],[349564],[356235],[356498],[359958],[360030],[362407],[364276],[366054],[366504],[366826],[372695],[373548],[375712],[376278],[384525],[384855],[385118],[391767],[395489],[395509],[397706],[399436],[399508],[401179],[401885],[410525],[410855],[411118],[416736],[418514],[418964],[419286],[426008],[429287],[429377],[429660],[433319],[433339],[434862],[441584],[443362],[443812],[444134],[449534],[449606],[451277],[451983],[461514],[461803],[464503],[464957],[465240],[472846],[472918],[474589],[475295],[480269],[480289],[481812],[491650],[494182],[494254],[494635],[501731],[501751],[503274],[508119],[508402],[521217],[521237],[527499],[527782],[533539],[544948],[545231],[550693],[564958],[566002],[583164]
   ]
cell #1940 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[2, 1]]+phi[[1, 1, 1],[3, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [257282],[259877],[288497],[292724],[311206],[323416],[323484],[328431],[328773],[329185],[338162],[347144],[359647],[363862],[363930],[364398],[367145],[373858],[382355],[382697],[383109],[392086],[399125],[401677],[402195],[408355],[408697],[409109],[416322],[416390],[416858],[419605],[426318],[435354],[435563],[435905],[439643],[441170],[441238],[441706],[444453],[449223],[451775],[452293],[458453],[458795],[464089],[464157],[464894],[466630],[467161],[467355],[468395],[472535],[475087],[475605],[482304],[482513],[482855],[488656],[492601],[493057],[493871],[494482],[494587],[496104],[497480],[503766],[503975],[504317],[508056],[509792],[510323],[510517],[519743],[519848],[520011],[521475],[522839],[524069],[527436],[529172],[529703],[529897],[533386],[533491],[535008],[544049],[544248],[544885],[545493],[550540],[550645],[552162],[555833],[557197],[565251],[565849],[565954],[570705],[572069],[575199],[583853],[587816],[598858],
     [170386,377340],[193698,403340],[201605,412107],[222951,495312],[223518,434284],[226453,436955],[233877,313801],[234851,377408],[243796,453438],[257269,465734],[257854,466164],[260851,403408],[269510,342917],[275411,534216],[275978,481234],[278913,483905],[283274,488120],[292764,495300],[293316,434352],[296224,369631],[302125,551370],[302692,502696],[308697,507251],[311193,508896],[311778,509326],[314775,453506],[319359,515697],[331241,568083],[335653,526631],[338149,528276],[338734,528706],[342768,531505],[344739,532775],[347184,534204],[347736,481302],[350644,422091],[355463,488188],[356545,581076],[357112,541600],[366551,585407],[367132,547445],[369482,548659],[371453,549929],[373898,551358],[374450,502764],[378187,554101],[378450,554206],[380347,507319],[385165,593202],[389577,560989],[390836,459207],[392073,562634],[392658,563064],[401664,567767],[402235,568071],[404187,568973],[404450,569078],[406347,526699],[411165,603664],[412882,573755],[413104,531961],[414795,486593],[419011,606154],[419592,577151],[421942,578365],[423913,579635],[426358,581064],[426910,541668],[435131,585290],[435394,585395],[437730,586372],[437952,549115],[443859,614621],[444440,589768],[445083,511557],[445735,554369],[445939,590370],[451762,592886],[452333,593190],[454285,594092],[454548,594197],[456445,561057],[466939,599993],[469047,569241],[469251,600832],[475074,603348],[475645,603652],[476018,536384],[476792,573954],[482081,606037],[482344,606142],[484680,607119],[484902,578821],[496308,611932],[498254,586571],[503543,614504],[503806,614609],[504689,558427],[510101,616705],[512209,594360],[512413,617544],[529481,623381],[535212,625035],[537158,607318],[552366,630152]
   ]
cell #1941 :
  |C| = 315
  W-rep = phi[[2, 2, 1],[1, 1]]+phi[[2, 1, 1],[2, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [305510],[309175],[332466],[341591],[342136],[365331],[368305],[368850],[377313],[386390],[399970],[400487],[403313],[417791],[420765],[421310],[425372],[433800],[433816],[434257],[442639],[448021],[450068],[450585],[453411],[457881],[458426],[471333],[473380],[473897],[477294],[478896],[480750],[480766],[481207],[482486],[488093],[489589],[497111],[498756],[500358],[502212],[502228],[502669],[505665],[505801],[507224],[508029],[514495],[516542],[517059],[523341],[523752],[523768],[525045],[525181],[526604],[531377],[531478],[533250],[536015],[537660],[539262],[541116],[541132],[541573],[546944],[547080],[547096],[548531],[548632],[553169],[553965],[554059],[555718],[557699],[558110],[558126],[559403],[559539],[560962],[567639],[568837],[568931],[572571],[572982],[572998],[573640],[576650],[576786],[576802],[578237],[578338],[585248],[586257],[589267],[589403],[589419],[592758],[593956],[594050],[603220],[605995],[607004],[614462],
     [190347,465741],[222887,495279],[240445,508903],[251586,461861],[255251,336131],[256854,522008],[257216,465707],[266445,528283],[275347,534183],[287171,429441],[287716,361554],[291778,494693],[292361,495123],[295174,547452],[302061,551337],[310778,556366],[311140,508869],[320369,562641],[323389,395342],[327859,465021],[328404,401032],[330631,567774],[331177,568050],[337734,571238],[338096,528249],[346198,533597],[346781,534027],[349594,577158],[356481,581043],[363835,433172],[366487,585374],[366717,585501],[367079,547418],[372912,550751],[373495,551181],[376308,589775],[381783,508183],[382328,451130],[384555,592893],[385101,593169],[391658,596357],[392020,562607],[397923,566060],[398885,599446],[401010,599887],[401611,567740],[401832,567894],[407783,527563],[408328,474442],[410555,603355],[411101,603631],[416295,480122],[418947,606121],[419177,606248],[419539,577124],[425955,580887],[430344,583306],[431946,545012],[432698,611528],[432834,584582],[434776,585154],[435536,503948],[441143,501584],[443795,614588],[444025,614715],[444387,589741],[448983,616158],[451108,616599],[451709,592859],[451930,593013],[462503,598454],[462639,565141],[464062,521070],[464766,599424],[464867,527409],[466588,599878],[472295,622834],[474420,623275],[475021,603321],[475242,603475],[479648,624631],[479784,605329],[481726,605901],[492473,583284],[492574,544858],[493631,628467],[494346,550404],[494440,611519],[501110,629748],[501246,613796],[503188,614368],[507928,616136],[509750,616590],[519607,565713],[519701,598445],[520596,634000],[520732,621037],[521360,570590],[527308,622812],[529130,623266],[533344,624622],[543934,583738],[544757,628445],[550498,629739],[565807,633991]
   ]
cell #1942 :
  |C| = 553
  W-rep = phi[[2, 1],[2, 1, 1]]+phi[[1, 1],[3, 1, 1]]+phi[[2],[2, 2, 1]]+phi[[1],[3, 2, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     91 tau_infinity subcells with 4 member(s)
  subcells = [
     [223727],[258024],[276187],[287274],[293164],[293526],[295443],[302901],[311948],[323503],[324668],[327962],[329204],[335862],[338904],[347584],[347946],[359704],[363949],[365114],[371077],[371623],[374298],[374660],[381886],[383128],[399182],[405965],[406195],[406557],[407886],[409128],[416409],[417574],[432049],[436715],[438840],[439662],[441257],[442422],[449280],[463194],[464176],[468278],[468414],[472592],[492940],[493076],[493928],
     [111542,439441],[136620,470356],[162551,497598],[164761,499420],[186611,520129],[191096,466351],[193067,524150],[195495,471116],[201529,341694],[219042,544329],[223697,434474],[225453,547708],[225815,497699],[226377,368408],[234808,377427],[241194,509513],[252972,565412],[253334,520230],[257778,400590],[258041,466335],[259896,524056],[260808,403427],[267194,528893],[268729,349863],[269582,412164],[276157,481424],[278837,420868],[283483,357321],[285847,428768],[288516,544235],[293273,434371],[296296,437012],[299805,550116],[302871,502886],[305293,378592],[308906,389786],[311702,450688],[311965,509497],[314732,453525],[318983,460653],[319529,392828],[322065,461199],[329257,466221],[332249,404592],[335266,569978],[335832,526821],[338658,474000],[338921,528877],[344363,423537],[344909,424083],[347693,481321],[350716,483962],[355081,490745],[355311,426758],[355673,427120],[371640,550100],[374407,502783],[379965,456063],[380195,456293],[380557,456655],[383181,509383],[386173,454690],[390033,517582],[390855,459226],[409181,528763],[411867,483665],[413992,485790],[414814,486612],[444966,511440],[445102,511576],
     [61917,216128,358338,491337],[61927,285693,285817,490975],[79079,183278,390634,518183],[79089,318829,318953,515457],[80131,250147,322082,518404],[94388,150446,414593,486391],[94398,344209,344333,532535],[99791,215362,424395,542092],[99881,354524,354648,540014],[100141,282797,355098,540150],[111552,370923,371047,549689],[117240,179782,447044,513518],[117330,379408,379532,554954],[117590,308220,379982,555090],[123813,249541,456943,563488],[123937,318359,319283,457984],[123967,247331,390202,561666],[136710,405408,405532,569826],[136970,335176,405982,569962],[141089,209501,476136,536502],[141838,412294,412418,531844],[143299,211711,477958,538324],[143423,343739,344663,478999],[143453,272342,414161,574463],[150456,423383,423507,579395],[150847,285071,425155,489372],[150955,282643,424481,580204],[150972,354508,355420,488207],[163300,437142,437266,548998],[164885,370453,371377,500461],[164915,299056,439009,587080],[169755,243165,504770,558508],[170565,377530,377754,506356],[170595,236709,445587,554487],[172183,245593,447804,514278],[172291,308066,447130,590926],[172308,379392,380304,507338],[179872,455506,455630,594945],[180132,389100,456080,595081],[180713,318721,390908,515754],[183288,460499,460623,597690],[193877,403530,403754,525736],[193907,262709,468899,569359],[195603,335022,470442,601388],[195620,405392,406304,526718],[200605,277913,530554,577414],[200967,278275,476237,536603],[201775,271502,476610,574035],[201792,412278,412490,531980],[203632,344101,414867,532832],[210250,484092,484216,578704],[211835,422913,423837,539365],[211865,353476,485959,607827],[215452,490188,490312,610014],[215712,428082,490762,610150],[216138,428738,491445,582875],[226623,298216,498072,586652],[226640,437126,437338,549134],[228480,370815,439715,549986],[233896,313820,504676,558414],[234699,306896,504965,590531],[235061,307258,445607,554588],[243975,453628,453852,560094],[244005,316633,512061,594478],[245701,388946,513604,618100],[245718,455490,456402,561076],[248080,321118,515884,563251],[249665,392582,460029,517162],[249695,393668,517751,619932],[250237,394417,518420,598117],[250497,461216,461353,598101],[260699,333852,524345,600993],[261061,334214,468919,569460],[269529,342936,476327,573941],[273091,354225,532962,579822],[279083,352636,536976,607399],[279100,484076,484288,578840],[280940,423275,486665,579692],[282887,428172,540166,610166],[283453,357291,488310,541790],[285179,427928,542178,627565],[285196,426867,490172,541687],[296243,369650,497789,586558],[308310,389190,555106,595097],[308876,389756,507441,561179],[314623,387776,558703,617705],[314985,388138,512081,594579],[319546,392845,515868,563235],[321386,459279,460391,563121],[344926,424100,532946,579806],[350663,422110,536693,607305]
   ]
cell #1943 :
  |C| = 175
  W-rep = phi[[3],[2, 1, 1]]+phi[[1],[4, 1, 1]]
  special rep = phi[[3],[2, 1, 1]] , dim = 105
  orbit = [6, 4, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [196629],[229234],[229629],[260544],[263733],[263811],[289164],[296029],[296107],[299345],[299365],[325254],[325332],[331496],[332061],[332081],[335396],[360801],[361366],[361386],[367403],[367477],[367946],[394796],[396259],[396333],[396802],[402484],[402574],[429119],[430383],[430473],[436240],[461554],[462719],
     [125965,183583],[151981,215268],[153369,216066],[173317,246727],[181467,249102],[181862,249497],[183496,250301],[204386,281694],[204781,282089],[213570,284507],[213648,284585],[214096,283637],[234544,314468],[237733,317657],[237811,317735],[238259,309060],[247620,320658],[247640,320678],[247813,319506],[250418,322373],[264259,336016],[269315,350449],[269393,350527],[272631,353765],[272651,353785],[272824,344886],[283017,356855],[283133,355585],[285033,357475],[299538,371600],[304540,385420],[305105,385985],[305125,386005],[305957,379256],[308440,389320],[308556,380469],[318183,389940],[319217,391116],[320851,392805],[332913,405256],[335512,406469],[340689,419863],[340763,419937],[341232,420406],[341968,413846],[344597,415075],[353958,424060],[356971,427032],[368682,438694],[371311,439923],[376484,452582],[376574,452672],[377219,446431],[377688,446900],[386837,455354],[389436,456567],[392516,459487],[403219,469743],[403688,470212],[411392,483190],[411996,477423],[421142,485644],[423771,486873],[436844,498885],[445182,505881],[453317,512905],[453786,513374],[468494,525261],[483794,537789],[511656,559619]
   ]
cell #1944 :
  |C| = 55
  W-rep = phi[[4, 1, 1, 1],[]]+phi[[4],[1, 1, 1]]
  special rep = phi[[4],[1, 1, 1]] , dim = 35
  orbit = [8, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 1
  number of tau_infinity subcells = 35
     15 tau_infinity subcells with 1 member(s)
     20 tau_infinity subcells with 2 member(s)
  subcells = [
     [125999],[152467],[177129],[182074],[208553],[214245],[239073],[242144],[248345],[273950],[277201],[309156],[309751],[345218],[380836],
     [133967,200441],[161603,233401],[188975,265073],[192046,268144],[218510,289957],[221490,300664],[224741,303915],[252745,326044],[255232,336112],[255827,336707],[287697,361535],[288292,362130],[290798,371932],[322799,394871],[323905,396943],[326912,406836],[359086,429183],[360062,430999],[394677,461599],[428944,491616]
   ]
cell #1945 :
  |C| = 140
  W-rep = phi[[3, 2, 1, 1],[]]+phi[[3],[2, 1, 1]]
  special rep = phi[[3],[2, 1, 1]] , dim = 105
  orbit = [6, 4, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     70 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [153411],[182418],[183541],[208897],[214317],[214712],[215967],[242216],[242611],[248207],[248355],[248433],[273218],[274022],[277211],[277289],[283306],[283772],[283792],[286064],[299932],[308729],[309761],[309839],[313077],[313097],[319333],[319903],[321245],[335685],[342800],[344713],[345228],[345793],[345813],[349128],[354352],[355469],[357144],[369514],[371427],[378424],[380353],[380881],[380955],[381424],[389609],[392632],[404424],[406353],[412641],[413110],[415466],[415556],[421974],[423887],[426916],[437489],[437958],[445786],[448508],[454522],[456451],[469098],[476819],[484439],[484908],[498281],[512260],[537185],
     [161947,233745],[192118,268216],[192513,268611],[221562,300736],[224751,303925],[224829,304003],[252817,326116],[255837,336717],[255915,336795],[259153,340033],[259173,340053],[288302,362140],[288380,362218],[290808,371942],[291373,372507],[291393,372527],[294708,375842],[323915,396953],[324480,397518],[324500,397538],[326957,406881],[327031,406955],[327500,407424],[359096,429193],[360107,431044],[360181,431118],[360650,431587],[363006,440314],[363096,440404],[394722,461644],[395598,463233],[395688,463323],[398410,471820],[429029,491726],[429869,493156]
   ]
cell #1946 :
  |C| = 175
  W-rep = phi[[3, 1, 1, 1],[1]]+phi[[3, 1],[1, 1, 1]]
  special rep = phi[[3, 1],[1, 1, 1]] , dim = 105
  orbit = [6, 2, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [322301],[356717],[358568],[385337],[392105],[392250],[394192],[419624],[419769],[426093],[426332],[426547],[452068],[452307],[452522],[458547],[458575],[458801],[480374],[482607],[482635],[482861],[488709],[488734],[508538],[508566],[510570],[510595],[516239],[533869],[533894],[535712],[555994],[556231],[575346],
     [250624,519062],[251490,462043],[257301,401696],[286971,543690],[287078,492081],[291682,494875],[292738,435368],[311225,451794],[323303,519382],[327659,566572],[327766,521791],[328525,466698],[328779,467167],[331413,411337],[338181,475106],[346102,533779],[347158,482318],[363749,545730],[364476,496155],[367164,444472],[367309,444617],[372816,550933],[373872,503780],[381583,591691],[381690,556149],[382449,509860],[382703,510329],[395594,521322],[397827,566242],[399667,522866],[401970,475380],[402209,475619],[402424,475834],[407583,602153],[407690,571021],[408449,529240],[408703,529709],[416209,575436],[416936,535059],[429796,545367],[429824,545395],[431746,611209],[431853,584169],[433424,501836],[435657,504069],[435685,504097],[435911,504323],[441057,588053],[441784,552213],[449765,557224],[461489,598400],[461726,620589],[462133,566332],[462158,566357],[463976,599095],[465376,527918],[465404,527946],[467408,529950],[467433,529975],[473077,572096],[491636,610774],[491926,584014],[492163,584251],[494965,551023],[494990,551048],[496808,552866],[519292,599005],[521636,570866],[521873,571103],[545640,587963]
   ]
cell #1947 :
  |C| = 175
  W-rep = phi[[3],[2, 1, 1]]+phi[[1],[4, 1, 1]]
  special rep = phi[[3],[2, 1, 1]] , dim = 105
  orbit = [6, 4, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [264253],[299437],[299914],[332153],[335428],[335476],[361458],[367978],[368026],[371206],[371226],[396834],[396882],[402723],[403012],[403032],[406142],[430622],[430911],[430931],[436239],[436394],[436662],[462718],[462873],[463141],[467999],[468087],[491725],[492661],[492749],[497356],[519129],[519887],[543554],
     [153381,285923],[181874,319759],[183490,250412],[204793,345139],[213839,355657],[214090,285027],[215949,286046],[216078,358676],[229641,371853],[238002,380541],[238253,318177],[247712,320750],[247839,391148],[248189,321227],[249509,393058],[264002,406541],[270970,413918],[272723,353857],[272850,415107],[273200,354334],[282101,424313],[283049,356887],[283097,356935],[283218,425445],[284776,427104],[297684,438766],[299564,439955],[305197,386077],[306669,446932],[308472,389352],[308520,389400],[308641,448094],[317926,456639],[319112,392411],[319132,392431],[320877,459519],[333625,470244],[335597,471406],[341264,420438],[341312,420486],[342117,477572],[342712,477881],[344492,423666],[344512,423686],[352104,485716],[353984,486905],[355258,426705],[357056,489662],[368831,499034],[369426,499343],[376723,452821],[377012,453110],[377032,453130],[377829,506035],[380142,456240],[387549,513406],[389521,514568],[403829,525415],[411391,483189],[411546,483344],[411814,483612],[412522,531653],[421291,537938],[421886,538247],[437370,548807],[444687,511161],[444775,511249],[453927,559773],[475894,536260],[484320,578513]
   ]
cell #1948 :
  |C| = 126
  W-rep = phi[[2],[3, 1, 1]]
  special rep = phi[[2],[3, 1, 1]] , dim = 126
  orbit = [5, 5, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [183502],[214102],[215952],[238265],[247911],[248192],[250424],[264265],[272922],[273203],[283100],[283228],[285039],[286049],[299636],[299917],[306741],[308523],[308651],[318189],[319142],[319313],[320949],[321230],[322206],[333697],[335479],[335607],[341315],[342722],[344522],[344693],[354056],[354337],[355282],[355922],[356938],[357066],[368029],[369436],[371236],[371407],[377042],[377839],[378404],[380166],[380806],[387621],[389403],[389531],[391199],[392441],[392612],[394314],[396885],[403042],[403839],[404404],[406166],[406806],[411556],[411838],[412567],[415158],[420489],[421896],[423696],[423867],[425455],[426729],[427369],[430941],[436404],[436686],[437415],[440006],[444820],[445696],[446983],[448104],[453140],[453937],[454502],[456264],[456904],[457955],[459570],[462883],[463165],[468132],[469008],[470295],[471416],[475979],[477891],[478970],[483354],[483636],[484365],[486956],[489672],[492794],[497441],[499353],[500432],[506045],[506327],[511294],[512170],[513457],[514578],[517133],[519972],[525425],[525707],[531698],[536345],[538257],[539336],[548852],[554330],[559783],[560065],[569202],[578558],[594321]
   ]
cell #1949 :
  |C| = 175
  W-rep = phi[[3],[2, 1, 1]]+phi[[1],[4, 1, 1]]
  special rep = phi[[3],[2, 1, 1]] , dim = 105
  orbit = [6, 4, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [299918],[335480],[335988],[368030],[371248],[371286],[396886],[403054],[403092],[406148],[406176],[430953],[430991],[436479],[436668],[436696],[439619],[462958],[463147],[463175],[468005],[468196],[468371],[492667],[492858],[493033],[497371],[497486],[519135],[519902],[520017],[523996],[543569],[544175],[564898],
     [183508,322207],[214108,355923],[215953,286050],[238271,380807],[248004,391200],[248193,321231],[250273,322345],[250430,394315],[264271,406807],[273015,415159],[273204,354338],[283101,356939],[283332,425467],[283609,357447],[285045,427370],[299729,440007],[307534,446984],[308524,389404],[308755,448116],[309032,389912],[318195,456905],[319154,392453],[319192,392491],[319418,457965],[321042,459571],[334490,470296],[335711,471428],[341316,420490],[343512,477903],[344534,423708],[344572,423746],[344798,478980],[354149,486957],[355264,426711],[355292,426739],[357170,489684],[370226,499365],[371512,500442],[377054,453152],[377092,453190],[378573,506120],[379168,506337],[380148,456246],[380176,456274],[388414,513458],[389635,514590],[390812,459183],[392717,517143],[404573,525500],[405168,525717],[411631,483429],[411820,483618],[411848,483646],[413251,531762],[414771,486569],[422686,538269],[423972,539346],[438099,548916],[444693,511167],[444884,511358],[445059,511533],[446312,554375],[454671,559858],[455266,560075],[469624,569247],[475909,536275],[476024,536390],[485049,578622],[504616,558354],[512786,594366]
   ]
cell #1950 :
  |C| = 140
  W-rep = phi[[3, 1],[1, 1, 1]]+phi[[],[4, 2, 1]]
  special rep = phi[[3, 1],[1, 1, 1]] , dim = 105
  orbit = [6, 2, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     70 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [223741],[258027],[276201],[287277],[293167],[293523],[299944],[302915],[311951],[323500],[327965],[329201],[335876],[335993],[338907],[347587],[347943],[358942],[359690],[363946],[365100],[371291],[371626],[371820],[374301],[374657],[381889],[383125],[395094],[399168],[403097],[406198],[406225],[406554],[407889],[409125],[416406],[417560],[430996],[432052],[432924],[436718],[436745],[439624],[439659],[441254],[442408],[449266],[463197],[463224],[464173],[468376],[468411],[471102],[472578],[479874],[493038],[493073],[493914],[497376],[497685],[501336],[519907],[520216],[520822],[524006],[543574],[543649],[544185],[564908],
     [215979,286076],[248219,321257],[250278,322350],[273230,354364],[283497,357335],[283614,357452],[285890,358643],[308920,389800],[309037,389917],[319197,392496],[319532,392831],[319726,393025],[344577,423751],[344912,424086],[345106,424280],[355314,426761],[355341,426788],[355670,427117],[377097,453195],[380198,456296],[380225,456323],[380554,456652],[390817,459188],[390852,459223],[411870,483668],[411897,483695],[414776,486574],[414811,486609],[425141,489358],[445064,511538],[445099,511573],[447790,514264],[475914,536280],[476223,536589],[504626,558364]
   ]
cell #1951 :
  |C| = 126
  W-rep = phi[[2],[3, 1, 1]]
  special rep = phi[[2],[3, 1, 1]] , dim = 126
  orbit = [5, 5, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [322203],[355919],[358456],[380803],[391196],[391438],[394311],[406803],[415155],[415397],[425215],[425425],[427366],[428624],[440003],[440245],[446980],[447864],[448074],[456901],[457706],[457931],[459567],[459809],[460926],[470292],[471176],[471386],[476297],[477861],[478721],[478946],[486953],[487195],[487955],[488507],[489432],[489642],[497759],[499323],[500183],[500408],[504913],[505880],[506303],[507086],[507638],[513454],[514338],[514548],[515814],[516884],[517109],[518704],[520290],[524293],[525260],[525683],[526466],[527018],[530629],[530750],[531565],[532892],[536663],[538227],[539087],[539312],[540427],[541435],[541987],[544472],[547783],[547904],[548719],[550046],[553487],[554245],[554648],[555367],[558651],[559618],[560041],[560824],[561376],[562017],[563181],[565487],[565608],[568359],[569117],[569520],[570239],[573260],[574178],[574814],[577489],[577610],[578425],[579752],[581512],[583561],[585877],[586795],[587431],[590606],[590727],[593478],[594236],[594639],[595358],[596883],[598639],[601068],[601189],[604308],[606624],[607542],[608178],[612775],[615351],[617780],[617901],[622027],[625878],[632002]
   ]
cell #1952 :
  |C| = 126
  W-rep = phi[[2],[3, 1, 1]]
  special rep = phi[[2],[3, 1, 1]] , dim = 126
  orbit = [5, 5, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [215973],[248213],[250277],[273224],[283404],[283613],[286070],[299938],[308827],[309036],[319196],[319428],[321251],[322349],[335783],[335992],[343584],[344576],[344808],[354358],[355302],[355565],[357242],[357451],[358491],[370298],[371290],[371522],[377096],[379178],[380186],[380449],[389707],[389916],[390842],[391473],[392495],[392727],[403096],[405178],[406186],[406449],[411858],[413261],[413826],[414801],[415432],[422758],[423750],[423982],[425509],[426749],[427012],[428659],[430995],[436706],[438109],[438674],[439649],[440280],[444894],[445089],[446357],[448158],[453194],[455276],[456284],[456547],[457975],[459213],[459844],[463185],[468206],[468401],[469669],[471470],[476069],[477333],[477945],[478990],[483656],[485059],[485624],[486599],[487230],[488194],[489726],[492868],[493063],[497531],[498795],[499407],[500452],[504716],[506347],[507325],[511368],[511563],[512831],[514632],[517153],[520062],[524096],[525727],[526705],[531772],[531967],[536435],[537699],[538311],[539356],[541674],[544275],[548926],[549121],[554420],[558454],[560085],[561063],[569292],[573981],[578632],[578827],[586598],[594411],[607345]
   ]
cell #1953 :
  |C| = 126
  W-rep = phi[[2],[3, 1, 1]]
  special rep = phi[[2],[3, 1, 1]] , dim = 126
  orbit = [5, 5, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [358487],[391469],[394079],[415428],[425505],[425748],[428655],[440276],[448154],[448397],[457743],[457937],[459840],[461105],[471466],[471709],[477941],[478758],[478952],[487226],[487961],[488164],[489722],[489965],[491065],[499403],[500220],[500414],[504950],[506309],[507092],[507295],[514628],[514871],[515556],[516061],[516921],[517115],[524330],[525689],[526472],[526675],[530756],[531571],[531937],[532634],[533139],[538307],[539124],[539318],[540464],[541441],[541644],[543159],[544509],[547910],[548725],[549091],[549788],[550293],[553493],[553590],[554260],[555404],[558688],[560047],[560830],[561033],[562023],[562923],[563428],[565614],[568365],[568462],[569132],[570276],[573275],[573881],[574215],[574820],[577616],[578431],[578797],[579494],[579999],[580535],[581549],[583567],[583664],[585892],[586498],[586832],[587437],[590017],[590733],[591257],[593484],[593581],[594251],[595395],[596889],[598654],[600479],[601195],[601719],[604314],[604411],[606639],[607245],[607579],[608184],[609450],[610939],[612781],[612878],[615366],[617191],[617907],[618431],[622042],[624042],[625884],[625981],[629159],[632017],[636509]
   ]
cell #1954 :
  |C| = 553
  W-rep = phi[[2, 1],[2, 1, 1]]+phi[[1, 1],[3, 1, 1]]+phi[[2],[2, 2, 1]]+phi[[1],[3, 2, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     91 tau_infinity subcells with 4 member(s)
  subcells = [
     [258099],[293533],[312023],[323510],[329211],[329561],[331504],[336022],[338979],[347953],[359725],[360809],[363956],[365135],[371698],[371825],[374667],[383135],[383485],[395256],[399203],[400287],[406230],[406564],[409135],[409485],[416416],[417595],[433086],[436750],[439669],[440019],[441264],[442443],[449301],[450385],[463229],[464183],[468421],[471137],[472613],[473697],[480036],[493083],[493949],[497720],[501498],[520251],[520984],
     [137006,406771],[164836,439697],[193142,468449],[195502,471112],[219117,493111],[225822,497695],[228372,500158],[250307,322379],[253341,520226],[259903,524031],[260253,524268],[283643,357481],[285895,358648],[288523,544210],[288873,544447],[293611,434509],[295464,547694],[304548,385428],[305414,377434],[309066,389946],[319604,392903],[319731,393030],[324689,565398],[329581,466342],[332370,403434],[341391,413269],[341498,412185],[344984,424158],[345111,424285],[348031,481459],[355346,426793],[355680,427127],[365235,434378],[365489,495830],[368105,438117],[368212,437033],[371859,500779],[374745,502921],[377227,445354],[380230,456328],[380564,456662],[383505,509504],[386294,453532],[390862,459233],[391212,459583],[400394,466242],[403227,468666],[406642,526856],[409505,528884],[411902,483700],[414821,486619],[415171,486969],[417695,481328],[417949,534734],[420565,485067],[420672,483983],[425176,489393],[434171,495723],[440039,550107],[442543,502790],[442797,551888],[445109,511583],[447825,514299],[450492,509404],[453325,511828],[471491,570321],[473804,528784],[476258,536624],[481121,534627],[502583,551781],
     [80167,183611,322171,394279],[100177,215748,355887,427334],[101498,215910,358465,428446],[117626,180168,380771,456869],[123888,249616,390890,459261],[124325,247491,391447,458286],[125923,250195,322187,394116],[143374,211786,414849,486647],[143811,272502,415406,479301],[150854,285078,425151,489368],[151030,282718,425304,488242],[151425,282845,355903,425785],[165273,299216,440254,500763],[169830,243240,445137,511611],[172190,245600,447800,514274],[172366,308141,447953,507373],[172761,308268,380787,448434],[180605,321278,457681,516859],[180720,318728,457763,515750],[180798,318394,390993,458019],[195678,335097,471265,526753],[196073,335224,406787,471746],[200974,278282,476233,536599],[201850,271577,476774,532015],[203524,280832,478696,539062],[203639,344108,478778,532828],[203717,343774,414952,479034],[212223,353636,487204,539667],[212835,354865,488007,540402],[212855,354515,425276,488214],[216108,358760,428633,491277],[226698,298291,498236,549169],[228487,370822,500240,549982],[228565,370488,439800,500496],[233903,313827,504651,558389],[234253,314177,504888,558626],[235068,307265,505295,554584],[235146,377565,445692,506391],[236998,379749,507138,555342],[237018,379399,447925,507345],[245776,389021,514427,561111],[246171,389148,456885,514908],[246865,390076,457788,515775],[250053,393828,459818,517464],[250463,394295,394375,461142],[261068,334221,524675,569456],[261146,403565,469004,525771],[262998,405749,526518,570214],[263018,405399,471237,526725],[268750,349884,530540,577400],[269536,342943,530830,573916],[269886,343293,531067,574153],[269906,412285,476746,531987],[271876,414035,478803,532853],[279158,352711,537140,578875],[280947,423282,539144,579688],[281025,422948,486750,539400],[285254,428003,489521,541722],[285649,427350,428130,490002],[285929,358682,428462,491293],[296250,369657,547984,586533],[296600,370007,548221,586770],[296620,437133,498208,549141],[298590,438883,500265,550007],[305314,378613,553650,590517],[305668,445461,505320,554609],[314992,388145,559033,594575],[315070,453663,512166,560129],[316922,455847,560876,595333],[316942,455497,514399,561083],[319765,393064,458302,517480],[321393,460398,516941,563117],[321471,459364,460064,517197],[332270,404613,568522,600979],[332624,468773,524700,569481],[345145,424319,479317,539683],[350670,422117,577690,607280],[351020,422467,577927,607517],[351040,484083,537112,578847],[353010,485833,539169,579713],[355758,427205,488345,541825],[357610,490529,541487,581487],[357630,489493,490179,541694],[380642,456740,507476,561214],[386194,454711,593641,617691],[386548,511935,559058,594600],[391232,459603,515875,563242],[393202,516966,517625,563142],[415191,486989,532953,579813],[425530,489747,540509,581594],[448179,514653,555449,595440]
   ]
cell #1955 :
  |C| = 175
  W-rep = phi[[3],[2, 1, 1]]+phi[[1],[4, 1, 1]]
  special rep = phi[[3],[2, 1, 1]] , dim = 105
  orbit = [6, 4, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [229630],[263812],[264250],[296108],[299377],[299434],[325333],[332093],[332150],[335395],[335406],[361398],[361455],[367552],[367945],[367956],[371199],[396408],[396801],[396812],[402528],[402638],[403005],[430427],[430537],[430904],[436232],[436285],[461598],[462711],[462764],[467978],[491718],[492640],[519108],
     [125971,250302],[151987,283638],[153370,216067],[173323,309061],[181560,319507],[181863,249498],[183487,250409],[183589,322374],[196635,336017],[204479,344887],[204782,282090],[213649,284586],[213674,355597],[214087,285024],[215274,357476],[229327,371601],[235337,379257],[237812,317736],[237837,380481],[238250,318174],[246733,389941],[247652,320690],[247709,320747],[247725,391126],[249195,392806],[261337,405257],[263837,406481],[269394,350528],[270105,413858],[272663,353797],[272720,353854],[272736,415085],[281787,424061],[283016,356854],[283027,356865],[284611,427044],[296819,438706],[299450,439933],[305137,386017],[305194,386074],[305274,446506],[305869,446910],[308439,389319],[308450,389330],[315261,455355],[317761,456579],[319105,392404],[320763,459497],[332230,469818],[332825,470222],[340838,420012],[341231,420405],[341242,420416],[341373,477487],[344485,423659],[351239,485656],[353870,486883],[368087,498949],[376528,452626],[376638,452736],[377005,453103],[377100,505926],[386154,512980],[386749,513384],[403100,525306],[411384,483182],[411437,483235],[420547,537853],[444666,511140],[453198,559664]
   ]
cell #1956 :
  |C| = 175
  W-rep = phi[[3, 1, 1, 1],[1]]+phi[[3, 1],[1, 1, 1]]
  special rep = phi[[3, 1],[1, 1, 1]] , dim = 105
  orbit = [6, 2, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [322302],[356718],[358569],[385338],[392106],[392251],[394191],[419625],[419770],[426094],[426344],[426546],[452069],[452319],[452521],[458559],[458574],[458811],[480375],[482619],[482634],[482871],[488703],[488744],[508550],[508565],[510564],[510605],[516235],[533863],[533904],[535708],[555973],[556227],[575332],
     [251502,462118],[257302,401697],[287088,492145],[291694,494950],[292750,435380],[311226,451795],[322611,564882],[323299,519427],[327776,521855],[328537,466773],[328789,467177],[331414,411338],[338182,475107],[346114,533854],[347170,482330],[359497,543684],[363745,545775],[364486,496219],[367165,444473],[367310,444618],[372828,551008],[373884,503792],[381700,556213],[382461,509935],[382713,510339],[395595,521323],[397839,566317],[398975,566566],[399663,522911],[401971,475381],[402221,475631],[402423,475833],[407700,571085],[408461,529315],[408713,529719],[416205,575481],[416946,535123],[429808,545379],[429823,545394],[431863,584233],[433425,501837],[435669,504081],[435684,504096],[435921,504333],[441053,588098],[441794,552277],[449073,591685],[449761,557269],[462127,566326],[462168,566367],[463972,599140],[465388,527930],[465403,527945],[467402,529944],[467443,529985],[472385,602147],[473073,572141],[491905,583993],[492159,584247],[493721,611203],[494959,551017],[495000,551058],[496804,552862],[519086,598379],[519223,620583],[519278,598991],[521615,570845],[521869,571099],[543535,610760],[545626,587949]
   ]
cell #1957 :
  |C| = 126
  W-rep = phi[[2],[3, 1, 1]]
  special rep = phi[[2],[3, 1, 1]] , dim = 126
  orbit = [5, 5, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [285920],[319756],[322174],[345136],[355654],[355890],[358673],[371850],[380538],[380774],[390893],[391115],[393055],[394282],[406538],[406774],[413915],[414852],[415074],[424310],[425175],[425418],[427101],[427337],[428449],[438763],[439700],[439922],[445140],[446899],[447824],[448067],[456636],[456872],[457699],[458289],[459264],[459486],[468452],[470211],[471136],[471379],[476257],[477377],[477854],[478714],[479304],[485713],[486650],[486872],[488245],[489392],[489635],[491280],[493114],[497719],[498839],[499316],[500176],[500766],[504760],[504906],[505873],[507376],[511614],[513373],[514298],[514541],[515774],[516877],[517467],[520250],[524140],[524286],[525253],[526756],[530622],[531544],[532018],[532852],[536623],[537743],[538220],[539080],[539670],[540420],[541725],[544319],[544465],[547776],[548698],[549172],[550006],[553466],[554608],[555360],[558498],[558644],[559611],[561114],[563141],[565480],[568338],[569480],[570232],[574025],[574171],[577482],[578404],[578878],[579712],[581505],[583540],[586642],[586788],[590599],[593457],[594599],[595351],[601061],[604287],[607389],[607535],[612754],[617773],[625857]
   ]
cell #1958 :
  |C| = 553
  W-rep = phi[[2, 1],[2, 1, 1]]+phi[[1, 1],[3, 1, 1]]+phi[[2],[2, 2, 1]]+phi[[1],[3, 2, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     91 tau_infinity subcells with 4 member(s)
  subcells = [
     [329650],[365488],[383574],[395290],[400321],[400636],[402535],[406812],[409574],[417948],[429544],[430434],[433120],[434126],[440108],[440246],[442796],[450419],[450734],[461930],[465124],[466014],[471177],[471490],[473731],[474046],[480070],[481076],[494762],[497760],[500192],[500507],[501532],[502538],[508286],[509176],[520291],[521018],[524302],[526473],[527666],[528556],[533666],[544481],[545115],[547911],[550820],[565615],[566129],
     [196064,471707],[228461,500218],[260342,524328],[262901,526459],[288962,544507],[293612,495870],[295817,547897],[298478,549779],[305426,445388],[322212,394320],[325042,565601],[329593,522620],[331538,568316],[331853,568453],[332382,468700],[341508,476494],[348032,534774],[355928,427375],[358457,428625],[360843,583518],[361158,583655],[365247,495757],[365499,546447],[367440,585858],[368222,497956],[371860,550306],[374746,551928],[376535,452633],[377223,505092],[380812,456910],[383517,556978],[386306,511862],[391301,459672],[391439,459810],[396296,598620],[400404,522541],[403223,524472],[406643,570361],[409517,571850],[411957,477384],[415260,487058],[415398,487196],[417707,534661],[417959,576153],[420682,536860],[425216,489433],[425529,489746],[434167,546371],[436805,498846],[440051,587517],[442555,551815],[442807,588770],[447865,514339],[448178,514652],[450502,556899],[453321,558830],[457715,516893],[458030,517208],[471501,601786],[473814,571771],[476298,536664],[478730,539096],[479045,539411],[481117,576077],[483755,537750],[487962,541442],[502579,588694],[504922,558660],[507093,560831],[530757,577617],
     [125914,250454,394077,461103],[125924,322076,322188,460927],[151416,285640,425746,489963],[151426,355092,355904,488508],[153315,285840,358464,491063],[172752,246162,448395,514869],[172762,379976,380788,507639],[180694,321367,457741,516919],[180799,390116,390994,515815],[181237,318976,391446,516059],[196074,405976,406788,527019],[203613,280921,478756,539122],[203718,414075,414953,532893],[204156,344356,415405,533137],[212738,357513,487948,541428],[212867,424444,425288,540436],[212924,354954,425303,540462],[228566,438923,439801,550047],[229004,371070,440253,550291],[234342,314266,504948,558686],[235147,445501,445693,554649],[236901,316825,507079,560817],[237030,447093,447937,555376],[237087,379838,447952,555402],[246172,456074,456886,561377],[246753,393090,515547,562914],[246864,390429,457757,562010],[246875,457016,457798,562024],[250464,394296,461210,518705],[261147,468813,469005,569521],[263030,470405,471249,570248],[263087,405838,471264,570274],[269103,350237,530743,577603],[269918,476573,476758,574187],[269975,343382,476773,574213],[271764,352898,532625,579485],[271875,414388,478772,574807],[271886,478031,478813,574821],[281026,485873,486751,579753],[281464,423530,487203,579997],[282219,424759,488003,580526],[285650,427351,490756,541988],[285930,358683,491078,543172],[286109,428632,428761,543157],[296632,498035,498220,586804],[296689,370096,498235,586830],[298589,439236,500234,587424],[298600,499493,500275,587438],[304582,385462,553444,593435],[304897,385777,553581,593572],[305667,378966,505289,590720],[305678,505168,505330,590734],[307642,447408,507134,591248],[315071,511975,512167,594640],[316954,513567,514411,595367],[317011,455936,514426,595393],[319766,393065,516074,563441],[321472,459365,517665,563182],[321910,459817,460646,563426],[332623,404966,524669,601182],[332634,524548,524710,601196],[334598,470720,526514,601710],[340726,419900,573241,606605],[341425,413303,530809,604265],[341740,413618,531063,604402],[345146,424320,533152,580012],[351052,536939,537124,607551],[351109,422556,537139,607577],[353009,486186,539138,608171],[353020,538397,539179,608185],[355759,427206,540549,581634],[357642,489505,542141,581521],[357699,489520,490618,581547],[368139,438151,547963,612732],[368454,438466,548217,612869],[377182,446394,553636,615332],[380643,456741,555489,595480],[386547,455064,559027,617894],[386558,558906,559068,617908],[388522,513882,560872,618422],[391244,459615,562103,596969],[393201,516935,517978,596876],[393212,516976,563561,596890],[403182,469706,568508,622008],[415203,487001,574900,608264],[420599,485101,577669,625835],[420914,485416,577923,625972],[425540,489757,580602,609517],[427504,541483,542456,609441],[448189,514663,591324,618498],[453280,512868,593627,631983]
   ]
cell #1959 :
  |C| = 126
  W-rep = phi[[3, 1, 1],[1, 1]]
  special rep = phi[[3, 1, 1],[1, 1]] , dim = 126
  orbit = [6, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [80369],[81227],[85326],[102488],[102616],[106391],[107129],[119684],[127077],[131062],[131190],[131920],[131989],[139064],[145295],[146033],[158869],[159656],[161755],[166757],[167495],[174224],[174352],[175082],[175151],[182226],[187772],[189991],[190513],[192246],[197536],[197664],[198394],[198463],[205819],[206606],[208705],[214445],[217678],[220185],[220313],[223090],[224888],[224957],[230667],[231454],[233553],[240089],[240611],[242344],[248492],[248561],[251195],[251622],[251982],[254626],[256660],[256890],[257429],[259295],[266089],[266611],[268344],[275550],[277348],[277417],[283914],[286337],[287205],[287542],[291814],[292174],[292395],[294818],[302264],[304062],[304131],[310584],[310814],[311353],[313219],[320013],[322619],[323289],[323379],[327893],[328230],[328394],[337540],[337770],[338309],[340175],[346234],[346594],[346815],[349238],[359505],[362963],[363735],[363825],[372948],[373308],[373529],[375952],[381817],[382154],[382318],[397959],[398319],[398983],[407817],[408154],[408318],[416195],[416285],[431980],[432317],[441043],[441133],[449081],[463962],[464052],[472393],[491884],[493729],[519231]
   ]
cell #1960 :
  |C| = 315
  W-rep = phi[[2, 2, 1],[1, 1]]+phi[[2, 1, 1],[2, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [94904],[116127],[135507],[141526],[141601],[162988],[163063],[170261],[178669],[190247],[190784],[190859],[193573],[209938],[210013],[214249],[222819],[223393],[240345],[240882],[240957],[242148],[243671],[247768],[247843],[257144],[266345],[266882],[266957],[272779],[272854],[273954],[275279],[275853],[283149],[295074],[299493],[299568],[301993],[302567],[305912],[306673],[308572],[309232],[311068],[320269],[320806],[320881],[329831],[331109],[332868],[333629],[335528],[338024],[341631],[341984],[342193],[345240],[349494],[353913],[353988],[356413],[356987],[365733],[367007],[368345],[368698],[368907],[376208],[377370],[377851],[383755],[385033],[386792],[387553],[389452],[391948],[400527],[400880],[403370],[403851],[409755],[411033],[412082],[418193],[419467],[420805],[421158],[421367],[434314],[436930],[443041],[444315],[450625],[450978],[453468],[453949],[466139],[473937],[474290],[481264],[483880],[502726],[509301],[528681],
     [65198,112058],[81769,129136],[102622,154566],[102697,154832],[106933,160928],[107168,159972],[127099,184700],[131196,189248],[131271,189514],[131995,190304],[145837,207878],[146072,206922],[158891,221816],[159662,222628],[159737,222894],[167299,232726],[167534,231770],[174358,239346],[174433,239612],[175157,240402],[190013,256953],[192050,268148],[192285,259611],[197670,265346],[197745,265612],[198469,266402],[205841,274276],[206612,275088],[206687,275354],[214484,284230],[220319,290230],[220394,290496],[221494,300668],[223129,294576],[224963,295131],[230689,300990],[231460,301802],[231535,302068],[240111,310877],[242383,313535],[248567,320326],[251988,323817],[252749,326048],[254648,326370],[255308,336188],[257435,330588],[259301,330918],[259376,331184],[266111,337833],[268383,340491],[275589,348996],[277423,349551],[283920,356222],[283995,356488],[287211,359858],[287564,360020],[287773,361611],[290820,371954],[292180,364263],[292401,365954],[292941,366494],[294840,366816],[302303,375710],[304137,376265],[311359,384512],[313225,384842],[313300,385108],[320035,391757],[323446,395399],[323927,396965],[327899,399336],[328252,399498],[328461,401089],[338315,410512],[340181,410842],[340256,411108],[346600,416723],[346821,418414],[347361,418954],[349260,419276],[359622,429593],[363892,433229],[364373,434795],[373314,441571],[373535,443262],[374075,443802],[375974,444124],[381823,449434],[382176,449596],[382385,451187],[398325,464490],[399100,465173],[407823,472746],[408176,472908],[408385,474499],[416352,480179],[416833,481745],[431986,494082],[432339,494244],[441200,501641],[441681,503207],[449198,508335],[464119,521127],[472510,527715],[493846,545164]
   ]
cell #1961 :
  |C| = 55
  W-rep = phi[[4, 1, 1, 1],[]]+phi[[4],[1, 1, 1]]
  special rep = phi[[4],[1, 1, 1]] , dim = 35
  orbit = [8, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 1
  number of tau_infinity subcells = 35
     15 tau_infinity subcells with 1 member(s)
     20 tau_infinity subcells with 2 member(s)
  subcells = [
     [101558],[125225],[147756],[152174],[176836],[182008],[205588],[208487],[214234],[239007],[242133],[273325],[273939],[309145],[345164],
     [108852,169218],[133674,200148],[158638,230436],[161537,233335],[186024,254395],[188909,265007],[192035,268133],[218444,289891],[220865,300039],[221479,300653],[252120,325419],[252734,326033],[255221,336101],[286502,359255],[287686,361524],[290744,371878],[322788,394860],[323851,396889],[359032,429129],[394569,461455]
   ]
cell #1962 :
  |C| = 140
  W-rep = phi[[3, 2, 1, 1],[]]+phi[[3],[2, 1, 1]]
  special rep = phi[[3],[2, 1, 1]] , dim = 105
  orbit = [6, 4, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     70 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [80214],[100937],[101509],[101552],[121116],[124336],[124906],[125219],[143822],[147437],[147750],[151208],[152023],[152088],[165284],[172544],[174020],[176685],[176750],[180923],[181897],[181898],[195856],[202714],[203842],[205437],[205502],[208376],[208377],[212234],[213043],[214121],[216119],[227562],[228690],[235971],[237206],[238450],[238896],[238897],[242020],[245954],[250064],[261971],[263206],[270347],[270794],[273301],[273382],[273826],[280022],[281150],[285432],[297061],[297508],[306101],[309124],[309157],[315895],[317130],[321596],[333057],[342118],[345169],[351481],[351928],[357818],[368832],[386981],[421292],
     [86758,140496],[108533,168899],[108846,169212],[130858,197332],[133523,199997],[133588,200062],[155764,219981],[158487,230285],[158552,230350],[161426,233224],[161427,233225],[185873,254244],[185938,254309],[188352,264450],[188798,264896],[188799,264897],[191922,268020],[217887,289334],[218333,289780],[218334,289781],[220841,300015],[220922,300096],[221366,300540],[252096,325395],[252177,325476],[252621,325920],[255200,336080],[255233,336113],[286478,359231],[287665,361503],[287698,361536],[290749,371883],[322767,394839],[323856,396894],[359037,429134]
   ]
cell #1963 :
  |C| = 126
  W-rep = phi[[2],[3, 1, 1]]
  special rep = phi[[2],[3, 1, 1]] , dim = 126
  orbit = [5, 5, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [125934],[151436],[153309],[172772],[180988],[181231],[196084],[203907],[204150],[212822],[213042],[228755],[228998],[236036],[236985],[237205],[246182],[246790],[247056],[250474],[262036],[262985],[263205],[269187],[270793],[271801],[272067],[281215],[281458],[282144],[285660],[286103],[295901],[297507],[298515],[298781],[304934],[306020],[306545],[307567],[315960],[316909],[317129],[321661],[321904],[322119],[325126],[331890],[332976],[333501],[334523],[340898],[341045],[342085],[350321],[351927],[352935],[353201],[355135],[357597],[357817],[361195],[367612],[367759],[368799],[376691],[377780],[379050],[380019],[385814],[386900],[387425],[388447],[390513],[393127],[393393],[396468],[396615],[402691],[403780],[405050],[406019],[411497],[413655],[414472],[420072],[420219],[421259],[424796],[427429],[430590],[436345],[438503],[439320],[446566],[446713],[447445],[452789],[453878],[455148],[456117],[457335],[461253],[462824],[469878],[470025],[470757],[477540],[478350],[483295],[485453],[486270],[490799],[499002],[499812],[505986],[513040],[513187],[513919],[518062],[525366],[537906],[538716],[542493],[559724],[563880]
   ]
cell #1964 :
  |C| = 175
  W-rep = phi[[3],[2, 1, 1]]+phi[[1],[4, 1, 1]]
  special rep = phi[[3],[2, 1, 1]] , dim = 105
  orbit = [6, 4, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [165269],[195582],[196063],[225902],[228416],[228460],[253421],[260297],[260341],[262892],[262923],[288917],[288961],[295675],[295808],[295839],[298471],[324900],[325033],[325064],[331466],[331712],[331846],[360771],[361017],[361151],[367379],[367553],[394766],[396235],[396409],[402490],[429095],[430389],[461560],
     [80181,250231],[100191,282881],[101494,216104],[117640,308304],[124141,318808],[124321,250049],[125913,250453],[137020,335260],[143627,344188],[143807,212219],[150934,285158],[151137,354909],[151415,285639],[165089,370902],[171428,307345],[172270,245680],[172473,379793],[172751,246161],[180182,389184],[180649,321322],[180693,321366],[180900,390451],[183625,394411],[194740,334301],[195785,405793],[201054,278362],[202643,343337],[203568,280876],[203612,280920],[203819,414410],[212039,423362],[212729,357504],[212760,357535],[215762,428166],[227491,370051],[228667,439258],[234297,314221],[234341,314265],[235414,378824],[235948,378988],[236892,316816],[236923,316847],[244838,388225],[245883,455891],[246746,393083],[249869,460478],[261414,404824],[261948,404988],[268961,350095],[269094,350228],[269125,350259],[270237,413477],[271757,352891],[279951,422511],[281127,486208],[285361,490573],[296951,438325],[304510,385390],[304756,385636],[304890,385770],[305961,446507],[315338,454922],[315872,455086],[321573,518000],[332917,469819],[340665,419839],[340839,420013],[351371,485275],[376490,452588],[386841,512981]
   ]
cell #1965 :
  |C| = 175
  W-rep = phi[[3],[2, 1, 1]]+phi[[1],[4, 1, 1]]
  special rep = phi[[3],[2, 1, 1]] , dim = 105
  orbit = [6, 4, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [229631],[263813],[264249],[296109],[299389],[299433],[325334],[332105],[332149],[335386],[335417],[361410],[361454],[367636],[367936],[367967],[371192],[396492],[396792],[396823],[402519],[402712],[402998],[430418],[430611],[430897],[436225],[436340],[461589],[462704],[462819],[467979],[491711],[492641],[519109],
     [125976,250303],[151992,283639],[153371,216068],[173328,309062],[181645,319508],[181864,249499],[183486,250408],[183594,322375],[196640,336018],[204564,344888],[204783,282091],[213650,284587],[213773,355609],[214086,285023],[215279,357477],[229412,371602],[236122,379258],[237813,317737],[237936,380493],[238249,318173],[246738,389942],[247664,320702],[247708,320746],[247828,391137],[249280,392807],[262122,405258],[263936,406493],[269395,350529],[270904,413870],[272675,353809],[272719,353853],[272839,415096],[281872,424062],[283007,356845],[283038,356876],[284710,427056],[297618,438718],[299553,439944],[305149,386029],[305193,386073],[306044,446590],[306658,446921],[308430,389310],[308461,389341],[316046,455356],[317860,456591],[319098,392397],[320866,459508],[333000,469902],[333614,470233],[340922,420096],[341222,420396],[341253,420427],[342106,477561],[344478,423652],[352038,485668],[353973,486894],[368820,499023],[376519,452617],[376712,452810],[376998,453096],[377775,505981],[386924,513064],[387538,513395],[403775,525361],[411377,483175],[411492,483290],[421280,537927],[444667,511141],[453873,559719]
   ]
cell #1966 :
  |C| = 126
  W-rep = phi[[3, 1, 1],[1, 1]]
  special rep = phi[[3, 1, 1],[1, 1]] , dim = 126
  orbit = [6, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [62930],[66545],[81220],[84626],[85292],[96251],[101733],[102583],[106384],[107060],[107122],[113405],[118984],[119650],[126981],[131157],[131913],[133809],[138364],[139030],[145288],[145964],[146026],[152309],[157495],[158773],[159623],[160118],[161721],[166750],[167426],[167488],[174319],[175075],[176971],[182192],[185205],[187765],[190479],[192177],[192239],[197631],[198387],[200283],[205723],[206573],[207068],[208671],[214376],[214438],[217311],[217671],[220280],[222321],[222556],[223083],[224881],[230571],[231421],[231916],[233519],[240577],[242275],[242337],[248485],[251615],[251949],[254530],[256293],[256653],[256883],[259262],[266577],[268275],[268337],[274781],[275016],[275543],[277341],[283881],[286826],[286957],[287127],[291807],[292141],[292317],[301495],[301730],[302257],[304055],[310217],[310577],[310807],[313186],[322718],[323190],[326875],[327645],[327815],[337173],[337533],[337763],[340142],[346227],[346561],[346737],[358991],[362596],[362956],[363636],[372941],[373275],[373451],[381569],[381739],[397952],[398286],[407569],[407739],[416096],[431732],[431902],[440944],[461712],[463863],[491785]
   ]
cell #1967 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[2, 1]]+phi[[1, 1, 1],[3, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [159876],[162099],[186159],[190192],[206826],[217263],[217344],[222508],[222780],[223275],[231674],[240290],[251571],[256245],[256326],[256839],[259515],[266290],[274968],[275240],[275735],[284134],[291763],[293780],[295019],[301682],[301954],[302449],[310169],[310250],[310763],[313439],[320214],[329776],[330798],[331070],[335410],[337125],[337206],[337719],[340395],[346183],[348200],[349439],[356102],[356374],[362548],[362629],[363572],[365091],[365694],[366702],[367960],[372897],[374914],[376153],[383700],[384722],[384994],[391643],[396164],[396816],[397908],[398645],[398870],[400273],[402642],[409700],[410722],[410994],[416032],[417551],[418154],[419162],[430104],[430329],[430541],[432620],[434058],[436299],[440880],[442399],[443002],[444010],[448743],[448968],[450371],[462425],[462778],[463799],[464668],[472055],[472280],[473683],[479570],[481008],[492375],[493391],[493616],[501032],[502470],[507830],[520518],[527210],[544659],
     [92636,269723],[109790,296437],[115578,305495],[132122,399882],[132589,329398],[134958,332451],[140637,209049],[141487,269804],[148694,350857],[159864,364763],[160379,365316],[162949,296518],[170143,236257],[175284,449980],[175751,383322],[178120,386375],[181526,391049],[190222,399955],[190745,329479],[193455,262257],[198596,473292],[199063,409322],[204445,415008],[206814,417223],[207329,417776],[209899,350938],[213700,425357],[225090,497023],[229293,439856],[231662,442071],[232177,442624],[235303,446262],[237863,448006],[240320,450053],[240843,383403],[243553,316181],[247729,391130],[248694,516454],[249161,459420],[258262,522801],[259503,467720],[261303,469574],[263863,471318],[266320,473365],[266843,409403],[269771,477054],[270131,477279],[272740,415089],[277550,535927],[281753,486806],[283031,356869],[284122,489021],[284637,489574],[293768,496631],[295049,497096],[296485,498516],[296845,498741],[299454,439937],[304264,553081],[305539,505587],[305873,446914],[308454,389334],[312186,557159],[313427,510882],[315227,512736],[317787,514480],[320244,516527],[320767,459501],[329446,523101],[329806,523326],[332495,524967],[332829,470226],[339142,572031],[340383,530262],[341246,420420],[341377,477491],[341547,531279],[348188,535535],[349469,536000],[350905,537420],[351265,537645],[353874,486887],[365360,546866],[368091,498953],[368261,548433],[374902,552689],[376183,553154],[376642,452740],[377114,505940],[383370,557459],[383730,557684],[386419,559325],[386753,513388],[400443,567541],[403114,525320],[409370,572331],[409730,572556],[411451,483249],[417820,576572],[420551,537857],[420721,578139],[442668,589189],[450541,592660],[453212,559678],[473853,603122]
   ]
cell #1968 :
  |C| = 175
  W-rep = phi[[3, 1, 1, 1],[1]]+phi[[3, 1],[1, 1, 1]]
  special rep = phi[[3, 1],[1, 1, 1]] , dim = 105
  orbit = [6, 2, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [250381],[284376],[285979],[313681],[320468],[320501],[322261],[349693],[349726],[356150],[356583],[356677],[384770],[385203],[385297],[391673],[391687],[392120],[416080],[419192],[419206],[419639],[425911],[425963],[448998],[449012],[451886],[451938],[458408],[479740],[479792],[482468],[507700],[508011],[533196],
     [190446,258963],[222989,294436],[240544,312887],[251601,323621],[256869,330022],[257316,330469],[259757,340637],[266544,339843],[275449,348856],[287179,359826],[291793,364067],[292369,365922],[295273,376407],[295306,376440],[302163,375570],[310793,383946],[311240,384393],[323371,395324],[327867,399304],[328386,401014],[330846,410770],[331279,411203],[331373,411297],[337749,409946],[338196,410393],[346213,416527],[346789,418382],[359452,429359],[363620,440928],[363817,433154],[366732,444040],[366746,444054],[367179,444487],[372927,441375],[373503,443230],[381791,449402],[382310,451112],[394638,461496],[396212,463847],[397938,464294],[398900,472310],[398914,472324],[398930,464939],[401788,475198],[401840,475250],[407791,472714],[408310,474424],[416277,480104],[430359,493646],[430373,493660],[431954,494050],[432790,501202],[432842,501254],[435518,503930],[441125,501566],[449028,508101],[462595,520688],[462647,520740],[464044,521052],[464538,527080],[464849,527391],[472340,527481],[492245,544529],[492556,544840],[493676,544930],[494292,550350],[519101,564927],[519178,564940],[519553,565659],[543545,583146]
   ]
cell #1969 :
  |C| = 126
  W-rep = phi[[2],[3, 1, 1]]
  special rep = phi[[2],[3, 1, 1]] , dim = 126
  orbit = [5, 5, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [285839],[318975],[322064],[343381],[344355],[354953],[355080],[370095],[371069],[378957],[379837],[379964],[390032],[390420],[404957],[405837],[405964],[413231],[413611],[413991],[414379],[422555],[423529],[424372],[424752],[428760],[438079],[438459],[438839],[439227],[444864],[444965],[446333],[447021],[447401],[455055],[455935],[456062],[456955],[460645],[461198],[468176],[468277],[469645],[470333],[470713],[476045],[476113],[477339],[477970],[485029],[485409],[485789],[486177],[490617],[490744],[490974],[492838],[492939],[497507],[497575],[498801],[499432],[504722],[504782],[511338],[511439],[512807],[513495],[513875],[515456],[517581],[517969],[520038],[520106],[524102],[524162],[531742],[531843],[532534],[536411],[536479],[537705],[538336],[540013],[542069],[542449],[544281],[544341],[548896],[548997],[549688],[554396],[554464],[554953],[558460],[558520],[561643],[563500],[569268],[569336],[569825],[573987],[574047],[574440],[578602],[578703],[579394],[580216],[582874],[586604],[586664],[587057],[590938],[594387],[594455],[594944],[597689],[601400],[607351],[607411],[607804],[610013],[618112],[619909],[627577]
   ]
cell #1970 :
  |C| = 126
  W-rep = phi[[2],[3, 1, 1]]
  special rep = phi[[2],[3, 1, 1]] , dim = 126
  orbit = [5, 5, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [285919],[319755],[322162],[345135],[355653],[355878],[358672],[371849],[380537],[380762],[390801],[391106],[393054],[394270],[406537],[406762],[413914],[414760],[415065],[424309],[425094],[425411],[427100],[427325],[428341],[438762],[439608],[439913],[445048],[446890],[447743],[448060],[456635],[456860],[457561],[457629],[459172],[459477],[468360],[470202],[471055],[471372],[476176],[477368],[477847],[478576],[478644],[485712],[486558],[486863],[487582],[489311],[489628],[493022],[497638],[498830],[499309],[500038],[500106],[504751],[504836],[505866],[506713],[511522],[513364],[514217],[514534],[515179],[516807],[520169],[524131],[524216],[525246],[526093],[530615],[531545],[531926],[532257],[536542],[537734],[538213],[538942],[539010],[539898],[543266],[544310],[544395],[547769],[548699],[549080],[549411],[553467],[554527],[554838],[558489],[558574],[559604],[560451],[564106],[565473],[568339],[569399],[569710],[574016],[574101],[577475],[578405],[578786],[579117],[582147],[583541],[586633],[586718],[590592],[593458],[594518],[594829],[597412],[601054],[604288],[607380],[607465],[609898],[612755],[617766],[625858]
   ]
cell #1971 :
  |C| = 553
  W-rep = phi[[2, 1],[2, 1, 1]]+phi[[1, 1],[3, 1, 1]]+phi[[2],[2, 2, 1]]+phi[[1],[3, 2, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     91 tau_infinity subcells with 4 member(s)
  subcells = [
     [329649],[365479],[383573],[400249],[400629],[406811],[409573],[417939],[432596],[434065],[440107],[440234],[442787],[450347],[450727],[462401],[464675],[465969],[468048],[471093],[471481],[473659],[474039],[479546],[481015],[492382],[492710],[494392],[497676],[500120],[500500],[501008],[502477],[507837],[509131],[519653],[520207],[520494],[524230],[526412],[527217],[528511],[533296],[544409],[544666],[547850],[550450],[565554],[565759],
     [263558,471696],[293613,546555],[298566,500144],[305525,505563],[322211,394319],[329605,567291],[331941,524254],[332481,524943],[334513,526405],[341599,531286],[348033,576261],[355927,427374],[358445,428613],[361246,544433],[365346,546842],[365510,584995],[367749,547843],[368313,548440],[370313,549734],[371861,587698],[374747,588878],[377295,554011],[380811,456909],[383529,592410],[386405,559301],[391300,459671],[391427,459798],[396605,565547],[400495,567548],[402618,568331],[402819,568408],[403295,568883],[406644,601894],[409529,602872],[411912,531614],[415259,487057],[415386,487184],[417806,576548],[417970,605742],[420773,578146],[425132,489349],[425520,489737],[430517,583533],[430718,583610],[434239,585200],[436306,585868],[436760,548768],[440063,613427],[442654,589165],[442818,614209],[444736,511210],[447781,514255],[448169,514643],[450593,592667],[453393,594002],[457643,516821],[458023,517201],[462785,598630],[471512,622549],[473905,603129],[476214,536580],[478658,539024],[479038,539404],[481189,605947],[483710,578474],[487901,541381],[502651,614414],[504850,558588],[507032,560770],[530696,577556],
     [125925,322199,393985,460820],[151427,355915,424995,487830],[153314,358396,358475,490960],[172763,380799,447644,506961],[180800,391097,457124,515217],[181236,390692,391457,515442],[183415,322409,394066,461092],[196075,406799,470956,526341],[203719,415056,478139,532295],[204155,414651,415416,532520],[212879,425387,487398,539912],[212923,424847,425401,539936],[213395,358170,425735,489952],[228567,439904,499601,549449],[229003,439499,440264,549674],[235148,446310,505276,554565],[237042,448036,506529,554852],[237086,447496,448050,554876],[237558,317482,448384,514858],[246173,456897,514118,560699],[246841,393178,457667,516845],[246855,457325,457837,561568],[246886,457889,515048,561575],[250465,394307,518789,564620],[261148,469622,524656,569437],[263042,471348,525909,569724],[263086,470808,471362,569748],[269930,477309,531029,574115],[269974,413706,477323,574139],[271852,352986,478682,539048],[271866,478340,478852,574365],[271897,478904,532126,574372],[281027,486854,538505,579155],[281463,486449,487214,579380],[282134,427419,487894,541374],[282212,487599,488075,580156],[285651,427362,542692,582395],[285931,358684,542981,582787],[286108,428643,491395,582860],[296644,498771,548183,586732],[296688,438554,498785,586756],[298580,499802,500314,586982],[298611,500366,549280,586989],[304985,385865,504874,558612],[305658,446703,505757,590666],[305689,505809,553806,590673],[307557,388437,507025,560763],[307635,506730,507206,590878],[315072,512784,559014,594556],[316966,514510,560267,594843],[317010,513970,514524,594867],[318219,459889,515502,562869],[319767,393066,562284,597150],[321473,459468,563669,597450],[321909,459828,518241,597675],[332614,470015,525137,601128],[332645,525189,568678,601135],[334591,526110,526586,601340],[341035,420209,530689,577549],[341353,477467,531149,604280],[341733,477668,531460,604357],[343599,422773,532580,579440],[345147,424321,575081,608445],[351064,537675,577889,607479],[351108,485504,537689,607503],[353000,538706,539218,607729],[353031,539270,578986,607736],[355760,427207,580710,609625],[357654,489604,581963,609912],[357698,489618,542544,609936],[368067,498929,548303,612747],[368447,499130,548614,612824],[376618,452716,553459,593450],[376819,452917,553536,593527],[377121,505947,553911,615342],[380644,456742,591432,618606],[386538,513177,559495,617840],[386569,559547,593797,617847],[388515,560468,560944,618052],[391256,459627,596184,619584],[393192,517015,563870,619834],[393223,517067,597281,619841],[403121,525327,568783,622018],[411458,483256,573251,606615],[415215,487013,604960,626530],[420527,537833,578009,625850],[420907,538034,578320,625927],[425551,489768,608866,627312],[427497,541555,582164,627517],[448200,514674,615873,632524],[453219,559685,593902,631993]
   ]
cell #1972 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[2, 1]]+phi[[1, 1, 1],[3, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [134107],[155968],[184692],[184869],[190244],[190650],[217157],[221808],[221985],[222794],[240342],[240748],[256139],[256945],[257122],[266342],[266748],[274268],[274445],[275254],[292449],[295071],[299359],[300982],[301159],[301968],[310063],[310869],[311046],[320266],[326362],[326539],[329828],[331084],[332075],[337019],[337825],[338002],[346869],[349491],[356388],[360012],[361380],[362442],[365708],[366808],[366985],[367471],[373583],[376205],[383752],[385008],[391749],[391926],[395319],[395544],[396327],[399490],[400350],[400858],[401920],[402543],[409752],[411008],[418168],[419268],[419445],[426043],[429575],[430442],[433149],[433374],[434157],[443016],[444116],[444293],[449588],[450448],[450956],[452018],[461938],[465155],[466022],[472900],[473760],[474268],[475330],[480099],[480324],[481107],[494236],[494770],[501561],[501786],[502569],[508317],[509184],[521047],[521272],[527697],[528564],[533674],[545146],[550828],[566137],
     [114727,177269],[115585,234790],[134965,260790],[141392,202918],[141520,269617],[159880,364671],[160386,293255],[162854,227766],[162982,296331],[170239,234967],[178127,314714],[190229,328712],[190778,329292],[193551,260967],[206830,417131],[207336,347675],[209804,280226],[209932,350751],[213707,355402],[222813,364657],[223371,293432],[231678,441979],[232184,374389],[237870,380286],[240327,382636],[240876,383216],[243649,314891],[247634,320672],[247762,390943],[259519,467628],[263870,406286],[266327,408636],[266876,409216],[270138,412472],[272645,353779],[272773,414902],[275273,417117],[275831,347852],[283127,355579],[284138,488929],[284644,426849],[293784,496025],[295056,435844],[296852,437320],[299487,439750],[301987,441965],[302545,374566],[305119,385999],[305546,445417],[305906,445642],[308550,380463],[313443,510790],[317794,456384],[320251,458734],[320800,459314],[329813,466529],[331103,467614],[332502,468729],[332862,468954],[335506,406463],[340399,530170],[340757,419931],[341625,476525],[341962,413840],[348204,534929],[349476,482794],[351272,484270],[353907,486700],[356407,488915],[356965,427026],[365367,495786],[365727,496011],[368339,497987],[368676,438688],[374918,552083],[376190,504256],[376543,452641],[377213,446425],[377303,505100],[383737,509691],[385027,510776],[386426,511891],[386786,512116],[389430,456561],[400521,522572],[403213,469737],[403303,524480],[409737,529071],[411027,530156],[411965,477392],[417827,534690],[418187,534915],[420799,536891],[421136,485638],[434247,546379],[436813,498854],[442675,551844],[443035,552069],[450619,556930],[453311,512899],[453401,558838],[473931,571802],[481197,576085],[483763,537758],[502659,588702]
   ]
cell #1973 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[2, 1]]+phi[[1, 1, 1],[3, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [134108],[155969],[184870],[190651],[217158],[221986],[240749],[251475],[256140],[257123],[257167],[266749],[274446],[291667],[292450],[292627],[299360],[301160],[310064],[311047],[311091],[326540],[328510],[332076],[337020],[338003],[338047],[346087],[346870],[347047],[361381],[362443],[366986],[367030],[367472],[372801],[373584],[373761],[382434],[391927],[391971],[395545],[396328],[397812],[400859],[400903],[401921],[402098],[402549],[408434],[419446],[419490],[426044],[426221],[429576],[429781],[430448],[433375],[434158],[434637],[435642],[444294],[444338],[450957],[451001],[452019],[452196],[458532],[461944],[461974],[465156],[465361],[466028],[466058],[474269],[474313],[475331],[475508],[480325],[481108],[481587],[482592],[494776],[494806],[501787],[502570],[503049],[504054],[508318],[508523],[509190],[509220],[521273],[527698],[527903],[528570],[528600],[533680],[533710],[545147],[545352],[550834],[550864],[566143],[566173],
     [114728,177270],[115595,305399],[134975,332355],[141393,202919],[141532,269618],[160396,365220],[162855,227767],[162994,296332],[170240,234968],[178137,386279],[190239,399859],[190790,329293],[193552,260968],[207346,417680],[209805,280227],[209944,350752],[213717,425261],[222825,364658],[222841,433712],[223372,293433],[232194,442528],[237880,447910],[240337,449957],[240888,383217],[243650,314892],[247635,320673],[247774,390944],[263880,471222],[266337,473269],[266888,409217],[270148,476731],[272646,353780],[272785,414903],[275285,417118],[275301,480662],[275832,347853],[283128,355580],[284654,489478],[295066,497000],[296862,498193],[299499,439751],[301999,441966],[302015,502124],[302546,374567],[305120,386000],[305648,505136],[305918,445643],[308551,380464],[317804,514384],[320261,516431],[320812,459315],[329823,522778],[331115,467615],[331131,523664],[332604,524516],[332874,468955],[335507,406464],[340758,419932],[341724,476526],[341963,413841],[349486,535904],[351282,537097],[353919,486701],[356419,488916],[356435,541028],[356966,427027],[365469,546415],[365739,496012],[365755,546604],[368438,497988],[368677,438689],[376200,553058],[376549,452647],[377214,446426],[377389,505106],[383747,557136],[385039,510777],[385055,558022],[386528,558874],[386798,512117],[389431,456562],[400620,522573],[403214,469738],[403389,524486],[409747,572008],[411039,530157],[411055,572894],[411971,477398],[417929,576121],[418199,534916],[418215,576310],[420898,536892],[421137,485639],[434333,546385],[436819,498860],[442777,588738],[443047,552070],[443063,588927],[450718,556931],[453312,512900],[453487,558844],[474030,571803],[481283,576091],[483769,537764],[502745,588708]
   ]
cell #1974 :
  |C| = 175
  W-rep = phi[[3],[2, 1, 1]]+phi[[1],[4, 1, 1]]
  special rep = phi[[3],[2, 1, 1]] , dim = 105
  orbit = [6, 4, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [137424],[165464],[165747],[193318],[196186],[196206],[219293],[225992],[226012],[229069],[229141],[253511],[253531],[259834],[260379],[260451],[263629],[288454],[288999],[289071],[295403],[295495],[295925],[322870],[324628],[324720],[325150],[331435],[331550],[359150],[360740],[360855],[367416],[394735],[396272],
     [80197,126023],[100595,152879],[101520,153433],[118044,180586],[124516,182609],[124799,182892],[125878,183379],[144002,212414],[144285,212697],[151380,213359],[151538,214825],[151558,214845],[170006,243416],[172716,237522],[172874,246284],[172894,246304],[180890,247246],[181302,248937],[181374,249009],[196028,263522],[201144,278452],[201164,278472],[203809,272257],[204221,281529],[204293,281601],[212961,282553],[213466,284403],[228657,298971],[233834,313758],[234379,314303],[234451,314375],[235238,307435],[237124,307976],[237629,317553],[246126,317446],[246972,318624],[261238,334391],[263124,334932],[268689,349823],[268781,349915],[269211,350345],[270012,343419],[271983,344004],[281117,353391],[285604,358134],[296726,370133],[298697,370718],[304479,385359],[304594,385474],[305345,378644],[305775,379074],[315162,388315],[317048,388856],[321563,393583],[322490,394481],[332301,404644],[332731,405074],[340702,419876],[341437,413315],[351146,422593],[353117,423178],[357736,427838],[368151,438163],[377158,446370],[386225,454742],[386655,455172],[393309,460294],[403158,469682],[420611,485113],[453256,512844]
   ]
cell #1975 :
  |C| = 126
  W-rep = phi[[2],[3, 1, 1]]
  special rep = phi[[2],[3, 1, 1]] , dim = 126
  orbit = [5, 5, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [61955],[79117],[80161],[94426],[99888],[100171],[111580],[117337],[117620],[123882],[123902],[136717],[137000],[141845],[143368],[143388],[150484],[150865],[150937],[153469],[163307],[164830],[164850],[169824],[170530],[172201],[172273],[179879],[180162],[180616],[183316],[183605],[193136],[193842],[195513],[195585],[200985],[201307],[201757],[203535],[210257],[211780],[211800],[215459],[215742],[215832],[219111],[225833],[226155],[226605],[228383],[234001],[234264],[234594],[243234],[243940],[245611],[245683],[247413],[249610],[249630],[253352],[260001],[260264],[260594],[268841],[269407],[271571],[272424],[278293],[278615],[279065],[280843],[282712],[285089],[285161],[288621],[288884],[295555],[296121],[298285],[299138],[304626],[307276],[308135],[313925],[314188],[314518],[318739],[321289],[324780],[331582],[334232],[335091],[343041],[343304],[344119],[349975],[350541],[352705],[353558],[354876],[360887],[369755],[370018],[370833],[378704],[379760],[385506],[388156],[389015],[393750],[404704],[405760],[413347],[422215],[422478],[423293],[427997],[428850],[438195],[454802],[455858],[460409],[485145],[490540]
   ]
cell #1976 :
  |C| = 140
  W-rep = phi[[3, 1],[1, 1, 1]]+phi[[],[4, 2, 1]]
  special rep = phi[[3, 1],[1, 1, 1]] , dim = 105
  orbit = [6, 2, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     70 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [293703],[329687],[348123],[359756],[365166],[365596],[374837],[383611],[395302],[399234],[400333],[406734],[409611],[417626],[418056],[428969],[429520],[433132],[434102],[440145],[440304],[442474],[442904],[449332],[450431],[461819],[465100],[471168],[471598],[471713],[472644],[473743],[480082],[481052],[493980],[494651],[497751],[500204],[500224],[500726],[501544],[502514],[508262],[520282],[521030],[524314],[524334],[526449],[526501],[527642],[533555],[544493],[544513],[545091],[547887],[547939],[549775],[550709],[565591],[565643],[566018],[568290],[568449],[583180],[583492],[583651],[585845],[598353],[598607],[610747],
     [355850,427297],[358515,428683],[380734,456832],[391338,459709],[391497,459868],[394083,461109],[415297,487095],[415456,487254],[425207,489424],[425637,489854],[425752,489969],[428409,491240],[447856,514330],[448286,514760],[448401,514875],[457727,516905],[457747,516925],[458249,517427],[476289,536655],[478742,539108],[478762,539128],[479264,539630],[487938,541418],[487990,541470],[504934,558672],[504954,558692],[507069,560807],[507121,560859],[515543,562910],[530733,577593],[530785,577645],[532621,579481],[553418,593409],[553577,593568],[573228,606592]
   ]
cell #1977 :
  |C| = 553
  W-rep = phi[[2, 1],[2, 1, 1]]+phi[[1, 1],[3, 1, 1]]+phi[[2],[2, 2, 1]]+phi[[1],[3, 2, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     91 tau_infinity subcells with 4 member(s)
  subcells = [
     [223735],[258026],[276195],[287276],[293166],[293524],[295435],[302909],[311950],[323501],[324660],[327964],[329202],[335870],[338906],[347586],[347944],[359696],[363947],[365106],[371085],[371625],[374300],[374658],[381888],[383126],[399174],[405967],[406197],[406555],[407888],[409126],[416407],[417566],[432051],[436717],[438842],[439660],[441255],[442414],[449272],[463196],[464174],[468280],[468412],[472584],[492942],[493074],[493920],
     [111571,439439],[136628,470354],[162559,497596],[164763,499413],[186619,520127],[193069,524143],[195493,471108],[219044,544322],[225455,547686],[225813,497691],[252974,565390],[253332,520222],[258093,400717],[259894,524027],[268721,349855],[269634,341696],[283491,357329],[285855,428776],[288514,544206],[293544,434476],[296348,368410],[305285,378584],[305405,377425],[308914,389794],[312017,450815],[318991,460661],[319531,392830],[322067,461201],[329309,400592],[329572,466333],[332241,404584],[332361,403425],[338973,474127],[341469,412156],[344371,423545],[344911,424085],[347964,481426],[350768,420870],[355083,490747],[355313,426760],[355671,427118],[365226,434369],[368183,437004],[371692,500588],[374678,502888],[379967,456065],[380197,456295],[380555,456653],[383233,450690],[383496,509495],[386165,454682],[386285,453523],[390035,517584],[390853,459224],[400365,466213],[406034,526377],[406575,526823],[409233,474002],[409496,528875],[411869,483667],[413994,485792],[414812,486610],[417686,481319],[420643,483954],[440030,550098],[442534,502781],[444968,511442],[445100,511574],[450463,509375],[473775,528755],
     [61946,153460,358336,491335],[79108,183307,390632,518181],[80139,183385,393968,518402],[94417,150475,414591,486389],[99799,215370,424393,542090],[100149,213365,424978,540148],[101456,215798,358356,490977],[117248,179790,447042,513516],[117598,237528,447627,555088],[123815,249543,456936,563481],[123975,247339,457044,561664],[124283,247379,390652,515459],[136978,263528,470939,569960],[141097,209509,476134,536500],[143301,211713,477951,538317],[143461,272350,478059,574461],[143769,272390,414611,532537],[150845,285069,425147,489364],[150957,282645,487311,580197],[151024,282300,424476,540016],[164923,299064,499521,587078],[165231,299104,439459,549691],[169757,243167,504763,558501],[170603,236717,505196,554485],[172181,245591,447796,514270],[172293,308068,506442,590919],[172360,307723,447125,554956],[180140,317452,514101,595079],[180711,318719,457759,515746],[180731,318361,390960,457986],[193915,262717,524576,569357],[195605,335024,525822,601381],[195672,334679,470437,569828],[200607,277915,530532,577392],[200965,278273,476229,536595],[201777,271504,530942,574028],[201844,341821,476605,531846],[203630,344099,478774,532824],[203650,343741,414919,479001],[211873,353484,538425,607825],[212181,353524,486409,579397],[212846,354506,425267,488205],[215720,358140,542675,610148],[226625,298218,548096,586645],[226692,368535,498067,549000],[228478,370813,500236,549978],[228498,370455,439767,500463],[233894,313818,504647,558385],[234701,306898,553642,590509],[235059,307256,505291,554580],[235079,377532,445659,506358],[237009,379390,447916,507336],[244013,316641,558934,594476],[245703,388948,560180,618093],[245770,388603,513599,594947],[249703,393676,563589,619930],[250011,393716,518201,597692],[250505,394487,518772,598099],[260701,333854,568514,600971],[261059,334212,524671,569452],[261079,403532,468971,525738],[263009,405390,471228,526716],[269527,342934,530826,573912],[269897,412276,476737,531978],[279085,352638,577802,607392],[279152,420995,536971,578706],[280938,423273,539140,579684],[280958,422915,486717,539367],[285181,427930,581876,627558],[285248,427585,542173,610016],[286163,428816,491355,582877],[296241,369648,547980,586529],[296611,437124,498199,549132],[314625,387778,593633,617683],[314983,388136,559029,594571],[315003,453630,512133,560096],[316933,455488,514390,561074],[319598,392897,458111,517289],[321384,460389,516937,563113],[321404,459331,460031,517164],[322134,460856,461268,564656],[344978,424152,479126,539492],[350661,422108,577686,607276],[351031,484074,537103,578838],[355150,487866,490814,582431],[355691,427138,488312,541792],[357621,489484,490170,541685],[380034,456132,506997,560735],[380575,456673,507443,561181],[391223,459594,515866,563233],[415182,486980,532944,579804]
   ]
cell #1978 :
  |C| = 315
  W-rep = phi[[2, 2, 1],[1, 1]]+phi[[2, 1, 1],[2, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [170385],[173459],[193697],[201606],[202153],[223517],[226454],[227001],[234861],[243795],[257268],[257855],[260861],[275977],[278914],[279461],[283273],[292687],[292765],[293326],[302691],[308696],[311192],[311779],[314785],[319360],[319907],[335652],[338148],[338735],[342767],[344740],[347107],[347185],[347746],[349132],[355473],[357111],[367131],[369481],[371454],[373821],[373899],[374460],[378186],[378451],[380357],[381428],[389576],[392072],[392659],[401663],[402158],[402236],[404186],[404451],[406357],[412883],[413114],[415560],[419591],[421941],[423914],[426281],[426359],[426920],[434697],[435130],[435395],[437731],[437962],[444439],[445790],[445944],[448522],[451761],[452256],[452334],[454284],[454549],[456455],[466940],[469102],[469256],[475073],[475568],[475646],[476833],[481647],[482080],[482345],[484681],[484912],[496313],[498295],[503109],[503542],[503807],[510102],[512264],[512418],[529482],[535217],[537199],[552371],
     [85393,328731],[107201,364630],[119751,382655],[127223,323325],[130297,196771],[131828,399689],[132069,328783],[139131,408655],[146105,417090],[154656,287082],[155203,219420],[159015,363771],[159561,364480],[161822,435863],[167567,441938],[174990,449787],[175231,382707],[182293,458753],[184763,251748],[189338,327770],[189885,258402],[191239,466548],[192318,467587],[198302,473099],[198543,408707],[205965,416231],[206511,416940],[208772,482813],[214517,488888],[221879,291940],[223848,495984],[224796,496830],[225037,435915],[230813,441079],[231359,441788],[233620,504275],[239436,381694],[239983,312326],[241337,509710],[242416,510749],[248400,516261],[248641,458805],[254772,463998],[255882,521895],[257590,522410],[258209,467171],[259200,467437],[265436,407694],[265983,339282],[267337,529090],[268416,530129],[274339,346360],[276308,534888],[277256,535734],[277497,482865],[283819,488738],[288347,492185],[290320,431857],[291155,545726],[291420,494994],[293095,496159],[294712,375846],[301053,373074],[303022,552042],[303970,552888],[304211,504327],[309806,556253],[311514,556768],[312133,510333],[313124,510599],[324262,519378],[324527,462162],[326433,398085],[327273,521795],[327504,407428],[329080,522880],[336762,571125],[338470,571640],[339089,529713],[340080,529979],[345575,575432],[345840,533898],[347515,535063],[360423,492085],[360654,431591],[362185,584273],[363100,440408],[363254,545744],[372289,588049],[372554,551052],[374229,552217],[381197,556153],[383004,557238],[395692,463327],[395846,519396],[397300,599091],[397565,566361],[398424,471834],[407197,571025],[409004,572110],[415714,575450],[429883,493170],[431360,584173],[440562,588067],[463481,599109]
   ]
cell #1979 :
  |C| = 315
  W-rep = phi[[2, 2, 1],[1, 1]]+phi[[2, 1, 1],[2, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [235718],[261718],[270537],[282492],[294183],[297251],[306254],[307915],[309271],[315642],[318564],[319803],[328940],[330212],[333210],[334871],[342232],[342672],[343944],[348603],[349028],[351671],[354669],[364800],[364877],[366075],[368946],[369386],[370658],[375317],[378278],[378355],[379553],[381324],[382864],[384136],[387134],[388795],[401568],[404278],[404355],[405553],[408864],[410136],[412970],[413010],[415551],[417260],[417337],[418535],[421406],[421846],[423118],[427777],[435222],[435299],[436072],[437818],[437858],[442108],[442185],[443383],[445781],[446029],[448527],[451666],[454376],[454453],[455651],[458962],[460234],[467027],[467757],[467834],[469093],[469341],[474978],[476838],[482172],[482249],[483022],[484768],[484808],[489058],[489135],[490333],[496398],[496668],[498300],[503634],[503711],[504484],[510189],[510919],[510996],[512255],[512503],[529569],[530299],[530376],[535302],[535572],[537204],[552456],[552726],
     [85450,399988],[107264,433761],[119808,450086],[131733,465468],[132141,400028],[139188,473398],[146168,480711],[158234,494730],[159465,433513],[161879,497129],[167630,502173],[174895,508630],[175303,450126],[182350,516560],[185620,461898],[188542,465082],[189781,401128],[191916,523359],[192381,523713],[198207,528010],[198615,473438],[205184,533634],[206415,480463],[208829,536033],[214580,541077],[218077,429502],[221075,433268],[224570,547041],[224701,547179],[225109,497169],[230032,550788],[231263,501925],[233677,553187],[238640,508244],[239879,451226],[242014,557717],[242479,558071],[248305,562368],[248713,516600],[252330,395438],[253991,566097],[255347,336227],[255787,566540],[258368,567416],[258967,467067],[259104,523465],[264640,527624],[265879,474538],[268014,572589],[268479,572943],[273535,480218],[277030,576747],[277161,576885],[277569,536073],[283723,540829],[287812,361650],[288252,583462],[289524,545073],[291247,584373],[291324,545605],[293882,496150],[294608,375742],[300249,501680],[303744,589364],[303875,589502],[304283,553227],[309711,591659],[312292,592535],[312891,510229],[313028,557823],[324354,598539],[324431,565363],[325629,521166],[327360,521786],[327400,407324],[329865,522885],[336667,602121],[339248,602997],[339847,529609],[339984,572695],[345667,605120],[345744,575311],[348302,535054],[360510,492076],[360550,431487],[362090,611177],[363091,440399],[363339,545749],[372381,613587],[372458,587928],[375016,552208],[381284,556144],[383789,557243],[395683,463318],[395931,519401],[397392,620828],[397469,598970],[398429,471839],[407284,571016],[409789,572115],[415799,575455],[429888,493175],[431447,584164],[440647,588072],[463566,599114]
   ]
cell #1980 :
  |C| = 315
  W-rep = phi[[2, 2, 1],[1, 1]]+phi[[2, 1, 1],[2, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [170373],[173469],[193685],[201595],[202163],[223505],[226443],[227011],[234871],[243783],[257256],[257844],[260871],[275965],[278903],[279471],[283261],[292580],[292754],[293336],[302679],[308684],[311180],[311768],[314795],[319349],[319917],[335640],[338136],[338724],[342755],[344729],[347000],[347174],[347756],[349142],[355483],[357099],[367119],[369469],[371443],[373714],[373888],[374470],[378087],[378440],[380367],[381438],[389564],[392060],[392648],[401651],[402051],[402225],[404087],[404440],[406367],[412792],[413124],[415624],[419579],[421929],[423903],[426174],[426348],[426930],[434019],[435031],[435384],[437640],[437972],[444427],[445854],[445872],[448567],[451749],[452149],[452323],[454185],[454538],[456465],[466849],[469166],[469184],[475061],[475461],[475635],[476878],[480969],[481981],[482334],[484590],[484922],[496241],[498340],[502431],[503443],[503796],[510011],[512328],[512346],[529391],[535145],[537244],[552299],
     [85325,328628],[107117,364536],[119683,382552],[127211,323318],[130307,196781],[131816,399682],[131978,328793],[139063,408552],[146021,416996],[154645,287092],[155213,219430],[159003,363764],[159550,364490],[161754,435760],[167483,441844],[174978,449780],[175140,382717],[182225,458650],[184773,251758],[189327,327780],[189895,258412],[190512,465931],[192234,467493],[198290,473092],[198452,408717],[205953,416224],[206500,416950],[208704,482710],[214433,488794],[221889,291950],[223078,495438],[224784,496823],[224946,435925],[230801,441072],[231348,441798],[233552,504172],[239425,381704],[239993,312336],[240610,509093],[242332,510655],[248388,516254],[248550,458815],[254760,463991],[255870,521888],[256791,521987],[257418,467181],[259189,467447],[265425,407704],[265993,339292],[266610,528473],[268332,530035],[274349,346370],[275538,534342],[277244,535727],[277406,482875],[283808,488748],[288335,492178],[290309,431867],[291056,545691],[291409,495004],[292304,496223],[294722,375856],[301063,373084],[302252,551496],[303958,552881],[304120,504337],[309794,556246],[310715,556345],[311342,510343],[313113,510609],[324163,519343],[324516,462172],[326443,398095],[327182,521859],[327514,407438],[328322,522925],[336750,571118],[337671,571217],[338298,529723],[340069,529989],[345476,575397],[345829,533908],[346724,535127],[360332,492149],[360664,431601],[362173,584266],[363164,440472],[363182,545789],[372190,588014],[372543,551062],[373438,552281],[381106,556217],[382246,557283],[395756,463391],[395774,519441],[397201,599056],[397554,566371],[398469,471879],[407106,571089],[408246,572155],[415642,575495],[429928,493215],[431269,584237],[440490,588112],[463409,599154]
   ]
cell #1981 :
  |C| = 315
  W-rep = phi[[2, 2, 1],[1, 1]]+phi[[2, 1, 1],[2, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [235706],[238502],[261706],[270399],[270526],[282480],[294171],[297113],[297240],[306263],[307903],[315630],[318553],[319812],[328928],[330201],[333219],[334859],[342660],[343933],[348591],[349037],[351533],[351660],[354678],[364696],[364866],[366084],[369374],[370647],[375305],[378174],[378344],[379562],[381333],[382852],[384125],[387143],[388783],[401556],[404174],[404344],[405562],[408852],[410125],[412872],[413019],[415614],[417156],[417326],[418544],[421834],[423107],[427765],[435118],[435288],[436060],[437720],[437867],[442004],[442174],[443392],[445844],[445949],[448572],[451654],[454272],[454442],[455660],[458950],[460223],[466929],[467653],[467823],[469156],[469261],[474966],[476883],[482068],[482238],[483010],[484670],[484817],[488954],[489124],[490342],[496050],[496318],[498345],[503530],[503700],[504472],[510091],[510815],[510985],[512318],[512423],[529471],[530195],[530365],[534954],[535222],[537249],[552108],[552376],
     [85392,399890],[107189,433681],[119750,449988],[131721,465513],[132058,400037],[139130,473300],[146093,480631],[158222,432978],[159454,433576],[161821,497031],[167555,502093],[174883,508675],[175220,450135],[182292,516462],[185608,395148],[188404,264502],[188531,399072],[189790,330074],[191238,522809],[192306,523633],[198195,528055],[198532,473447],[205172,479928],[206404,480526],[208771,535935],[214505,540997],[217939,289386],[218066,359594],[221084,364119],[223836,546573],[224689,547224],[225026,497178],[230020,501390],[231252,501988],[233619,553089],[238629,449170],[239888,383998],[241336,557167],[242404,557991],[248293,562413],[248630,516609],[252339,323673],[253979,520876],[255775,566746],[257578,567091],[258198,467076],[259093,523528],[264629,472482],[265888,409998],[267336,572039],[268404,572863],[273544,416579],[276296,576279],[277149,576930],[277486,536082],[283712,540892],[288240,543864],[289513,493818],[291143,584492],[291313,545878],[293084,496213],[294617,375751],[300258,441427],[303010,588896],[303863,589547],[304200,553236],[309699,591865],[311502,592210],[312122,510238],[313017,557886],[324250,565051],[324420,519530],[325638,464346],[327262,521849],[327409,407333],[329085,522930],[336655,602327],[338458,602672],[339078,529618],[339973,572758],[345563,605239],[345733,575584],[347504,535117],[360412,492139],[360559,431496],[362078,611383],[363154,440462],[363259,545794],[372277,613706],[372447,588201],[374218,552271],[381186,556207],[383009,557288],[395746,463381],[395851,519446],[397288,620947],[397458,599243],[398474,471884],[407186,571079],[409009,572160],[415719,575500],[429933,493220],[431349,584227],[440567,588117],[463486,599159]
   ]
cell #1982 :
  |C| = 140
  W-rep = phi[[3, 2, 1, 1],[]]+phi[[3],[2, 1, 1]]
  special rep = phi[[3],[2, 1, 1]] , dim = 105
  orbit = [6, 4, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     70 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [80213],[100936],[101553],[121115],[124905],[125220],[125935],[147436],[147751],[151437],[152011],[152089],[172773],[174019],[176673],[176751],[180989],[181887],[181909],[196085],[203908],[205425],[205503],[208366],[208388],[213054],[214131],[228756],[236037],[237217],[238351],[238886],[238908],[242030],[246183],[247066],[250475],[262037],[263217],[270805],[272077],[273291],[273393],[273836],[281216],[285661],[297519],[298791],[306112],[306555],[309085],[309206],[315961],[317141],[321662],[333068],[333511],[342167],[345232],[351939],[353211],[357829],[368881],[377843],[386992],[387435],[393403],[403843],[421341],[453941],
     [86757,140495],[108532,168898],[108847,169213],[130857,197331],[133511,199985],[133589,200063],[155763,219980],[158475,230273],[158553,230351],[161416,233214],[161438,233236],[185861,254232],[185939,254310],[188253,264351],[188788,264886],[188810,264908],[191932,268030],[217788,289235],[218323,289770],[218345,289792],[220831,300005],[220933,300107],[221376,300550],[250843,322951],[252086,325385],[252188,325487],[252631,325930],[255161,336041],[255282,336162],[286468,359221],[287626,361464],[287747,361585],[290812,371946],[322728,394800],[323919,396957]
   ]
cell #1983 :
  |C| = 175
  W-rep = phi[[3, 1, 1, 1],[1]]+phi[[3, 1],[1, 1, 1]]
  special rep = phi[[3, 1],[1, 1, 1]] , dim = 105
  orbit = [6, 2, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [286013],[320535],[322268],[349760],[356649],[356684],[358551],[385269],[385304],[391694],[392131],[392233],[419213],[419650],[419752],[425974],[425989],[426417],[449019],[451949],[451964],[452392],[458416],[458457],[479803],[479818],[482476],[482517],[488623],[508019],[508060],[510484],[533204],[533458],[555690],
     [223055,294502],[257327,330480],[275515,348922],[287190,359837],[292380,365933],[292823,366376],[295340,376474],[302229,375636],[311251,384404],[323420,395373],[327878,399315],[328435,401063],[331345,411269],[331380,411304],[338207,410404],[346800,418393],[347243,418836],[358938,428971],[359614,429585],[363866,433203],[364365,434787],[366753,444061],[367190,444498],[367292,444600],[373514,443241],[373957,443684],[381802,449413],[382359,451161],[395090,461821],[398921,472331],[399092,465165],[401851,475261],[401866,475276],[402294,475704],[407802,472725],[408359,474473],[416326,480153],[416825,481737],[430380,493667],[431965,494061],[432853,501265],[432868,501280],[432920,494653],[435526,503938],[435567,503979],[441174,501615],[441673,503199],[449190,508327],[462658,520751],[462673,520766],[464093,521101],[464857,527399],[464898,527440],[467322,529864],[472502,527707],[479870,533557],[492564,544848],[492605,544889],[493838,545156],[494300,550358],[494554,550612],[501332,550711],[519561,565667],[519815,565921],[520818,566020],[521332,570562],[543553,583154],[543645,583182],[543906,583710],[564894,598361]
   ]
cell #1984 :
  |C| = 140
  W-rep = phi[[3, 2, 1, 1],[]]+phi[[3],[2, 1, 1]]
  special rep = phi[[3],[2, 1, 1]] , dim = 105
  orbit = [6, 4, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     70 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [125998],[152466],[153405],[177128],[182073],[182412],[183442],[208552],[208891],[213422],[214219],[214233],[237585],[239072],[242118],[242132],[247154],[248260],[248335],[263585],[272165],[273924],[273938],[277116],[277191],[282447],[283676],[298879],[306643],[307870],[309144],[309666],[309741],[312981],[317509],[318517],[322436],[333599],[334826],[342627],[343897],[345208],[345291],[345697],[353299],[358197],[369341],[370611],[377902],[378308],[380837],[380935],[387523],[388750],[393491],[403902],[404308],[412621],[415512],[421801],[423071],[427732],[437469],[445742],[454000],[454406],[460187],[469054],[484419],[512216],
     [133966,200440],[161602,233400],[161941,233739],[188974,265072],[192020,268118],[192034,268132],[218509,289956],[221464,300638],[221478,300652],[224656,303830],[224731,303905],[252719,326018],[252733,326032],[255220,336100],[255742,336622],[255817,336697],[259057,339937],[287685,361523],[288207,362045],[288282,362120],[290788,371922],[290871,372005],[291277,372411],[322787,394859],[323895,396933],[323978,397016],[324384,397422],[326913,406837],[327011,406935],[359076,429173],[360063,431000],[360161,431098],[363052,440360],[394678,461600],[395644,463279]
   ]
cell #1985 :
  |C| = 175
  W-rep = phi[[3, 1, 1, 1],[1]]+phi[[3, 1],[1, 1, 1]]
  special rep = phi[[3, 1],[1, 1, 1]] , dim = 105
  orbit = [6, 2, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [358602],[392284],[394186],[419803],[426505],[426541],[428516],[452480],[452516],[458489],[458917],[459015],[482549],[482977],[483075],[488682],[488685],[489088],[508092],[510543],[510546],[510949],[516171],[516211],[533517],[533520],[535644],[535684],[540790],[555898],[555938],[557784],[575115],[575272],[591522],
     [292911,366464],[328895,401523],[347331,418924],[359673,429644],[364424,434846],[364830,435252],[367343,444651],[374045,443772],[382819,451621],[395228,462023],[399151,465224],[399639,466678],[402382,475792],[402418,475828],[408819,474933],[416884,481796],[417290,482202],[428966,491627],[429463,492037],[433058,494855],[433474,496111],[435599,504011],[436027,504439],[436125,504537],[441732,503258],[442138,503664],[449249,508386],[449737,509840],[461816,519283],[464930,527472],[465043,521747],[467381,529923],[467384,529926],[467787,530329],[472561,527766],[473049,529220],[480008,533759],[480424,535015],[492637,544921],[493897,545215],[494613,550671],[494616,550674],[494648,545631],[496740,552798],[496780,552838],[501470,550913],[501886,552169],[508205,556105],[519874,565980],[519877,565983],[520956,566222],[521540,570770],[521580,570810],[523426,572656],[527585,570977],[533552,575337],[544114,583918],[544154,583958],[545034,584125],[545409,587732],[545566,587889],[550706,587954],[565167,598774],[565324,598931],[566015,598996],[566403,601984],[583129,610753],[583177,610765],[583325,611040],[598347,620581]
   ]
cell #1986 :
  |C| = 392
  W-rep = phi[[2, 2, 2, 1],[]]+phi[[2, 2, 1, 1],[1]]+phi[[2, 1],[2, 1, 1]]+phi[[2],[2, 2, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     56 tau_infinity subcells with 1 member(s)
     140 tau_infinity subcells with 2 member(s)
     14 tau_infinity subcells with 4 member(s)
  subcells = [
     [322307],[356723],[358557],[365572],[377354],[380896],[385343],[392203],[392239],[400673],[403354],[412113],[412582],[418032],[419722],[419758],[425995],[426427],[434298],[434445],[436961],[437430],[440289],[442880],[445287],[450771],[451970],[452402],[453452],[458467],[458897],[466170],[468599],[471574],[474083],[479824],[481248],[481395],[482527],[482957],[483911],[484380],[488662],[495656],[500544],[502710],[502857],[508070],[509332],[510523],[511761],[526792],[528712],[533497],[534560],[551714],
     [125993,394180],[152461,426535],[153330,428434],[177123,452510],[181252,458274],[181981,458483],[183427,394105],[204171,479289],[208460,482543],[213126,488150],[213407,425774],[214141,488631],[229019,500751],[237289,507281],[237570,448423],[238980,508086],[242040,510492],[246948,457921],[247076,515672],[248240,516172],[257399,330552],[263289,526661],[263570,471735],[270877,531535],[271959,478936],[272087,532750],[273846,533466],[277096,535645],[281479,539655],[282256,488134],[282427,540335],[286124,491265],[292833,366386],[297591,548689],[298673,500398],[298801,549904],[305751,505841],[306565,554181],[307679,507265],[307850,555275],[309216,555708],[309646,555899],[311323,384476],[317213,561019],[317494,514897],[318330,515703],[321925,517452],[322421,461131],[323430,395383],[326972,406896],[328445,401073],[328875,401503],[331419,411343],[332707,525221],[333521,569053],[334635,526645],[334806,570147],[338279,410476],[341777,531519],[342177,573630],[342607,573821],[343710,532781],[345271,575122],[347253,418846],[352011,578395],[353093,539302],[353221,579610],[357901,541630],[358182,489991],[358500,428668],[359653,429624],[360122,431059],[363876,433213],[364404,434826],[367262,444570],[367298,444606],[368491,548673],[368891,586247],[369321,586438],[370424,549935],[373967,443694],[377501,554212],[377882,590293],[382369,451171],[382799,451601],[386631,559579],[387445,594172],[388559,561003],[388730,595266],[391482,459853],[393285,517099],[393413,563039],[395189,461984],[399131,465204],[399600,466639],[401872,475282],[402304,475714],[403501,569084],[403882,600755],[408369,474483],[408799,474913],[415441,487239],[416336,480163],[416864,481776],[420951,578379],[421351,606994],[421781,607185],[422884,579641],[425613,489830],[427541,541614],[427712,581420],[432874,501286],[433019,494816],[435577,503989],[436007,504419],[441184,501625],[441712,503238],[448262,514736],[449229,508366],[449698,509801],[453599,594203],[453980,617467],[458067,517245],[460000,563070],[462679,520772],[464103,521111],[464908,527450],[467361,529903],[472541,527746],[473010,529181],[479082,539448],[479969,533720],[488281,541761],[492615,544899],[493877,545195],[494593,550651],[501431,550874],[507412,561150],[519854,565960],[520917,566183],
     [133961,200435,402412,475822],[161510,233308,435593,504005],[188882,264980,464924,527466],[191942,268040,467330,529872],[218417,289864,492631,544915],[221386,300560,494562,550620],[224636,303810,496741,552799],[252641,325940,519823,565929],[255292,336172,521350,570580],[255722,336602,521541,570771],[287757,361595,543924,583728],[288187,362025,544115,583919],[290851,371985,545416,587739],[323958,396996,565174,598781]
   ]
cell #1987 :
  |C| = 126
  W-rep = phi[[2],[3, 1, 1]]
  special rep = phi[[2],[3, 1, 1]] , dim = 126
  orbit = [5, 5, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [153335],[181257],[183418],[204176],[213218],[213398],[229024],[237381],[237561],[246844],[247168],[263381],[263561],[271669],[271855],[272179],[281484],[282164],[282522],[286129],[298383],[298569],[298893],[304988],[307357],[307587],[307945],[317305],[317485],[318243],[321930],[322412],[331944],[334313],[334543],[334901],[341065],[342863],[343388],[343623],[352803],[352989],[353313],[357993],[358173],[358399],[361249],[367779],[369577],[370102],[370337],[376783],[376843],[378541],[385868],[388237],[388467],[388825],[390695],[393181],[393505],[396635],[402783],[402843],[404541],[411599],[413202],[413709],[414654],[420239],[422037],[422562],[422797],[424850],[427449],[427807],[430682],[430742],[436447],[438050],[438557],[439502],[444835],[446733],[447499],[452881],[452941],[454639],[457355],[459913],[462926],[468147],[470045],[470811],[477632],[477692],[478370],[483397],[485000],[485507],[486452],[487623],[491398],[492809],[499094],[499154],[499832],[506088],[506754],[511309],[513207],[513973],[518244],[525468],[526134],[531713],[537998],[538058],[538736],[542547],[548867],[559826],[560492],[563900],[578573],[582188]
   ]
cell #1988 :
  |C| = 413
  W-rep = phi[[2, 2],[1, 1, 1]]+phi[[2, 1],[2, 1, 1]]+phi[[1],[3, 2, 1]]+phi[[],[3, 3, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     140 tau_infinity subcells with 2 member(s)
     21 tau_infinity subcells with 4 member(s)
  subcells = [
     [406759],[439605],[445995],[468357],[469307],[471034],[477026],[493019],[495963],[496364],[497617],[498488],[500091],[505534],[507741],[512469],[520148],[522713],[523073],[524025],[524201],[524914],[531190],[534867],[535268],[537392],[544204],[544380],[546527],[546813],[547690],[548344],[550319],[552021],[552422],[557071],[557431],[559272],[565394],[570454],[571943],[572303],[576233],[576519],[578050],[587610],[588850],[589136],[601866],
     [258191,522729],[293625,546496],[312115,557087],[322089,394010],[322159,394267],[329131,567086],[329656,567262],[336027,570524],[339071,571959],[348045,576202],[355105,425020],[355875,427322],[358361,428338],[363305,584487],[365063,584835],[371790,587626],[371814,587650],[374759,588819],[379989,447669],[380759,456857],[383055,592205],[383580,592381],[390209,457301],[390657,457558],[390798,459169],[395897,565046],[398617,599370],[400220,567452],[405989,470981],[406132,601620],[406656,601835],[409055,602667],[409580,602843],[414168,478316],[414616,478573],[414757,486555],[415765,605234],[417523,605582],[424537,487563],[424553,487579],[425073,489290],[430076,583230],[432567,584528],[436652,612415],[439016,499778],[439464,500035],[439589,613222],[440114,613398],[440613,613701],[442371,614049],[445045,511519],[445594,506293],[447186,506694],[447202,506710],[447722,514196],[448715,616082],[450318,592571],[456087,514143],[457065,515158],[457096,515189],[457614,516792],[461223,518814],[462372,565087],[463131,620771],[463532,620942],[464579,527121],[468341,621782],[468906,525673],[470498,526074],[470514,526090],[471065,622389],[472027,622758],[473630,603033],[476155,536521],[476666,531907],[476682,531923],[478080,532236],[478111,532267],[478629,538995],[479517,605275],[485966,538682],[486414,538939],[487369,539883],[490769,542717],[491091,543185],[491360,543263],[492286,544570],[493003,628274],[493363,628391],[497648,628990],[498128,549061],[498144,549077],[499542,549390],[499573,549421],[500979,613742],[504645,558383],[504821,558559],[505217,554506],[505248,554537],[506500,554823],[512068,560031],[513660,560432],[513676,560448],[516087,563454],[517758,563846],[518206,564103],[520179,633882],[520465,620983],[524597,569378],[524628,569409],[525880,569695],[530536,577396],[530824,573910],[531000,574086],[533165,580025],[537032,578767],[537048,578783],[538446,579096],[538477,579127],[540642,581727],[542234,582128],[542250,582144],[547978,586527],[548154,586703],[553646,590513],[555582,595573],[558955,594497],[558986,594528],[560238,594814],[562196,597062],[563610,597391],[563641,597422],[568518,600975],[574993,608357],[577684,607274],[577860,607450],[580682,609597],[581934,609883],[591404,618578],[593637,617687],
     [250312,322384,518514,564536],[283648,357486,540712,581797],[285884,358637,542933,582739],[309071,389951,555652,595643],[319696,392995,562212,597078],[319720,393019,562236,597102],[345076,424250,575009,608373],[345100,424274,575033,608397],[355248,426695,580436,609351],[355772,427219,580651,609566],[380132,456230,591158,618332],[380656,456754,591373,618547],[390782,459153,595979,619379],[391307,459678,596155,619555],[411804,483602,603948,625518],[414741,486539,604755,626325],[415266,487064,604931,626501],[425104,489321,608706,627152],[445029,511503,615106,631757],[447753,514227,615713,632364],[476186,536552,623873,636340]
   ]
cell #1989 :
  |C| = 126
  W-rep = phi[[2],[3, 1, 1]]
  special rep = phi[[2],[3, 1, 1]] , dim = 126
  orbit = [5, 5, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [61959],[79121],[80162],[94430],[99964],[100172],[111584],[117413],[117621],[123883],[123994],[136793],[137001],[141921],[143369],[143480],[150488],[150877],[151035],[153473],[163383],[164831],[164942],[169825],[170622],[172213],[172371],[179955],[180163],[180627],[183320],[183606],[193137],[193934],[195525],[195683],[200997],[201319],[201855],[203546],[210333],[211781],[211892],[215535],[215743],[215833],[219112],[225845],[226167],[226703],[228394],[234013],[234275],[234605],[243235],[244032],[245623],[245781],[247414],[249611],[249722],[253364],[260013],[260275],[260605],[268852],[269402],[271572],[272425],[278305],[278627],[279163],[280854],[282713],[285101],[285259],[288633],[288895],[295566],[296116],[298286],[299139],[304621],[307288],[308136],[313937],[314199],[314529],[318751],[321300],[324791],[331577],[334244],[335092],[343053],[343315],[344131],[349986],[350536],[352706],[353559],[354887],[360882],[369767],[370029],[370845],[378715],[379771],[385501],[388168],[389016],[393751],[404715],[405771],[413342],[422227],[422489],[423305],[427998],[428851],[438190],[454813],[455869],[460421],[485140],[490551]
   ]
cell #1990 :
  |C| = 553
  W-rep = phi[[2, 1],[2, 1, 1]]+phi[[1, 1],[3, 1, 1]]+phi[[2],[2, 2, 1]]+phi[[1],[3, 2, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     91 tau_infinity subcells with 4 member(s)
  subcells = [
     [293602],[329569],[348022],[359733],[365143],[365481],[367423],[374736],[383493],[395283],[396279],[399211],[400314],[406633],[409493],[417603],[417941],[429527],[433113],[434109],[439517],[440027],[442451],[442789],[449309],[450412],[465107],[470936],[471145],[471483],[472621],[473724],[480063],[481059],[493957],[497728],[499464],[500185],[501525],[502521],[508269],[520259],[521011],[524194],[524295],[527649],[544373],[544474],[545098],
     [165258,499991],[195571,525812],[225891,547821],[228380,549180],[253410,565525],[258094,466362],[260261,568368],[262894,526456],[269646,412193],[288881,583570],[293556,495838],[295472,585854],[295810,547894],[296360,437041],[305416,445381],[312018,509524],[324697,598616],[325035,565598],[329321,466250],[329583,522613],[331531,568313],[332372,468693],[338974,528904],[340709,419883],[341464,476477],[347976,534742],[350780,483991],[355749,427196],[358414,491413],[360836,583515],[365237,495750],[368178,497939],[371693,550127],[374690,551896],[377165,446377],[380633,456731],[383245,509412],[383507,556971],[386296,511855],[390710,518259],[391220,459591],[393965,518769],[400360,522524],[403165,469689],[406035,569989],[406587,570329],[409245,528792],[409507,571843],[414669,486467],[415179,486977],[417697,534654],[420638,536843],[424975,542672],[425184,489401],[425522,489739],[440041,587510],[442545,551808],[447624,514098],[447833,514307],[448171,514645],[450458,556882],[453263,512851],[456987,563532],[457708,516886],[473770,571754],[476266,536632],[478002,538368],[478723,539089],[504814,558552],[504915,558653],
     [101457,285704,358368,542881],[101483,216093,428294,543219],[124284,318840,390664,561796],[124310,250038,457514,564059],[125869,250140,393979,564253],[143770,344220,414623,574593],[143796,212208,478529,538895],[150923,285147,487301,581866],[151025,354535,424560,580248],[151371,282790,424989,580349],[165232,370934,439471,587210],[172259,245669,506432,560170],[172361,379419,447209,590970],[172707,308213,447638,591071],[180613,321286,514948,597181],[180743,390084,390972,515783],[180789,318797,457118,595822],[195673,405419,470521,601432],[196019,335169,470950,601533],[201043,278351,530667,577527],[201845,412305,476689,574079],[203532,280840,532026,578886],[203662,414043,414931,532861],[203708,344177,478133,604598],[212182,423394,486421,607957],[212731,357506,487945,541425],[212843,354873,487365,608556],[212857,424437,425278,540429],[226693,437153,498151,586696],[228510,438891,439779,550015],[228556,370891,499595,613065],[234261,314185,553496,593487],[235091,445469,445671,554617],[235137,307334,505270,590644],[236894,316818,507076,560814],[237006,379757,506496,615563],[237020,447086,447927,555369],[245771,455517,513683,618144],[246117,389093,514112,618245],[246857,390422,457754,562007],[250012,460510,518213,620062],[261091,468781,468983,569489],[261137,334290,524650,601106],[263006,405757,525876,622239],[263020,470398,471239,570241],[268758,349892,573237,606601],[269096,350230,530740,577600],[269894,343301,530996,604317],[269908,476566,476748,574180],[271868,414381,478769,574804],[279153,484103,537055,607443],[280970,485841,486729,579721],[281016,423351,538499,626168],[285249,490199,542257,627609],[285595,428075,542686,627710],[286164,491367,491456,610517],[296608,370015,548150,612784],[296622,498028,498210,586797],[298582,439229,500231,587421],[304575,385455,553441,593432],[305322,378621,553632,615328],[305660,378959,505286,590717],[315015,511943,512145,594608],[315061,388214,559008,617818],[316930,455855,560234,632214],[316944,513560,514401,595360],[319599,392898,515895,563262],[321416,459343,517633,563150],[321462,460467,563663,633354],[322135,461269,518431,598128],[322481,461346,518783,620362],[332278,404621,568504,622004],[332616,404959,524666,601179],[341418,413296,530806,604262],[344979,424153,532973,579833],[351028,422475,577856,625887],[351042,536932,537114,607544],[353002,486179,539135,608168],[355151,490815,540177,610177],[355703,427150,540517,581602],[357618,490537,581930,637495],[357632,489495,542134,581514],[368132,438144,547960,612729],[380035,456133,555117,595108],[380587,456685,555457,595448],[386202,454719,593623,631979],[386540,455057,559024,617891],[391234,459605,562096,596962],[393194,516932,517971,596873],[415193,486991,574893,608257],[420592,485094,577666,625832]
   ]
cell #1991 :
  |C| = 126
  W-rep = phi[[2],[3, 1, 1]]
  special rep = phi[[2],[3, 1, 1]] , dim = 126
  orbit = [5, 5, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [153375],[181868],[183489],[204787],[213746],[214089],[216072],[229635],[237909],[238252],[247711],[247735],[249503],[250411],[263909],[264252],[270177],[272722],[272746],[282095],[283037],[283113],[284683],[285026],[285922],[296891],[299436],[299460],[305196],[305879],[308460],[308536],[317833],[318176],[319122],[319758],[320749],[320773],[332152],[332835],[335416],[335492],[341252],[341383],[341948],[344502],[345138],[351311],[353856],[353880],[355656],[356875],[356951],[358675],[361457],[367966],[368097],[368662],[371216],[371852],[376648],[377022],[377145],[380540],[386076],[386759],[389340],[389416],[391136],[392421],[393057],[396822],[402648],[403022],[403145],[406540],[411482],[411906],[413917],[415095],[420426],[420557],[421122],[423676],[424312],[425435],[427103],[430547],[430921],[436330],[436754],[438765],[439943],[444730],[446920],[448084],[452746],[453120],[453243],[456638],[459507],[462809],[468042],[470232],[471396],[477497],[477871],[483280],[483704],[485715],[486893],[489652],[492704],[498959],[499333],[505971],[511204],[513394],[514558],[525351],[531608],[537863],[538237],[548762],[559709],[578468]
   ]
cell #1992 :
  |C| = 553
  W-rep = phi[[2, 1],[2, 1, 1]]+phi[[1, 1],[3, 1, 1]]+phi[[2],[2, 2, 1]]+phi[[1],[3, 2, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     91 tau_infinity subcells with 4 member(s)
  subcells = [
     [293709],[329676],[348129],[359745],[365155],[365585],[367418],[371865],[374843],[383600],[395291],[396274],[399223],[400322],[406740],[406776],[409600],[417615],[418045],[429522],[433121],[434104],[439702],[440134],[442463],[442893],[449321],[450420],[465102],[468454],[471157],[471587],[472633],[473732],[480071],[481054],[493116],[493969],[497740],[500193],[501533],[502516],[508264],[520271],[521019],[524303],[527644],[544482],[545093],
     [165753,440242],[196192,471173],[225998,497756],[229058,500162],[253517,520287],[260368,524272],[263618,526451],[285935,358688],[288988,544451],[295484,547698],[295914,547889],[319771,393070],[322176,394284],[324709,565402],[325139,565593],[329652,400727],[331539,568298],[340704,419878],[341518,412205],[345151,424325],[355856,427303],[355892,427339],[360844,583500],[365509,434465],[368232,437053],[377160,446372],[377262,445389],[380740,456838],[380776,456874],[383576,450825],[390895,459266],[391327,459698],[400414,466262],[400653,466322],[403160,469684],[403262,468701],[406814,471756],[409576,474137],[412011,476472],[414854,486652],[415286,487084],[417969,481415],[420692,484003],[425196,489413],[425626,489843],[434206,495758],[436859,497934],[440110,500598],[442817,502877],[445142,511616],[447845,514319],[448275,514749],[450512,509424],[450751,509484],[453258,512846],[453360,511863],[457716,516894],[466068,522519],[471511,526812],[473824,528804],[474063,528864],[476278,536644],[478731,539097],[481156,534662],[483809,536838],[500524,550087],[502618,551816],[504923,558661],[509230,556877],[528610,571749],
     [101526,153439,358453,428621],[124805,182898,391435,459806],[125929,183448,394088,460923],[144291,212703,415394,487192],[151431,213428,425757,488504],[151544,214831,425212,489429],[153317,215880,358470,428451],[172767,237591,448406,507635],[172880,246290,447861,514335],[180896,247252,457824,515811],[181239,247461,391452,458291],[181291,248926,457685,516863],[196079,263591,471718,527015],[201150,278458,476294,536660],[203815,272263,478839,532889],[204158,272472,415411,479306],[204210,281518,478700,539066],[212926,282310,425309,488247],[212950,282542,488011,540406],[213455,284392,487940,541420],[228663,298977,500301,550043],[229006,299186,440259,500768],[234368,314292,504892,558630],[235244,307441,505356,554645],[237089,307733,447958,507378],[237113,307965,507142,555346],[237618,317542,507071,560809],[246177,317515,514880,561373],[246885,318350,457808,515795],[246961,318613,515601,562002],[250469,322442,461114,518701],[261244,334397,524736,569517],[263089,334689,471270,526758],[263113,334921,526522,570218],[268770,349904,530544,577404],[269200,350334,530735,577595],[269977,341831,476779,532020],[270001,343408,531071,574157],[271896,343730,478823,532873],[271972,343993,532679,574799],[281123,353397,539205,579749],[281466,353606,487209,539672],[282236,354495,488042,540437],[285655,358203,489974,541984],[286111,358730,428638,491282],[296691,368545,498241,549174],[296715,370122,548225,586774],[298610,370444,500285,550027],[298686,370707,549833,587416],[304583,385463,553426,593417],[305334,378633,553654,590521],[305688,377521,505340,554629],[305764,379063,553845,590712],[307659,379379,507173,555377],[315168,388321,559094,594636],[317013,388613,514432,561116],[317037,388845,560880,595337],[321569,393589,517002,563178],[321912,393798,459823,517469],[322214,394126,394322,461152],[332290,404633,568526,600983],[332644,403521,524720,569501],[332720,405063,568717,601174],[334615,405379,526553,570249],[341426,413304,573402,604247],[341757,412265,531102,574188],[351111,421005,537145,578880],[351135,422582,577931,607521],[353030,422904,539189,579733],[353106,423167,579539,608163],[355930,425795,427377,490012],[357701,427595,489526,541727],[357725,427827,541491,581491],[368140,438152,586019,612714],[368471,437113,548256,586805],[380814,448444,456912,514918],[386214,454731,593645,617695],[386568,453619,559078,594620],[386644,455161,593836,617886],[388539,455477,560911,595368],[391303,458121,459674,517299],[393222,460020,516986,563162],[393298,460283,562968,596868],[415262,479136,487060,539502],[420600,485102,606766,625817],[420931,484063,577962,607552],[425550,488301,489767,541781],[427521,490159,541522,581522],[448199,507432,514673,561170],[458047,515855,517225,563222],[479062,532933,539428,579793]
   ]
cell #1993 :
  |C| = 245
  W-rep = phi[[2, 1],[2, 2]]+phi[[1, 1],[3, 2]]
  special rep = phi[[2, 1],[2, 2]] , dim = 140
  orbit = [4, 4, 3, 3]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [228376],[260257],[288877],[295468],[324693],[329565],[331526],[359729],[360831],[365139],[383489],[395278],[399207],[400309],[409489],[417599],[433108],[440023],[442447],[449305],[450407],[471141],[472617],[473719],[480058],[493953],[497724],[500180],[501520],[520255],[521006],[524290],[544469],[547780],[565484],
     [151002,424432],[172338,447081],[180609,321282],[180758,390080],[195650,470393],[201822,476561],[203528,280836],[203677,414039],[212839,354869],[226670,498023],[228525,438887],[234257,314181],[235029,505118],[235106,445465],[237002,379753],[245748,513555],[258071,522608],[261029,524498],[261106,468777],[263002,405753],[268754,349888],[269848,412189],[269890,343297],[279130,536927],[280985,485837],[285226,542129],[293494,546397],[293571,495834],[296562,437037],[296604,370011],[304570,385450],[305318,378617],[305560,445376],[311995,556966],[314953,558856],[315030,511939],[316926,455851],[319576,562091],[321431,517629],[329523,466246],[332274,404617],[332516,468688],[338951,571838],[341413,413291],[344956,574888],[347914,576103],[347991,534738],[350982,483987],[351024,422471],[355641,580552],[355718,540513],[357614,490533],[365381,495745],[368127,438139],[371670,587505],[374628,588720],[374705,551892],[380525,591274],[380602,555453],[383447,509408],[386198,454715],[386440,511850],[391174,515779],[391216,459587],[392875,596957],[406525,601736],[406602,570325],[409447,528788],[413902,604428],[415133,532857],[415175,486973],[417841,534649],[420587,485089],[424130,608252],[425180,489397],[425422,540424],[427088,609467],[427165,581598],[438750,612895],[439981,550011],[442689,551803],[446958,554613],[447829,514303],[448071,555364],[456623,618448],[456700,595444],[457703,516881],[459545,563146],[470270,569485],[471383,570236],[476262,536628],[477858,574175],[478718,539084],[485700,625998],[486931,579717],[489639,581509],[499320,586792],[504910,558648],[505877,590603],[513432,594604],[514545,595355],[525257,601065],[530626,577486],[538224,607539],[559615,617777]
   ]
cell #1994 :
  |C| = 140
  W-rep = phi[[3, 1],[1, 1, 1]]+phi[[],[4, 2, 1]]
  special rep = phi[[3, 1],[1, 1, 1]] , dim = 105
  orbit = [6, 2, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     70 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [191180],[223755],[241278],[257569],[258103],[264279],[267278],[276215],[291134],[293069],[299889],[299910],[302929],[311493],[312027],[324241],[327247],[329072],[335377],[335890],[335976],[338449],[338983],[345554],[347489],[360397],[363246],[367927],[371168],[371182],[371702],[372268],[374203],[381171],[382996],[395838],[396783],[397279],[398380],[402974],[402988],[406048],[406100],[407171],[408996],[415706],[429839],[430873],[430887],[431334],[436568],[436620],[439530],[440554],[448478],[461524],[463047],[463099],[463473],[467992],[468282],[471790],[492654],[492944],[493126],[497362],[519122],[519142],[519893],[543560],
     [183516,250438],[214116,285053],[215945,286042],[238279,318203],[248164,321202],[248185,321223],[250261,322333],[273175,354309],[273196,354330],[282998,356836],[283511,357349],[283597,357435],[308421,389301],[308934,389814],[309020,389900],[319074,392373],[319088,392387],[319608,392907],[341213,420387],[344454,423628],[344468,423642],[344988,424162],[355164,426611],[355216,426663],[376974,453072],[376988,453086],[380048,456146],[380100,456198],[390723,459094],[411720,483518],[411772,483570],[414682,486480],[444680,511154],[444970,511444],[475900,536266]
   ]
cell #1995 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[2, 1]]+phi[[1, 1, 1],[3, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [225428],[252947],[287249],[292680],[292722],[293139],[323414],[327937],[328429],[328671],[347100],[347142],[347559],[359640],[363860],[364391],[373814],[373856],[374273],[381861],[382353],[382595],[399118],[402151],[402193],[406170],[407861],[408353],[408595],[416320],[416851],[426274],[426316],[432024],[434690],[435352],[435561],[435803],[436690],[441168],[441699],[449216],[452249],[452291],[458451],[458693],[463169],[464087],[464892],[466488],[466628],[467348],[468136],[472528],[475561],[475603],[481640],[482302],[482511],[482753],[488649],[492599],[492798],[493864],[494480],[494580],[495547],[496079],[497455],[503102],[503764],[503973],[504215],[508054],[509650],[509790],[510510],[519741],[519841],[519986],[521432],[521450],[527434],[529030],[529170],[529890],[533384],[533484],[534451],[534983],[544006],[544024],[544883],[550538],[550638],[551605],[552137],[555790],[555808],[565847],[565947],[570662],[570680],[583810],[583828],
     [141641,412100],[163103,436948],[170378,377338],[190899,466157],[193690,403338],[200580,277888],[201563,341669],[210053,483898],[222934,495293],[223510,434282],[226411,368383],[234674,306871],[240997,509319],[243788,453436],[247883,515690],[257184,522103],[257261,465732],[257812,400565],[260674,333827],[266997,528699],[272894,532768],[275394,534197],[275970,481232],[278871,420843],[283266,488118],[299608,549922],[302108,551351],[302684,502694],[306713,554199],[308689,507249],[311108,556461],[311185,508894],[311736,450663],[314598,387751],[319317,457959],[320921,563057],[331224,568064],[333669,569071],[335645,526629],[338064,571333],[338141,528274],[338692,473975],[342492,573712],[342760,531503],[344697,478974],[354028,579628],[355286,426733],[356528,581057],[357104,541598],[366534,585388],[367047,585596],[367124,547443],[369206,586329],[369474,548657],[371411,500436],[378179,554099],[378408,506331],[380170,456268],[385148,593183],[387593,594190],[389569,560987],[391988,596452],[392065,562632],[392616,517137],[400920,599821],[401388,599950],[401656,567765],[404179,568971],[404408,525711],[411148,603645],[411842,483640],[412571,531702],[412805,573730],[418994,606135],[419507,606343],[419584,577149],[421666,607076],[421934,578363],[423871,539340],[435123,585288],[437419,548856],[437653,586347],[443842,614602],[444355,614810],[444432,589766],[444824,511298],[445710,554344],[451018,616533],[451486,616662],[451754,592884],[454277,594090],[454506,560069],[466862,599968],[469022,569216],[474330,623209],[474798,623338],[475066,603346],[475993,536359],[482073,606035],[484369,578562],[484603,607094],[503535,614502],[510024,616680],[512184,594335],[529404,623356]
   ]
cell #1996 :
  |C| = 553
  W-rep = phi[[2, 1],[2, 1, 1]]+phi[[1, 1],[3, 1, 1]]+phi[[2],[2, 2, 1]]+phi[[1],[3, 2, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     91 tau_infinity subcells with 4 member(s)
  subcells = [
     [466467],[495879],[509629],[522364],[522654],[522836],[524066],[527037],[529009],[534783],[544245],[545470],[545490],[546241],[550232],[550253],[551937],[556722],[557012],[557194],[565228],[565248],[566442],[570038],[570370],[571594],[571884],[572066],[575176],[575196],[575947],[583364],[585958],[587261],[587551],[587793],[587813],[588564],[591561],[598720],[598835],[598855],[600529],[601580],[602023],[610989],[611079],[612375],[620731],
     [378165,590347],[404165,600809],[405961,470932],[412857,604111],[434613,611794],[435109,611909],[437705,612578],[438836,499460],[445936,590367],[454263,617521],[460945,518723],[466453,621303],[466914,621393],[468274,524190],[469248,600829],[470312,525789],[476789,573951],[481563,624897],[482059,625012],[484655,625681],[488526,542006],[491025,543119],[492936,544369],[495931,628637],[496305,611929],[497554,547798],[498251,586568],[499417,549184],[500791,629616],[503025,630014],[503521,630129],[504686,558424],[507657,561395],[509615,631278],[510076,631368],[512410,617541],[516000,563367],[516021,563388],[520085,565502],[524046,568352],[524147,568372],[526960,634786],[528995,635080],[529456,635170],[533078,579938],[533099,579959],[534835,635987],[535209,625032],[537155,607315],[540226,581311],[540558,581643],[544225,583554],[544326,583574],[547705,585883],[550218,638514],[551989,638716],[552363,630149],[555166,595157],[555498,595489],[561847,596713],[562137,597003],[565409,598645],[570422,641093],[573341,606705],[574644,608008],[574934,608298],[580396,609311],[590067,617241],[591118,618292],[603908,625478],
     [250207,322112,518378,564248],[282857,355128,540124,580344],[285809,358383,490971,542877],[308280,380012,555064,591066],[318498,390411,561505,595781],[318945,390679,515453,561792],[322061,393961,461195,518765],[335236,406012,569936,601528],[343878,414370,574302,604557],[344325,414638,532531,574589],[354626,424728,580100,608540],[354640,424742,540010,580244],[355077,424971,490741,542668],[370592,439218,586919,613024],[371039,439486,549685,587206],[377669,446881,590232,615432],[379510,447377,590822,615547],[379524,447391,554950,590966],[379961,447620,456059,514094],[389160,456110,595055,618240],[390029,456983,517578,563528],[390125,457217,561622,595799],[390177,457269,595706,618735],[394387,461246,598075,620357],[403669,470193,600694,622108],[405510,470689,601284,622223],[405524,470703,569822,601428],[412396,477823,604021,624092],[412410,477837,531840,574075],[413988,477998,485786,538364],[414084,478232,574419,604575],[414136,478284,604482,624182],[423052,486168,607666,626127],[423499,486436,579391,607953],[424351,487278,542048,581843],[424478,487504,580201,608560],[428142,490792,610124,627705],[428474,491305,610307,627913],[428730,491382,582871,610513],[437244,499285,612488,629209],[437258,499299,548994,586692],[438932,499694,587036,613042],[438984,499746,612949,629299],[444962,504810,511436,558548],[445510,506209,554443,590621],[445562,506261,615154,630706],[447000,506409,513474,560147],[447127,506635,590923,615567],[453767,513355,617406,632083],[455608,513851,617996,632198],[455622,513865,594941,618140],[456940,514952,563485,597185],[458314,517492,619052,633184],[460168,517960,619771,633313],[460615,518228,597686,620058],[468822,525589,569315,601083],[468874,525641,621830,634508],[470439,526015,601385,622243],[476092,530644,536458,577504],[476317,531558,573931,604301],[476607,531848,574032,604321],[477955,532030,538321,578890],[479329,539695,624499,636966],[484194,538189,625591,636559],[484208,538203,578700,607439],[485882,538598,607783,626145],[485934,538650,626052,636649],[488449,541929,626871,637364],[490290,542425,627461,637479],[490304,542439,610010,627605],[497779,548712,586548,612768],[498069,549002,586649,612788],[504666,553480,558404,593471],[504767,553500,558505,593491],[504962,554251,590528,615357],[507580,561318,630984,640007],[511984,559947,594434,617795],[512036,559999,631805,639729],[513601,560373,618097,632218],[515986,563353,632777,640301],[517674,563762,619888,633331],[517726,563814,633238,640391],[524342,569123,600990,622033],[530551,573266,577411,606630],[533064,579924,635785,642071],[536683,578418,607295,625871],[536973,578708,607396,625891],[540610,581695,637086,642273],[542175,582069,627562,637499],[555550,595541,639209,643402],[558700,594242,617702,632008]
   ]
cell #1997 :
  |C| = 175
  W-rep = phi[[3],[2, 1, 1]]+phi[[1],[4, 1, 1]]
  special rep = phi[[3],[2, 1, 1]] , dim = 105
  orbit = [6, 4, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [264254],[299438],[299913],[332154],[335440],[335475],[361459],[367990],[368025],[371198],[371237],[396846],[396881],[402807],[403004],[403043],[406136],[430706],[430903],[430942],[436231],[436468],[436656],[462710],[462947],[463135],[467993],[468142],[491717],[492655],[492804],[497357],[519123],[519888],[543555],
     [153386,285924],[181879,319760],[183491,250413],[204798,345140],[213924,355658],[214091,285028],[215948,286045],[216083,358677],[229646,371854],[238087,380542],[238254,318178],[247713,320751],[247938,391160],[248188,321226],[249514,393059],[264087,406542],[271755,413919],[272724,353858],[272949,415119],[273199,354333],[282106,424314],[283061,356899],[283096,356934],[283321,425456],[284861,427105],[298469,438767],[299663,439967],[305198,386078],[307468,446944],[308484,389364],[308519,389399],[308744,448105],[318011,456640],[319104,392403],[319143,392442],[320976,459531],[334424,470256],[335700,471417],[341276,420450],[341311,420485],[342887,477656],[343501,477892],[344484,423658],[344523,423697],[352889,485717],[354083,486917],[355252,426699],[357159,489673],[369601,499118],[370215,499354],[376807,452905],[377004,453102],[377043,453141],[378562,506109],[380136,456234],[388348,513418],[389624,514579],[404562,525489],[411383,483181],[411620,483418],[411808,483606],[413197,531708],[422061,538022],[422675,538258],[438045,548862],[444681,511155],[444830,511304],[454660,559847],[475895,536261],[484995,578568]
   ]
cell #1998 :
  |C| = 126
  W-rep = phi[[2],[3, 1, 1]]
  special rep = phi[[2],[3, 1, 1]] , dim = 126
  orbit = [5, 5, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [322202],[355918],[358444],[380802],[391195],[391426],[394310],[406802],[415154],[415385],[425131],[425417],[427365],[428612],[440002],[440233],[446979],[447780],[448066],[456900],[457635],[457925],[459566],[459797],[460819],[470291],[471092],[471378],[476213],[477853],[478650],[478940],[486952],[487183],[487829],[487895],[489348],[489634],[497675],[499315],[500112],[500402],[504842],[505872],[506297],[506960],[507026],[513453],[514254],[514540],[515216],[516813],[517103],[520206],[524222],[525252],[525677],[526340],[526406],[530621],[530690],[531559],[532294],[536579],[538219],[539016],[539306],[539904],[541375],[544401],[547775],[547844],[548713],[549448],[553481],[554246],[554564],[554844],[558580],[559610],[560035],[560698],[560764],[561569],[564619],[565479],[565548],[568353],[569118],[569436],[569716],[573261],[574107],[574366],[577481],[577550],[578419],[579154],[582394],[583555],[585878],[586724],[586983],[590598],[590667],[593472],[594237],[594555],[594835],[597449],[598640],[601060],[601129],[604302],[606625],[607471],[607730],[609904],[612769],[615352],[617772],[617841],[619835],[622028],[625872],[632003]
   ]
cell #1999 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[2, 1]]+phi[[1, 1, 1],[3, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [162100],[186160],[217345],[222781],[222835],[223276],[251572],[256327],[256840],[257113],[275241],[275295],[275736],[287163],[291764],[292353],[301955],[302009],[302450],[310251],[310764],[311037],[327851],[331071],[331125],[335411],[337207],[337720],[337993],[346184],[346773],[356375],[356429],[362630],[365695],[365749],[366703],[366976],[367961],[372898],[373487],[381775],[384995],[385049],[391644],[391917],[396817],[397909],[398871],[400274],[400849],[401824],[402643],[407775],[410995],[411049],[418155],[418209],[419163],[419436],[425947],[430330],[430542],[431938],[432621],[432826],[434064],[434094],[436305],[443003],[443057],[444011],[444284],[448969],[450372],[450947],[451922],[462426],[462631],[462784],[464674],[464704],[472281],[473684],[474259],[475234],[479571],[479776],[481014],[481044],[492381],[492411],[493617],[501033],[501238],[502476],[502506],[507836],[507866],[520519],[520724],[527216],[527246],[544665],[544695],
     [92645,341583],[109799,368297],[115589,305496],[132598,400479],[134969,332452],[140638,209050],[141488,269805],[148703,420757],[159873,433792],[160390,365317],[162950,296519],[170144,236258],[175760,450577],[178131,386376],[181535,457873],[190233,399956],[190249,465661],[190746,329480],[193456,262258],[199072,473889],[204454,478888],[206823,480742],[207340,417777],[209900,350939],[213711,425358],[229302,500350],[231671,502204],[232188,442625],[235312,505793],[237874,448007],[240331,450054],[240347,508823],[240844,383404],[243554,316182],[247730,391131],[249170,517051],[259512,523744],[261312,525173],[263874,471319],[266331,473366],[266347,528203],[266844,409404],[269875,531315],[270142,477280],[272741,415090],[281762,539254],[283032,356870],[284131,541108],[284648,489575],[293777,547072],[295060,497097],[295076,547372],[296589,548469],[296856,498742],[299455,439938],[305642,505588],[305874,446915],[308455,389335],[313436,558102],[315236,559531],[317798,514481],[320255,516528],[320271,562561],[320768,459502],[329550,567577],[329817,523327],[329833,567369],[332598,524968],[332830,470227],[340392,572974],[341247,420421],[341378,477492],[341640,531285],[348197,576778],[349480,536001],[349496,577078],[351009,578175],[351276,537646],[353875,486888],[365463,546867],[368092,498954],[368354,548439],[374911,589395],[376194,553155],[376210,589695],[376643,452741],[377120,505946],[383474,592696],[383741,557685],[383757,592488],[386522,559326],[386754,513389],[400536,567547],[403120,525326],[409474,603158],[409741,572557],[409757,602950],[411457,483255],[417923,576573],[420552,537858],[420814,578145],[442771,589190],[450634,592666],[453218,559684],[473946,603128]
   ]
cell #2000 :
  |C| = 140
  W-rep = phi[[3, 1],[1, 1, 1]]+phi[[],[4, 2, 1]]
  special rep = phi[[3, 1],[1, 1, 1]] , dim = 105
  orbit = [6, 2, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     70 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [191105],[223675],[241203],[251693],[257661],[258016],[264276],[267203],[276135],[287266],[291885],[293156],[299814],[299919],[302849],[311585],[311940],[323455],[327954],[329156],[335481],[335810],[335987],[338541],[338896],[346305],[347576],[359456],[363901],[368031],[371260],[371285],[371615],[373019],[374290],[381878],[383080],[394642],[396887],[398030],[398934],[403066],[403091],[406141],[406187],[407878],[409080],[416361],[430965],[430990],[432041],[436661],[436707],[439614],[441209],[449032],[463140],[463186],[464128],[467998],[468366],[472344],[492660],[493028],[493680],[497366],[519128],[519182],[519897],[543564],
     [183513,250435],[214113,285050],[215954,286051],[238276,318200],[248089,321127],[248194,321232],[250272,322344],[273100,354234],[273205,354339],[283102,356940],[283431,357269],[283608,357446],[308525,389405],[308854,389734],[309031,389911],[319166,392465],[319191,392490],[319521,392820],[341317,420491],[344546,423720],[344571,423745],[344901,424075],[355257,426704],[355303,426750],[377066,453164],[377091,453189],[380141,456239],[380187,456285],[390807,459178],[411813,483611],[411859,483657],[414766,486564],[444686,511160],[445054,511528],[475904,536270]
   ]
cell #2001 :
  |C| = 553
  W-rep = phi[[2, 1],[2, 1, 1]]+phi[[1, 1],[3, 1, 1]]+phi[[2],[2, 2, 1]]+phi[[1],[3, 2, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     91 tau_infinity subcells with 4 member(s)
  subcells = [
     [400722],[434420],[450820],[465973],[465983],[466287],[468052],[471751],[474132],[481370],[492714],[494396],[494406],[495525],[500593],[500720],[502832],[509135],[509145],[509449],[519657],[519667],[521410],[526441],[526767],[528515],[528525],[528829],[533300],[533310],[534429],[543984],[547879],[549748],[550052],[550454],[550464],[551583],[555768],[565583],[565763],[565773],[568422],[570016],[570640],[583624],[583788],[585936],[598698],
     [305617,554025],[332573,568897],[335208,471697],[341686,573690],[365438,585214],[365574,585024],[368400,586307],[370385,500145],[377379,554015],[386497,594016],[394121,461147],[400582,599928],[400697,599764],[402891,524255],[403379,568887],[405274,526411],[411916,531618],[417898,605961],[418034,605771],[420860,607054],[425790,490007],[428403,491234],[430790,544434],[434323,585204],[434466,611772],[436494,547849],[436764,548772],[438776,549738],[440291,613505],[442746,614428],[442882,614238],[444740,511214],[448439,514913],[450680,616640],[450795,616476],[453477,594006],[458116,517294],[458243,517421],[462973,565553],[468062,568358],[468214,568412],[471576,622578],[473992,623316],[474107,623152],[479131,539497],[479258,539624],[481273,605951],[481416,624875],[483714,578478],[487930,541410],[488256,541736],[492724,583560],[492876,583614],[497415,585887],[500568,629559],[502735,614418],[502878,629992],[507061,560799],[507387,561125],[515516,562883],[515820,563187],[519946,598649],[526813,634764],[530725,577585],[532594,579454],[532898,579758],[540204,581289],[553550,593541],[555144,595135],[573319,606683],
     [183429,322208,460797,518396],[213409,355924,487807,540142],[215875,358486,428350,490961],[237572,380808,506938,555082],[246950,391201,515077,561604],[247456,391468,457570,515443],[250179,394067,394359,461093],[263572,406808,526318,569954],[271961,415160,532155,574401],[272467,415427,478585,532521],[282280,425479,539798,580170],[282305,425504,487671,539937],[282829,425736,428114,489953],[298675,440008,549309,587018],[299181,440275,500047,549675],[305753,446985,553835,590702],[307703,448128,554738,590892],[307728,448153,506802,554877],[308252,389132,448385,514859],[317496,456906,560676,595073],[318291,457668,459961,516846],[318305,457930,515236,561574],[318351,457976,561483,595759],[322423,394316,564597,598093],[332709,470297,568707,601164],[334659,471440,569610,601354],[334684,471465,526182,569749],[341801,477915,573526,604371],[341826,477740,477940,574140],[343671,422845,478683,539049],[343685,478945,532314,574371],[343731,478991,574280,604535],[353095,486958,579015,607765],[353601,487225,538951,579381],[354390,487900,490054,541380],[354460,488159,539950,580160],[358184,427371,582372,610142],[358502,428670,582612,610442],[358725,428654,543275,582861],[368515,499377,586143,612838],[368540,499202,499402,586757],[370399,500407,549468,586988],[370445,500453,586897,613002],[376891,452989,504875,558613],[377476,506135,506302,590672],[377522,506348,590210,615410],[379274,455372,507031,560769],[379344,507290,554890,590882],[386633,513459,593826,617876],[388583,514602,594729,618066],[388608,514627,560540,594868],[389969,515506,517518,562873],[391484,459855,596262,619662],[393287,459572,597310,619870],[393793,459839,564115,597676],[403476,525515,525682,601134],[403522,525728,600672,622086],[405344,526670,569762,601344],[411646,483444,530695,577555],[411926,531564,531628,604307],[412230,531780,531932,604361],[413928,485726,532584,579444],[415443,487241,605038,626608],[420975,538281,606890,625941],[421000,538106,538306,607504],[422859,539311,579174,607735],[422905,539357,607644,626105],[425615,489832,608895,627341],[427565,489696,609798,627531],[427590,489721,582236,609937],[436774,548718,548782,612774],[437078,548934,549086,612828],[444750,511224,553486,593477],[444902,511376,553540,593531],[445156,554255,554304,615361],[448264,514738,615902,632553],[453574,559873,560040,617846],[453620,560086,617384,632061],[455442,561028,594881,618056],[458091,517269,618995,633127],[459975,517108,597469,619840],[460021,517154,619749,633291],[468468,569127,569176,622037],[475953,536319,573270,606634],[479106,539472,624442,636909],[483724,578424,578488,625877],[484028,578640,578792,625931],[488302,541782,626849,637342],[490124,541639,609950,627521],[507433,561171,630962,639985],[511630,594246,594295,632012]
   ]
cell #2002 :
  |C| = 175
  W-rep = phi[[3, 1, 1, 1],[1]]+phi[[3, 1],[1, 1, 1]]
  special rep = phi[[3, 1],[1, 1, 1]] , dim = 105
  orbit = [6, 2, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [250376],[284371],[285978],[313676],[320383],[320500],[322262],[349608],[349725],[356149],[356484],[356678],[384769],[385104],[385298],[391661],[391688],[392017],[416079],[419180],[419207],[419536],[425917],[425952],[448986],[449013],[451892],[451927],[458412],[479746],[479781],[482472],[507706],[508015],[533200],
     [190361,330645],[222890,366490],[240459,384569],[251589,462506],[256857,401013],[257213,401608],[259752,340632],[266459,410569],[275350,418950],[287168,492470],[291781,432701],[292358,434773],[295188,376322],[295305,376439],[302064,443798],[310781,451111],[311137,451706],[322615,564888],[323375,519692],[327856,464763],[328390,466579],[330845,410769],[331180,411104],[331374,411298],[337737,474423],[338093,475018],[346201,479651],[346778,481723],[359501,543900],[363619,440927],[363821,494431],[366720,444028],[366747,444055],[367076,444384],[372915,501113],[373492,503185],[381780,507925],[382314,509741],[396211,463846],[397926,520599],[398888,472298],[398915,472325],[398979,521326],[401794,475204],[401829,475239],[407780,527305],[408314,529121],[416281,533335],[430347,493634],[430374,493661],[431943,544754],[432796,501208],[432831,501243],[435522,503934],[441129,550489],[449077,555684],[462601,520694],[462636,520729],[464048,565798],[464544,527086],[464853,527395],[472389,570556],[492251,544535],[492560,544844],[493725,583704],[494296,550354],[519107,564933],[519227,598355],[519557,565663],[543549,583150]
   ]
cell #2003 :
  |C| = 455
  W-rep = phi[[2, 1, 1, 1],[2]]+phi[[1, 1, 1, 1],[3]]+phi[[2, 1],[2, 1, 1]]+phi[[1, 1],[3, 1, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     35 tau_infinity subcells with 1 member(s)
     140 tau_infinity subcells with 2 member(s)
     35 tau_infinity subcells with 4 member(s)
  subcells = [
     [461042],[471708],[489243],[491138],[500219],[511104],[516572],[516705],[524329],[526465],[536045],[536178],[540839],[541078],[544508],[547903],[549783],[557833],[558072],[562369],[562593],[565607],[568337],[568457],[575321],[576886],[577110],[580837],[583539],[583659],[585872],[591660],[592963],[598634],[605160],
     [322198,518483],[355914,540681],[358476,491064],[380798,555621],[391096,561992],[391458,516060],[394078,461104],[394306,564505],[400000,523371],[402539,600469],[406798,570493],[415055,574789],[415417,533138],[425375,580495],[425402,540463],[425747,489964],[427361,581766],[428568,582684],[428644,543158],[430438,610929],[433762,547042],[439903,587406],[440265,550292],[446309,590492],[448024,591217],[448051,555403],[448396,514870],[450098,557729],[456896,595612],[457742,516920],[457843,562016],[457878,596024],[459067,596659],[459467,596858],[459829,563427],[461899,598540],[461934,620644],[465469,567417],[465693,567726],[466018,599844],[467942,530484],[469621,600954],[471336,601679],[471363,570275],[473410,572601],[477297,604210],[477324,574214],[478757,539123],[478858,574813],[478893,604800],[480712,576748],[483127,606550],[486853,608153],[487215,579998],[487954,541434],[488079,580530],[489068,609160],[489592,609410],[489619,581548],[491965,610865],[494731,584374],[494766,611429],[495073,585104],[497141,553199],[497274,553332],[498759,612677],[498786,586831],[500320,587430],[500355,613267],[502174,589365],[504949,558687],[505763,590726],[505798,615291],[507085,560823],[507210,591252],[508631,592536],[508855,592845],[509180,616556],[510929,617026],[512783,617666],[514498,618391],[514525,595394],[515551,562918],[516545,619205],[517021,596882],[517056,619424],[521675,599290],[523475,572705],[523714,572944],[525143,601188],[525178,621967],[526590,601714],[528011,602998],[528235,603307],[528560,623232],[530749,577609],[531155,604286],[531464,604406],[532629,579489],[533635,605121],[533670,624532],[533977,605851],[536018,625292],[537663,625780],[537690,607578],[539224,608177],[539259,626370],[541113,627010],[541559,609445],[545615,587938],[547180,589503],[547404,589727],[548309,612753],[548618,612873],[550789,613588],[550824,629649],[551131,614318],[553465,593456],[553585,593576],[553915,615346],[556033,616002],[558107,631582],[559501,617900],[559536,631942],[560948,618426],[565373,598980],[566098,620829],[566133,633901],[566541,602122],[567844,603425],[568787,622022],[570905,622678],[573255,606619],[578015,625856],[578324,625976],[583463,611178],[584053,628311],[584413,613627],[593906,631997],[598579,620868],
     [305513,505061,505668,615252],[332469,524441,525048,621928],[341588,530869,531374,623968],[364810,496678,546090,612054],[365334,546340,546947,628735],[368302,548023,548528,629085],[376539,452637,590007,617181],[377299,505096,554050,630619],[386393,558799,559406,631903],[399973,523344,566912,621492],[400484,567131,567636,634182],[403299,524476,568922,634421],[411961,477388,573606,624032],[417270,535582,575796,625157],[417794,576046,576653,636085],[420762,577729,578234,636435],[433797,547077,584693,628774],[434243,546375,585239,638109],[436177,504589,585803,615017],[436809,498850,586223,629149],[442118,552736,588413,630274],[442642,588663,589270,638814],[450071,557702,592031,631467],[450582,592250,592755,639403],[453397,558834,594041,639642],[467767,530309,600314,623702],[473383,572574,602493,635269],[473894,602712,603217,641287],[480747,576783,605440,636124],[481193,576081,605986,641666],[483759,537754,606970,636499],[497114,553172,612189,630409],[502209,589400,613907,638853],[502655,588698,614453,642910],[523749,572979,621607,635384]
   ]
cell #2004 :
  |C| = 315
  W-rep = phi[[2, 2, 1],[1, 1]]+phi[[2, 1, 1],[2, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [306301],[333257],[342347],[354716],[366122],[369061],[378012],[379600],[380976],[387181],[390266],[391520],[400075],[401243],[404012],[405600],[412662],[413057],[414225],[418582],[419039],[421521],[424575],[433829],[433897],[434956],[437510],[437905],[439073],[443430],[446097],[446165],[447224],[448845],[450173],[451341],[454110],[455698],[467114],[469409],[469477],[470536],[473485],[474653],[477121],[477156],[479399],[480779],[480847],[481906],[484460],[484855],[486023],[490380],[496466],[496534],[497216],[498583],[498618],[502241],[502309],[503368],[505416],[505599],[507715],[510276],[512571],[512639],[513698],[516647],[517815],[523168],[523781],[523849],[524796],[524979],[529656],[531164],[535370],[535438],[536120],[537487],[537522],[541145],[541213],[542272],[546878],[547109],[548318],[552524],[552592],[553274],[557526],[558139],[558207],[559154],[559337],[572398],[573011],[573079],[576584],[576815],[578024],[589201],[589432],
     [132207,465751],[159910,495269],[175369,508913],[189828,521970],[190274,465786],[198681,528293],[206860,534173],[221122,545674],[222411,495086],[225175,547462],[231708,551327],[239926,556328],[240372,508948],[248779,562651],[252377,519326],[255462,521688],[256716,466719],[259033,567784],[259549,568040],[265926,571200],[266372,528328],[273582,575380],[274871,533990],[277635,577168],[284168,581033],[287927,491978],[290981,494896],[294514,585364],[294655,585463],[295101,547497],[300296,587997],[301585,551144],[304349,589785],[309386,556046],[310640,509881],[312957,592903],[313473,593159],[319850,596319],[320296,562686],[324088,462064],[325676,599039],[327052,406976],[327447,599324],[329933,599852],[330558,523203],[330701,567857],[336342,570918],[337596,529261],[339913,603365],[340429,603621],[345401,533800],[348934,606111],[349075,606210],[349521,577203],[356005,580850],[360202,431139],[360597,610899],[361765,584066],[363407,611437],[363475,584426],[365844,546695],[366579,443887],[372115,550954],[375648,614578],[375789,614677],[376235,589820],[381371,616036],[383857,616564],[384482,557561],[384625,592976],[395999,620652],[396067,598592],[397126,566263],[398712,566669],[398747,472157],[400944,567426],[407371,622712],[409857,623240],[410482,572433],[410625,603438],[415867,624540],[415935,605173],[418304,576401],[430171,543787],[430206,493493],[431534,628345],[432449,500861],[432632,584502],[440715,629657],[440783,613640],[443152,589018],[448810,591788],[451042,592545],[462254,520347],[462437,565061],[463634,633909],[463702,620881],[464553,527095],[472122,602250],[474354,603007],[479582,605249],[492260,544544],[493458,611306],[501044,613716],[520530,620957]
   ]
cell #2005 :
  |C| = 427
  W-rep = phi[[2, 2, 1, 1],[1]]+phi[[2, 1, 1, 1],[2]]+phi[[2, 2],[1, 1, 1]]+phi[[2, 1],[2, 1, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     91 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     49 tau_infinity subcells with 4 member(s)
  subcells = [
     [358481],[358552],[391463],[392234],[394100],[415422],[419753],[425407],[425769],[425990],[428649],[440270],[448056],[448418],[451965],[457888],[457916],[458422],[459834],[461047],[461126],[471368],[471730],[477329],[478903],[478931],[479819],[482482],[487220],[488089],[488114],[488627],[489248],[489624],[489986],[498791],[500365],[500393],[505808],[505836],[507220],[507245],[508025],[510488],[511109],[514530],[514892],[515668],[516577],[517066],[517094],[525188],[525216],[526600],[526625],[531474],[531499],[532746],[533225],[533462],[536050],[537695],[539269],[539297],[541123],[541569],[541594],[548628],[548653],[549900],[553940],[554177],[555704],[558117],[559546],[559574],[560958],[560983],[562628],[563035],[568812],[569049],[573626],[577145],[578334],[578359],[579606],[586243],[593931],[594168],[606990],
     [286007,491181],[320529,516748],[322267,518575],[341598,531384],[345236,575116],[349754,536221],[356556,541151],[356683,541287],[367293,444601],[368312,548538],[377334,554095],[377847,590287],[385176,558145],[385303,558281],[391693,562444],[392027,562603],[400005,523376],[400494,567646],[401867,475277],[403334,568967],[403847,600749],[412078,573716],[419212,576961],[419546,577120],[420772,578244],[425962,580883],[426312,581035],[432869,501281],[433807,547087],[434278,585284],[435532,503944],[436926,586333],[449018,591896],[450103,557734],[450592,592765],[451937,593009],[452287,593161],[453432,594086],[453945,617461],[458447,596349],[462674,520767],[464863,527405],[465728,567761],[466135,599954],[467326,529868],[467947,530489],[473415,572606],[473904,603227],[479791,605325],[480757,576793],[481228,606031],[482507,606240],[483876,607080],[492570,544854],[494321,550379],[494558,550616],[497146,553204],[502219,589410],[502690,614498],[508050,616150],[508890,592880],[509297,616666],[519582,565688],[519819,565925],[521346,570576],[523759,572989],[528270,603342],[528677,623342],[543920,583724],[547439,589762],
     [222962,366562,433835,547115],[257223,401618,465703,567736],[275422,419022,480785,576821],[287178,429437,492480,583259],[290816,371950,545410,587733],[292368,434783,495119,585129],[292718,435348,495271,585366],[295334,376468,497317,553375],[302136,443870,502247,589438],[311147,451716,508865,592855],[323410,461853,519737,598431],[323923,396961,565168,598775],[327866,464773,465017,599399],[328425,466624,522000,599864],[331252,411176,523787,573017],[331379,411303,523923,573153],[338103,475028,528245,603317],[346788,481733,534023,605876],[347138,482298,534175,606113],[359618,429589,544010,610789],[363856,494476,494685,611505],[364369,434791,496065,611849],[366752,444060,547255,589578],[367086,444394,547414,589737],[373502,503195,551177,614343],[373852,503760,551329,614580],[381790,507935,508179,616111],[382349,509786,556358,616576],[398920,472330,566777,602358],[399096,465169,521436,621103],[401839,475249,567890,603471],[402189,475599,568042,603623],[407790,527315,527559,622787],[408349,529166,571230,623252],[416316,533380,533589,624608],[416829,481741,534969,624952],[430379,493666,543895,611414],[431953,544764,545008,628420],[432841,501253,584578,613792],[435557,503969,585493,614707],[441164,550534,550743,629725],[441677,503203,552123,630069],[449194,508331,555794,631078],[462646,520739,565137,621033],[464083,565843,566052,633977],[464888,527430,599438,622826],[472506,527711,570666,634880],[492595,544879,583298,628459],[493842,545160,583814,637984]
   ]
cell #2006 :
  |C| = 126
  W-rep = phi[[2],[3, 1, 1]]
  special rep = phi[[2],[3, 1, 1]] , dim = 126
  orbit = [5, 5, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [125938],[151440],[153300],[172776],[181072],[181222],[196088],[203991],[204141],[212813],[213140],[228839],[228989],[236806],[236976],[237303],[246186],[246801],[247159],[250478],[262806],[262976],[263303],[269178],[271591],[271812],[272170],[281299],[281449],[282155],[285664],[286094],[295892],[298305],[298526],[298884],[304945],[306811],[307348],[307578],[316730],[316900],[317227],[321745],[321895],[322018],[325117],[331901],[333767],[334304],[334534],[340989],[341056],[342854],[350312],[352725],[352946],[353304],[355034],[357588],[357915],[361206],[367703],[367770],[369568],[376774],[378507],[379041],[379918],[385825],[387691],[388228],[388458],[390504],[393138],[393496],[396559],[396626],[402774],[404507],[405041],[405918],[411565],[413666],[414463],[420163],[420230],[422028],[424807],[427440],[430673],[436413],[438514],[439311],[446657],[446724],[447456],[452872],[454605],[455139],[456016],[457346],[462892],[469969],[470036],[470768],[477623],[478361],[483363],[485464],[486261],[490698],[499085],[499823],[506054],[513131],[513198],[513930],[518053],[518930],[525434],[537989],[538727],[542504],[559792],[563891]
   ]
cell #2007 :
  |C| = 553
  W-rep = phi[[2, 1],[2, 1, 1]]+phi[[1, 1],[3, 1, 1]]+phi[[2],[2, 2, 1]]+phi[[1],[3, 2, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     91 tau_infinity subcells with 4 member(s)
  subcells = [
     [258186],[293636],[312110],[323521],[329222],[329667],[331505],[339066],[348056],[359736],[360810],[363967],[365146],[371785],[374770],[383146],[383591],[395257],[399214],[400288],[406667],[406827],[409146],[409591],[416427],[417606],[433087],[439680],[440125],[440237],[441275],[442454],[449312],[450386],[464194],[468432],[471096],[471148],[472624],[473698],[480037],[493094],[493960],[497679],[497731],[501499],[520210],[520262],[520985],
     [137415,471693],[165375,500141],[193229,524251],[196119,526393],[219204,544430],[225925,547831],[229049,500159],[253444,565535],[259914,568294],[260359,524269],[288534,583496],[288979,544448],[293604,365563],[295475,547695],[304549,385429],[305425,377445],[319691,392990],[322227,394335],[324700,565399],[329592,400684],[332381,403445],[341392,413270],[341509,412196],[345071,424245],[348024,418023],[355783,427230],[355943,427390],[358448,428616],[365246,434389],[365500,434456],[368106,438118],[368223,437044],[374738,442871],[377228,445355],[380667,456765],[380827,456925],[383516,450782],[386305,453543],[390873,459244],[391318,459689],[391430,459801],[400405,466253],[403228,468667],[406635,471565],[409516,474094],[414832,486630],[415277,487075],[415389,487187],[417706,481339],[417960,481406],[420566,485068],[420683,483994],[425135,489352],[425187,489404],[434172,495724],[439519,500073],[440050,500555],[442554,502801],[442808,502868],[445120,511594],[447784,514258],[447836,514310],[450503,509415],[453326,511829],[471502,526803],[473815,528795],[476217,536583],[476269,536635],[481122,534628],[502584,551782],
     [80188,126014,394063,461089],[100586,152870,425732,489949],[101462,153276,428313,490957],[118035,180577,448381,514855],[124289,181198,457533,515439],[124427,182520,457664,516842],[125871,183355,393988,460823],[143775,204117,478548,532517],[143913,212325,478679,539045],[151117,213213,487419,539933],[151373,213335,424998,487833],[151471,214758,487882,541362],[165237,228965,500010,549671],[169917,243327,504871,558609],[172453,237376,506550,554873],[172709,237498,447647,506964],[172807,246217,507013,560751],[180791,246939,457127,515220],[180823,247179,515029,561556],[181282,248917,457682,516860],[195765,263376,525930,569745],[196021,263498,470959,526344],[201077,278385,530677,577537],[201937,271664,531050,574136],[203710,271950,478142,532298],[203742,272190,532107,574353],[204201,281509,478697,539063],[212187,281425,538914,579377],[212866,282267,425287,488225],[212941,282533,488008,540403],[226785,298378,548204,586753],[228558,298664,499604,549452],[228590,298904,549261,586970],[233914,313838,553422,593413],[234359,314283,504889,558627],[235139,305742,505279,554568],[235171,307368,553787,590654],[237029,307690,447936,507356],[237104,307956,507139,555343],[245863,317300,560288,594864],[246119,317422,514121,560702],[246876,318341,457799,515786],[250017,321871,564078,597672],[261139,332698,524659,569440],[261171,334324,568659,601116],[263029,334646,471248,526736],[263104,334912,526519,570215],[268761,349895,530541,577401],[269547,342954,573398,604243],[269917,341788,476757,531998],[269992,343399,531068,574154],[271887,343721,478814,532864],[279245,352798,577910,607500],[281018,353084,538508,579158],[281050,353324,578967,607717],[285341,357988,581984,609933],[285597,358110,542695,582398],[286169,358823,543238,582857],[296261,369668,586015,612710],[296631,368502,498219,549152],[296706,370113,548222,586771],[298601,370435,500276,550018],[305325,378624,553651,590518],[305679,377512,505331,554620],[315063,386622,559017,594559],[315095,388248,593778,617828],[316953,388570,514410,561094],[317028,388836,560877,595334],[321464,393276,563672,597453],[321496,393516,597262,619822],[322483,394457,518792,564623],[332281,404624,568523,600980],[332635,403512,524711,569492],[350681,422128,606762,625813],[351051,420962,537123,578858],[351126,422573,577928,607518],[353021,422895,539180,579724],[355751,425604,427198,489821],[357641,427552,489504,541705],[357716,427818,541488,581488],[358416,428376,491415,543301],[380635,448253,456733,514727],[386205,454722,593642,617692],[386559,453610,559069,594611],[390712,457596,518261,564141],[391243,458078,459614,517256],[393213,460011,516977,563153],[414671,478611,486469,538977],[415202,479093,487000,539459],[425541,488292,489758,541772],[448190,507423,514664,561161]
   ]
cell #2008 :
  |C| = 126
  W-rep = phi[[2],[3, 1, 1]]
  special rep = phi[[2],[3, 1, 1]] , dim = 126
  orbit = [5, 5, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [101508],[124335],[125917],[143821],[151207],[151419],[165283],[172543],[172755],[180697],[180911],[195855],[196067],[202713],[203616],[203830],[212233],[212771],[213032],[216118],[227561],[228464],[228678],[234345],[235959],[236934],[237195],[245953],[246165],[246780],[250063],[250457],[260345],[261959],[262934],[263195],[269136],[270248],[270783],[271791],[280021],[280924],[281138],[285431],[285643],[285843],[288965],[295850],[296962],[297497],[298505],[304767],[304924],[306010],[314269],[315883],[316858],[317119],[318979],[321370],[321584],[325075],[331723],[331880],[332966],[340888],[342046],[343385],[344359],[350270],[351382],[351917],[352925],[354957],[357546],[357807],[361028],[361185],[367602],[368760],[370099],[371073],[376652],[378999],[379841],[385647],[385804],[386890],[390462],[393117],[396458],[402652],[404999],[405841],[413488],[413645],[414421],[420062],[421220],[422559],[423533],[424786],[428764],[430551],[438336],[438493],[439269],[446556],[447435],[452750],[455097],[455939],[460649],[469868],[470747],[477501],[485286],[485443],[486219],[490621],[498963],[513030],[513909],[518011],[537867],[542483]
   ]
cell #2009 :
  |C| = 553
  W-rep = phi[[2, 1],[2, 1, 1]]+phi[[1, 1],[3, 1, 1]]+phi[[2],[2, 2, 1]]+phi[[1],[3, 2, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     91 tau_infinity subcells with 4 member(s)
  subcells = [
     [365569],[400643],[418029],[429551],[434133],[434421],[436246],[440286],[442877],[450741],[461945],[462725],[465131],[466029],[471571],[471710],[474053],[481083],[481371],[491997],[494777],[495557],[500221],[500514],[502545],[502833],[508293],[509191],[521707],[524331],[526480],[526768],[527673],[528571],[533681],[534461],[544510],[545122],[547918],[549794],[550835],[551615],[556065],[565622],[566144],[568468],[570937],[583670],[584085],
     [228995,500729],[262982,526504],[295898,547942],[298485,549787],[325123,565646],[329653,522649],[331860,568461],[334499,570048],[341610,476501],[358497,428665],[361165,583663],[365521,546454],[367447,585876],[367735,585968],[368324,497963],[377344,505107],[383577,557007],[391479,459850],[394080,461106],[396303,598638],[396591,598730],[400506,522548],[400663,567223],[402550,600475],[403344,524487],[406815,570516],[409577,571879],[411398,483196],[412074,530901],[415438,487236],[417981,576160],[420784,536867],[425610,489827],[425749,489966],[430449,610935],[434288,546386],[436922,548055],[440111,587546],[442829,588777],[445188,505887],[448259,514733],[448398,514872],[450604,556906],[450761,592342],[453442,558845],[457744,516922],[458037,517215],[466131,567163],[468500,525267],[471523,601793],[473916,571778],[474073,602804],[478759,539125],[479052,539418],[481238,576092],[483872,577761],[487969,541449],[488257,541737],[500534,613359],[502700,588709],[504951,558689],[507100,560838],[507388,561126],[509293,592282],[511662,559625],[515562,562929],[528673,602744],[530764,577624],[532640,579500],[553596,593587],
     [153306,286100,428412,491243],[153318,358353,358482,491066],[181228,321901,458252,517430],[181240,390649,391464,516062],[183424,322116,394099,518492],[204147,281455,479267,539633],[204159,414608,415423,533140],[212819,357594,487993,541473],[212927,424473,425408,540465],[213404,355132,425768,540690],[229007,439456,440271,550294],[236982,316906,507124,560862],[237090,447122,448057,555405],[237567,380016,448417,555630],[246760,393097,515555,562922],[246897,457023,457900,562031],[246945,390510,457915,562055],[263090,470434,471369,570277],[263567,406016,471729,570502],[269184,350318,530788,577648],[269978,476602,477330,574216],[271771,352905,532633,579493],[271908,478038,478915,574828],[271956,414469,478930,574852],[281467,486406,487221,580000],[282120,427405,540236,581321],[282226,424766,488083,580534],[282246,487330,488124,580541],[286112,428650,491352,543160],[296692,498064,498792,586833],[298622,499500,500377,587445],[298670,439317,500392,587469],[304904,385784,553589,593580],[305700,505175,505820,590741],[305748,379047,505835,590765],[307543,388423,555176,595167],[307649,447415,507214,591256],[307669,506461,507255,591263],[317014,513596,514531,595396],[317491,456114,514891,595621],[318306,457311,515664,596056],[321913,459835,518198,563429],[322215,394323,518506,564528],[322418,461125,461250,564514],[332656,524555,525200,601203],[332704,405047,525215,601227],[334605,470727,526594,601718],[334625,525841,526635,601725],[340733,419907,573259,606623],[341021,420195,573351,606715],[341747,413625,531468,604410],[341767,530961,531509,604417],[343686,478326,532742,604832],[351112,536968,537696,607580],[353042,538404,539281,608192],[353090,486267,539296,608216],[355931,427378,540704,581789],[357702,489625,542170,581550],[358179,489985,490796,581775],[368461,438473,548622,612877],[368481,548115,548663,612884],[370400,499788,549896,613299],[376550,452648,590013,617187],[377189,446401,553919,615350],[377477,446689,554173,615442],[380815,456913,555644,595635],[386580,558913,559558,617915],[386628,455145,559573,617939],[388529,513889,560952,618430],[388549,560199,560993,618437],[391304,459675,562132,596998],[393234,517078,563568,596897],[393282,517093,518059,596921],[403189,469713,568791,622026],[403477,470001,569045,622118],[411972,477399,573612,624038],[415263,487061,574929,608293],[420921,485423,578328,625980],[420941,577821,578369,625987],[422860,538692,579602,626402],[425562,489779,580609,609524],[427511,541563,542463,609449],[427531,541604,581895,609456],[436820,498861,586229,629155],[448211,514685,591331,618505],[453287,512875,593910,632001],[453575,513163,594164,632093],[458057,517235,596116,619516],[459976,563031,563856,619456],[479072,539438,604892,626462],[483770,537765,606976,636505]
   ]
cell #2010 :
  |C| = 553
  W-rep = phi[[2, 1],[2, 1, 1]]+phi[[1, 1],[3, 1, 1]]+phi[[2],[2, 2, 1]]+phi[[1],[3, 2, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     91 tau_infinity subcells with 4 member(s)
  subcells = [
     [400723],[434427],[450821],[461951],[466035],[466292],[468012],[471752],[474133],[481377],[492006],[492674],[494783],[495566],[500594],[500731],[502839],[509197],[509454],[519352],[521716],[522384],[526506],[526774],[528577],[528834],[533687],[534470],[545700],[547944],[549800],[550057],[550841],[551624],[556074],[556742],[565648],[566150],[568474],[570057],[570946],[571614],[575406],[583676],[584094],[585977],[588023],[598739],[599065],
     [263557,526983],[298565,549822],[331940,568496],[334505,570056],[361245,583698],[365573,546480],[367741,585976],[370307,587281],[377446,505113],[394122,461148],[396597,598738],[400685,567229],[402556,600493],[402813,600549],[403446,524493],[412195,530910],[418033,576186],[425791,490008],[428414,491245],[430455,610953],[430712,611009],[434390,546392],[434455,584944],[436255,612350],[437043,548064],[440290,587686],[442881,588803],[444700,511174],[445350,553710],[448440,514914],[450783,592348],[453544,558851],[458117,517295],[458254,517432],[462734,620706],[466252,567172],[468662,568582],[471575,601819],[474095,602810],[476337,531578],[479132,539498],[479269,539635],[481340,576098],[481405,605691],[483993,577770],[487995,541475],[488263,541743],[495719,584899],[497799,548732],[500556,613365],[502802,588715],[502867,614158],[507126,560864],[507394,561132],[509414,592291],[511824,593701],[515568,562935],[515825,563192],[526802,622498],[528794,602753],[530790,577650],[532646,579506],[532903,579763],[534623,605646],[536703,578438],[540245,581330],[551777,614113],[553602,593593],[555185,595176],[573360,606724],
     [183414,322408,460891,518669],[183428,393973,394117,518494],[213394,358169,488472,541952],[213408,424983,425786,540692],[215876,358395,428445,542957],[237557,317481,507603,561341],[237571,447632,448435,555632],[246840,393177,515590,562957],[246949,457049,458020,562057],[247457,390691,458285,562260],[263571,470944,471747,570504],[271851,352985,532668,579528],[271960,478064,479035,574854],[272468,414650,479300,575057],[282126,427411,540244,581329],[282268,487336,488226,580547],[282306,424846,488241,580569],[298674,499526,500497,587471],[299182,439498,500762,587674],[304984,385864,553624,593615],[305752,505201,506392,590767],[307549,388429,555184,595175],[307691,506467,507357,591269],[307729,447495,507372,591291],[317495,514106,514909,595623],[318213,459883,561867,596733],[318312,457317,515744,596064],[318340,514997,515785,596065],[322422,461143,518777,564516],[332708,524581,525772,601229],[334647,525847,526737,601731],[334685,470807,526752,601753],[341027,420201,573359,606723],[341789,530967,531999,604423],[341827,413705,532014,604445],[343593,422767,574664,608028],[343692,478332,532822,604840],[343720,532075,532863,604841],[353094,538430,539401,608218],[353602,486448,539666,608421],[354465,487593,540398,608770],[358183,490003,542680,581777],[358501,428669,542969,582775],[358726,491276,491394,582763],[368503,548121,549153,612890],[368541,438553,549168,612912],[370406,499794,549976,613307],[370434,549229,550017,613308],[376556,452654,590031,617205],[376813,452911,590087,617261],[377483,446695,554578,615450],[377511,553755,554619,615451],[379349,506724,555338,615777],[386632,558939,560130,617941],[388571,560205,561095,618443],[388609,513969,561110,618465],[391483,459854,562272,597138],[393286,517198,563594,596923],[393794,517463,518240,597126],[403483,470007,569450,622126],[403511,568627,569491,622127],[405349,526104,570210,622453],[411407,483205,603883,625453],[411978,477405,573895,624056],[412235,477662,574149,624112],[415442,487240,575069,608433],[420963,577827,578859,625993],[421001,485503,578874,626015],[422866,538698,579682,626410],[422894,578935,579723,626411],[425614,489831,580635,609550],[427553,541706,581901,609462],[427591,541721,542543,609484],[436826,498867,586512,629173],[437083,499124,586766,629229],[445197,505896,590503,630681],[448263,514737,591357,618531],[453581,513169,594569,632101],[453609,593746,594610,632102],[455447,560462,595329,632428],[458079,517257,596122,619522],[459982,563111,563862,619464],[460010,563152,597230,619465],[468509,525276,600965,634483],[479094,539460,604898,626468],[483776,537771,607259,636523],[484033,538028,607513,636579],[488291,541771,608815,627261],[490129,581483,582158,627216],[507422,561160,615822,632473],[511671,559634,617677,639704]
   ]
cell #2011 :
  |C| = 126
  W-rep = phi[[2],[3, 1, 1]]
  special rep = phi[[2],[3, 1, 1]] , dim = 126
  orbit = [5, 5, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [125942],[151444],[153301],[172047],[172780],[181148],[181223],[195359],[196092],[203301],[204067],[204142],[212814],[213232],[228149],[228915],[228990],[236191],[236635],[236977],[237395],[245457],[246190],[246813],[247257],[250482],[262191],[262635],[262977],[263395],[269052],[269179],[271025],[271824],[272268],[280609],[281375],[281450],[282166],[285668],[286095],[295766],[295893],[297739],[298538],[298982],[304844],[304957],[306751],[307589],[316115],[316559],[316901],[317319],[321821],[321896],[322019],[324991],[325118],[331800],[331913],[333707],[334545],[340929],[341067],[350186],[350313],[352159],[352958],[353402],[355035],[357589],[358007],[361105],[361218],[367643],[367781],[378915],[379042],[379919],[385724],[385837],[387631],[388469],[390505],[393150],[393594],[396499],[396637],[404915],[405042],[405919],[413565],[413678],[414464],[420103],[420241],[424819],[427451],[438413],[438526],[439312],[446597],[446735],[447468],[455013],[455140],[456017],[457357],[469909],[470047],[470780],[478372],[485363],[485476],[486262],[490699],[499834],[513071],[513209],[513942],[518054],[518931],[538738],[542516],[563902]
   ]
cell #2012 :
  |C| = 413
  W-rep = phi[[2, 2],[1, 1, 1]]+phi[[2, 1],[2, 1, 1]]+phi[[1],[3, 2, 1]]+phi[[],[3, 3, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     140 tau_infinity subcells with 2 member(s)
     21 tau_infinity subcells with 4 member(s)
  subcells = [
     [270651],[297365],[299159],[306401],[330326],[333357],[334570],[335296],[342411],[345338],[351785],[365650],[366222],[367806],[367846],[369125],[370311],[377949],[384250],[387281],[396662],[396702],[400718],[400795],[401307],[402569],[402817],[403949],[410250],[418110],[418682],[421585],[430468],[430716],[436259],[442958],[443530],[450816],[450893],[451405],[454047],[462738],[471652],[474128],[474205],[474717],[500589],[500666],[526378],
     [107884,434492],[132793,466296],[146788,481442],[160199,495570],[160607,434532],[168250,502904],[175955,509458],[188656,521720],[190587,466048],[196561,526839],[199267,528838],[207149,534474],[207557,481482],[215799,358295],[215853,358703],[218191,492010],[221222,494796],[223161,434893],[229032,549707],[229497,550061],[231997,551628],[232405,502944],[238754,556078],[240685,509210],[247026,318678],[247380,390591],[247434,393771],[250098,393908],[252477,461964],[255526,465271],[263552,569923],[263683,570061],[264091,526879],[264754,570950],[266685,528590],[272037,344058],[272391,414550],[272445,353579],[273682,533700],[275621,481843],[282191,427476],[282301,424841],[282378,354816],[282748,424918],[282917,356755],[287991,429691],[289638,584098],[290918,372052],[295979,585981],[298560,586857],[298751,370772],[299105,439398],[299296,549813],[300396,550854],[302335,503305],[305829,379128],[307614,388494],[307724,447490],[307801,379700],[308171,447567],[308340,389220],[309450,508433],[318217,459887],[318377,457382],[318417,390330],[324025,397063],[325204,598743],[325776,566163],[331935,600513],[332012,568487],[332785,405128],[334680,470802],[334757,405700],[335127,470879],[336406,527813],[341092,420266],[341132,420306],[341822,413700],[341899,413777],[343597,422771],[343757,478397],[343797,414289],[353171,423232],[353525,486348],[354469,487597],[361240,610973],[361317,583689],[361829,545262],[368536,438548],[368613,438625],[370471,499859],[370511,439137],[376569,452667],[376817,452915],[377548,446760],[377588,446800],[379353,506728],[386709,455226],[388604,513964],[388681,455798],[389051,514041],[393363,460348],[393717,518140],[403548,470072],[403588,470112],[405353,526108],[411411,483209],[411991,477418],[412239,477666],[420996,485498],[421073,485575],[422931,538763],[422971,486087],[425691,489908],[427586,542538],[427663,490480],[428033,542615],[428817,543388],[436839,498880],[437087,499128],[445201,505900],[448340,514814],[453646,513234],[453686,513274],[455451,560466],[458112,517290],[458189,517367],[460047,563927],[460087,517879],[460857,564657],[461304,564734],[468513,525280],[479127,539493],[479204,539570],[483789,537784],[484037,538032],[487867,582432],[490133,582162],[506998,560736],[511675,559638],
     [151913,215200,488328,541808],[153343,286137,490993,582893],[173249,246659,507459,561197],[181265,321938,515475,597708],[181730,249365,515829,563196],[183409,322403,518365,598062],[204184,281492,532553,579413],[204649,281957,532907,579767],[213389,358164,540111,610111],[213520,284457,540249,581334],[213928,284865,488368,541848],[237552,317476,555051,595042],[237683,317607,555189,595180],[238091,318015,507499,561237],[246835,393172,561443,619709],[247571,320609,515581,562948],[269265,350399,573364,606728],[271846,352980,574240,607604],[272582,353716,532659,579519],[304979,385859,590051,617225],[305056,385936,553615,593606]
   ]
cell #2013 :
  |C| = 553
  W-rep = phi[[2, 1],[2, 1, 1]]+phi[[1, 1],[3, 1, 1]]+phi[[2],[2, 2, 1]]+phi[[1],[3, 2, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     91 tau_infinity subcells with 4 member(s)
  subcells = [
     [434504],[436250],[462729],[466297],[481454],[492001],[492011],[495561],[495571],[495795],[500774],[502916],[509459],[519356],[521711],[521721],[522388],[526851],[526984],[528839],[534465],[534475],[534699],[545704],[549823],[550062],[551619],[551629],[551853],[556069],[556079],[556746],[568497],[570062],[570286],[570941],[570951],[571618],[575410],[583699],[584089],[584099],[585982],[587285],[588027],[598744],[599069],[600553],[611013],
     [299171,500730],[334582,526505],[341697,530915],[367818,547943],[368411,548069],[370312,549793],[377424,553714],[396674,565647],[400593,567177],[400728,567252],[402818,568467],[403424,568586],[405264,570052],[411402,483200],[412150,530905],[420871,577775],[428457,491288],[430717,583669],[434368,584903],[434477,584949],[436260,585897],[436484,585972],[436998,548059],[445192,505891],[450691,592296],[450826,592371],[453522,593705],[458297,517475],[460892,518670],[462739,598659],[462963,598734],[466207,567167],[466332,599718],[468016,600489],[468504,525271],[471757,601943],[474003,602758],[474138,602833],[479312,539678],[481318,605650],[481427,605696],[483948,577765],[488340,541820],[488473,541953],[492678,610949],[500599,613388],[502780,614117],[502889,614163],[507471,561209],[507604,561342],[509369,592286],[509494,616430],[511666,559629],[515591,562958],[515830,563197],[526824,622503],[528749,602748],[528874,623106],[532669,579529],[532908,579768],[540250,581335],[540474,581559],[550097,629513],[553625,593616],[555190,595181],[555414,595405],[561871,596737],[573365,606729],[574668,608032],[590091,617265],
     [215865,358715,428413,491244],[215881,358492,428307,542958],[247446,393783,458253,517431],[247462,391474,457527,562261],[250190,394016,394111,518493],[272457,353591,479268,539634],[272473,415433,478542,575058],[282203,427488,487994,541474],[282311,425510,487359,580570],[282840,425026,425780,540691],[299187,440281,500004,587675],[307626,388506,507125,560863],[307734,448159,506490,591292],[308263,447675,448429,555631],[318218,459888,515561,562928],[318362,457987,515002,596070],[318389,457394,458014,562056],[334690,471471,525870,601754],[335219,470987,471741,570503],[341104,420278,530789,577649],[341832,477946,530990,604446],[343598,422772,532639,579499],[343742,479002,532080,604846],[343769,478409,479029,574853],[353607,487231,538908,608422],[354380,490044,540240,581325],[354470,487598,488169,580540],[354505,488204,539752,608774],[358731,428660,543232,582764],[368546,499408,548144,612913],[370456,500464,549234,613313],[370483,499871,500491,587470],[376818,452916,553595,593586],[377533,506359,553760,615456],[377560,446772,506386,590766],[379264,455362,555180,595171],[379354,506729,507300,591262],[379389,507335,554692,615781],[388614,514633,560228,618466],[389143,514149,514903,595622],[390041,515226,515740,596060],[393799,459845,564072,597127],[394127,461153,564338,598013],[394370,461137,518820,564515],[403533,525739,568632,622132],[403560,470084,525766,601228],[405354,526109,526680,601724],[405389,526715,569564,622457],[411412,483210,573280,606644],[411636,483434,573355,606719],[412240,477667,531942,604416],[412275,531977,573480,624116],[414000,532304,532818,604836],[421006,538312,577850,626016],[422916,539368,578940,626416],[422943,538775,539395,608217],[425796,490013,580759,609674],[427596,489727,581924,609485],[428125,489997,542723,581776],[437088,499129,549096,612883],[437123,549131,586097,629233],[438848,549458,549972,613303],[444704,511178,590027,617201],[445202,505901,554265,615371],[445426,506125,554574,615446],[448445,514919,591481,618655],[453631,560097,593751,632107],[453658,513246,560124,617940],[455452,560467,561038,618436],[455487,561073,594683,632432],[458122,517300,596145,619545],[460032,517165,597235,619470],[460059,517192,563939,596922],[468514,525281,569137,622047],[468738,525505,569446,622122],[476341,531582,573891,624052],[479137,539503,604921,626491],[484038,538033,578802,625986],[484073,578837,606844,636583],[485798,579164,579678,626406],[488313,541793,608820,627266],[490134,541649,582163,609455],[490169,541684,609752,627220],[497803,548736,586508,629169],[507444,561182,615827,632478],[511676,559639,594256,632022],[511900,559863,594565,632097],[515865,563232,618949,633081],[517590,563107,597459,619460],[532943,579803,624396,636863],[536707,578442,607255,636519]
   ]
cell #2014 :
  |C| = 427
  W-rep = phi[[2, 2, 1, 1],[1]]+phi[[2, 1, 1, 1],[2]]+phi[[2, 2],[1, 1, 1]]+phi[[2, 1],[2, 1, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     91 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     49 tau_infinity subcells with 4 member(s)
  subcells = [
     [428438],[428518],[458278],[459017],[460912],[479293],[483077],[488154],[488493],[488687],[491269],[500755],[507285],[507624],[510548],[515702],[515728],[516180],[517456],[518610],[518690],[526665],[527004],[531539],[532780],[532806],[533522],[535653],[539659],[540343],[540357],[540795],[541322],[541634],[541973],[548693],[549934],[549960],[554211],[554237],[555283],[555297],[555907],[557789],[558316],[561023],[561362],[561948],[562668],[563069],[563095],[569083],[569109],[570155],[570169],[573829],[573843],[574745],[575140],[575277],[577185],[578399],[579640],[579666],[581069],[581428],[581442],[586446],[586460],[587362],[590311],[590448],[591536],[593195],[594202],[594228],[595274],[595288],[596502],[596814],[600773],[600910],[604086],[606393],[607193],[607207],[608109],[612553],[617485],[617622],[625656],
     [358593,543065],[392275,562820],[394184,564400],[412112,573760],[415517,605070],[419794,577337],[426401,581095],[426539,581209],[436127,504539],[436960,586377],[445309,590389],[445747,615201],[452376,593221],[452514,593335],[458487,596371],[458800,596488],[465768,567801],[466169,599998],[467386,529928],[468621,600851],[469059,621877],[476418,604126],[482547,606262],[482860,606379],[483910,607124],[488661,609015],[488976,609116],[494618,550676],[495305,585400],[495678,611951],[496749,552807],[497880,612593],[508090,616172],[508930,592920],[509331,616710],[510522,616881],[510837,616982],[511783,617563],[512221,631852],[516194,619106],[519879,565985],[521549,570779],[522153,600081],[522465,621408],[523431,572661],[523958,573188],[528310,603382],[528711,623386],[533496,624648],[534209,606147],[534582,625054],[535667,625193],[536784,625696],[544123,583927],[545434,587757],[545571,587894],[547479,589802],[551363,614614],[551736,630171],[555921,631109],[556511,616793],[556823,631383],[565192,598799],[565329,598936],[566417,601998],[568076,603657],[571383,623469],[571695,635185],[583339,611054],[585646,614860],
     [292807,435437,495331,585426],[328778,467166,522139,600067],[347227,482387,534235,606173],[359652,491941,544054,610813],[363057,440365,584323,613537],[364403,496109,545945,611873],[364718,496586,546046,612010],[367334,444642,547631,589954],[373941,503849,551389,614640],[382702,510328,556497,616779],[395211,519303,565270,620615],[395649,463284,598489,620778],[399130,521480,521651,621127],[399622,522858,566813,621368],[402278,475688,568102,603683],[402416,475826,568216,603797],[408702,529708,571369,623455],[416863,535013,575651,624976],[417178,535490,575752,625113],[429468,492042,583379,628174],[433041,545512,545651,628521],[433479,496116,546644,628684],[435597,504009,585515,614729],[435910,504322,585632,614846],[441711,552167,588268,630093],[442026,552644,588369,630230],[449228,555838,556009,631102],[449720,557216,591932,631343],[464928,527470,599460,622848],[465048,521752,566457,634045],[467360,529902,600169,623557],[467675,530217,600270,623658],[472540,570710,570881,634904],[473032,572088,602394,635145],[479991,575218,575357,635871],[480429,535020,576350,636034],[492635,544919,583320,628481],[493876,583858,584029,638008],[494592,550650,611545,629765],[496763,552821,612090,630310],[501453,587835,587974,638600],[501891,552174,588967,638763],[508210,556110,591576,639266],[519853,565959,598471,634017],[520939,598877,599016,640782],[521563,570793,621134,634911],[527590,570982,602038,641150],[544137,583941,610820,638015],[545039,584130,611094,642619]
   ]
cell #2015 :
  |C| = 126
  W-rep = phi[[2],[3, 1, 1]]
  special rep = phi[[2],[3, 1, 1]] , dim = 126
  orbit = [5, 5, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [153380],[181873],[183481],[204792],[213838],[214081],[216077],[229640],[238001],[238244],[247607],[247827],[249508],[250403],[264001],[264244],[270969],[272618],[272838],[282100],[282942],[283208],[284775],[285018],[285834],[297683],[299332],[299552],[305092],[306657],[308365],[308631],[317925],[318168],[318970],[319030],[320645],[320865],[332048],[333613],[335321],[335587],[341157],[342105],[342702],[344350],[344410],[352103],[353752],[353972],[354852],[356780],[357046],[361353],[367871],[368819],[369416],[371064],[371124],[376711],[376930],[377819],[379736],[385972],[387537],[389245],[389511],[390355],[392329],[396727],[402711],[402930],[403819],[405736],[411536],[412523],[413813],[414314],[420331],[421279],[421876],[423524],[423584],[424684],[428755],[430610],[430829],[436384],[437371],[438661],[439162],[444776],[446825],[447333],[452809],[453028],[453917],[455834],[460640],[462863],[468088],[470137],[470645],[477560],[477779],[483334],[484321],[485611],[486112],[490516],[492750],[499022],[499241],[506025],[511250],[513299],[513807],[517904],[525405],[531654],[537926],[538145],[542381],[548808],[559763],[578514]
   ]
cell #2016 :
  |C| = 553
  W-rep = phi[[2, 1],[2, 1, 1]]+phi[[1, 1],[3, 1, 1]]+phi[[2],[2, 2, 1]]+phi[[1],[3, 2, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     91 tau_infinity subcells with 4 member(s)
  subcells = [
     [434608],[466399],[481558],[492026],[495586],[495886],[497378],[500786],[503020],[509561],[519367],[519909],[521736],[522399],[526955],[526986],[528941],[534490],[534790],[543737],[545715],[546257],[549825],[550164],[551644],[551944],[556094],[556757],[566619],[568499],[570077],[570377],[570966],[571629],[575421],[575963],[583701],[584114],[585997],[587296],[588038],[588580],[591738],[598759],[599080],[600564],[602200],[611024],[611256],
     [299905,550259],[335372,570080],[367922,586000],[371114,587280],[396778,598762],[400831,522732],[402920,600548],[406055,601596],[412133,530930],[428469,491300],[430819,611008],[434557,546517],[436275,612343],[436575,612391],[436981,548084],[445326,553725],[450929,557090],[458309,517487],[460894,518672],[462754,620699],[463054,620747],[466190,567192],[466409,567277],[468027,621735],[468638,568597],[471765,570527],[474241,571962],[475916,536282],[476413,573443],[479324,539690],[481507,576223],[483931,577790],[488444,541924],[488475,541955],[492689,628227],[495695,584914],[497875,586060],[500702,587629],[502969,588840],[504978,554267],[507575,561313],[507606,561344],[509352,592311],[509571,592396],[511800,593716],[515593,562960],[515932,563299],[522460,599681],[524358,569139],[526904,601856],[528732,602773],[528951,602858],[532671,579531],[533010,579870],[534599,605661],[536779,606807],[540265,581350],[540565,581650],[550174,613413],[551753,614128],[553627,593618],[555205,595196],[555505,595496],[556818,616393],[558716,594258],[561882,596748],[571690,623069],[573380,606744],[574679,608043],[590102,617276],
     [215889,358364,428440,542960],[215940,286037,491031,543125],[247470,390660,458280,562263],[248180,321218,516027,563394],[250202,322107,460910,564326],[272481,414619,479295,575060],[273191,354325,533105,579965],[282414,424556,488156,580572],[282852,355123,488491,580747],[282993,356831,540268,581353],[299195,439467,500757,587677],[307837,447205,507287,591294],[308275,380007,507622,591469],[308416,389296,555208,595199],[318442,457086,515723,596085],[318493,390406,515726,596088],[319020,392319,561866,596732],[334793,470517,526667,601756],[335231,406007,527002,601931],[341208,420382,573383,606747],[341935,476685,531541,604448],[343822,478101,532801,604861],[343873,414365,532804,604864],[344400,423574,574663,608027],[353615,486417,539661,608424],[354572,424674,540334,608769],[354582,487384,540374,608785],[355171,426618,580412,609327],[358739,491271,491363,582766],[368649,498147,548695,612915],[370536,499563,549955,613328],[370587,439213,549958,613331],[376920,453018,590086,617260],[377613,505238,554232,615471],[377664,446876,554235,615474],[379456,447323,555274,615776],[379466,506515,555314,615792],[380055,456153,591134,618308],[388717,513679,561025,618468],[389155,456105,561360,618643],[390132,457224,561943,618912],[393807,517458,518209,597129],[394135,461161,518517,564539],[394382,461241,518688,598001],[403613,524618,569104,622147],[403664,470188,569107,622150],[405456,470635,570146,622452],[405466,525895,570186,622468],[411427,483225,603876,625446],[411727,483525,603924,625494],[412342,477769,573820,624111],[412352,531015,573860,624127],[414091,478239,574740,624359],[421109,537051,578401,626018],[422996,538467,579661,626431],[423047,486163,579664,626434],[425804,490021,540715,581800],[427699,541636,542253,609487],[428137,490787,541971,609662],[437190,499231,586437,629228],[437200,548169,586477,629244],[438939,499701,587357,629476],[444715,511189,615059,631710],[445217,505916,590286,630674],[445517,506216,590443,630722],[448453,514927,555655,595646],[453711,558976,594223,632122],[453762,513350,594226,632125],[455554,513797,595265,632427],[455564,560253,595305,632443],[458225,517403,562215,597081],[460112,563090,563631,619485],[460163,517955,563093,619488],[468529,525296,600748,634476],[468829,525596,600905,634524],[476352,531593,604072,635577],[479240,539606,575012,608376],[484140,538135,607184,636578],[484150,577875,607224,636594],[485889,538605,608104,636826],[488393,541873,580672,609587],[490236,542371,581419,627215],[490246,581459,581949,627231],[497814,548747,612539,638306],[507524,561262,591394,618568],[511691,559654,617460,639697],[511991,559954,617617,639745],[515942,563309,596170,619570],[517681,563769,596809,633044],[533020,579880,604946,626516],[536718,578453,625642,641863]
   ]
cell #2017 :
  |C| = 553
  W-rep = phi[[2, 1],[2, 1, 1]]+phi[[1, 1],[3, 1, 1]]+phi[[2],[2, 2, 1]]+phi[[1],[3, 2, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     91 tau_infinity subcells with 4 member(s)
  subcells = [
     [400712],[402545],[430444],[434426],[450810],[461940],[461950],[466024],[466034],[466293],[474122],[481376],[492007],[494772],[494782],[495567],[500583],[502838],[509186],[509196],[509455],[521717],[526372],[526773],[528566],[528576],[528835],[533676],[533686],[534471],[549641],[549799],[550058],[550830],[550840],[551625],[556075],[566139],[566149],[568473],[569552],[570058],[570947],[583675],[584095],[585924],[585978],[598686],[598740],
     [263546,569920],[298554,586854],[305616,505112],[331929,600510],[332572,524492],[334504,601236],[341687,530911],[361234,610970],[365437,546391],[365564,546469],[367740,612356],[368401,548065],[370308,549789],[376545,452643],[377385,505102],[386496,558850],[396596,620712],[400583,567173],[400696,567228],[402555,600481],[402814,568463],[403385,524482],[411967,477394],[417897,576097],[418024,576175],[420861,577771],[430454,610941],[430713,583665],[434329,546381],[434467,584945],[436256,585893],[436815,498856],[442745,588714],[442872,588792],[450681,592292],[450794,592347],[453483,558840],[458106,517284],[460851,564651],[462735,598655],[471566,601808],[473993,602754],[474106,602809],[479121,539487],[481279,576087],[481417,605692],[483765,537760],[487861,582426],[488262,541742],[490927,582827],[500074,613177],[500567,613364],[502741,588704],[502879,614159],[506992,560730],[507393,561131],[515409,597642],[515567,562934],[515826,563193],[526814,622499],[532487,579347],[532645,579505],[532904,579764],[539740,609740],[540246,581331],[553601,593592],[554680,594671],[555186,595177],[573307,606671],[573361,606725],
     [183356,393866,460835,597800],[183403,322397,518362,598059],[213336,424876,487845,608661],[213383,358158,540108,610108],[215793,358289,490968,610246],[237499,447525,506976,615668],[237546,317470,555048,595039],[246829,393166,561440,619706],[246940,457038,515304,618776],[247374,390585,515450,618830],[263499,470837,526356,622344],[271840,352974,574237,607601],[271951,478053,532382,624223],[272385,414544,532528,624277],[282125,427410,580052,627413],[282279,425478,487335,580546],[282295,424835,540007,626687],[298665,499515,549536,629340],[299099,439392,549682,629394],[304973,385853,590048,617222],[305743,505190,506203,615398],[307548,388428,590774,617948],[307702,448127,506466,591268],[307718,447484,554947,630800],[317423,513999,560714,632319],[318214,459884,515557,562924],[318311,457316,561610,632645],[318352,457977,514998,596066],[332699,524570,525583,622074],[334658,471439,525846,601730],[334674,470796,569819,634602],[341026,420200,603889,625459],[341800,477914,530966,604422],[341816,413694,531837,624073],[343594,422768,532635,579495],[343691,478331,574407,635653],[343732,478992,532076,604842],[353085,538419,579242,636690],[353519,486342,579388,636744],[354466,487594,488165,580536],[358111,542573,582410,637600],[368514,499376,548120,612889],[368530,438542,548991,629190],[370405,499793,587024,638382],[370446,500454,549230,613309],[376555,452653,590019,617193],[376814,452912,553591,593582],[377482,446694,554431,630687],[377523,506349,553756,615452],[379350,506725,507296,591258],[386623,558928,559941,632049],[388582,514601,560204,618442],[388598,513958,594938,639823],[393277,563583,597537,640432],[393711,518134,597683,640486],[394458,564635,564692,633653],[403482,470006,569303,634489],[403523,525729,568628,622128],[405350,526105,526676,601720],[411408,483206,573276,606640],[411977,477404,573883,624044],[412236,477663,531938,604412],[420974,538280,577826,625992],[420990,485492,578697,636540],[422865,538697,607771,641939],[422906,539358,578936,626412],[425605,489822,580624,609539],[427564,489695,581900,609461],[427580,542532,610007,642367],[428377,543302,582549,627985],[428811,543382,582868,637755],[436825,498866,586500,629161],[437084,499125,549092,612879],[445198,505897,554261,615367],[448254,514728,591346,618520],[453580,513168,594422,639710],[453621,560087,593747,632103],[455448,560463,561034,618432],[457597,564142,595934,633466],[458090,517268,596121,619521],[459981,563861,619876,643588],[460022,517155,597231,619466],[468510,525277,569133,622043],[478612,538978,604710,626280],[479105,539471,604897,626467],[483775,537770,607247,636511],[484034,538029,578798,625982],[488303,541783,608816,627262],[490130,541645,582159,609451],[507434,561172,615823,632474],[511672,559635,594252,632018]
   ]
cell #2018 :
  |C| = 126
  W-rep = phi[[2],[3, 1, 1]]
  special rep = phi[[2],[3, 1, 1]] , dim = 126
  orbit = [5, 5, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [183507],[214107],[215943],[238270],[248003],[248183],[250429],[264270],[273014],[273194],[282996],[283320],[285044],[286040],[299728],[299908],[307533],[308419],[308743],[318194],[319050],[319408],[321041],[321221],[322110],[334489],[335375],[335699],[341211],[343500],[344430],[344788],[354148],[354328],[355126],[355195],[356834],[357158],[367925],[370214],[371144],[371502],[376950],[378561],[379158],[380010],[380079],[388413],[389299],[389623],[390409],[392349],[392707],[396781],[402950],[404561],[405158],[406010],[406079],[411619],[411751],[413241],[414368],[420385],[422674],[423604],[423962],[424704],[426642],[430849],[436467],[436599],[438089],[439216],[444874],[446313],[446879],[447353],[453048],[454659],[455256],[456108],[456177],[457248],[461244],[462946],[463078],[468186],[469625],[470191],[470665],[476025],[477799],[478263],[483417],[483549],[485039],[486166],[490790],[492848],[497487],[499261],[499725],[506108],[506240],[511348],[512787],[513353],[513827],[517958],[520018],[525488],[525620],[531752],[536391],[538165],[538629],[542401],[548906],[554376],[559846],[559978],[563793],[569248],[578612],[594367]
   ]
cell #2019 :
  |C| = 553
  W-rep = phi[[2, 1],[2, 1, 1]]+phi[[1, 1],[3, 1, 1]]+phi[[2],[2, 2, 1]]+phi[[1],[3, 2, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     91 tau_infinity subcells with 4 member(s)
  subcells = [
     [466469],[495892],[509631],[519373],[522405],[522663],[524012],[527039],[529011],[534796],[543751],[544191],[545721],[546271],[550234],[550263],[551950],[556763],[557021],[565033],[566633],[567073],[570084],[570383],[571635],[571893],[575427],[575977],[584474],[586004],[587302],[587560],[588044],[588594],[591752],[592192],[598766],[599086],[600570],[601610],[602214],[602654],[605221],[611030],[611270],[612405],[613688],[620761],[620929],
     [335978,570473],[371184,587305],[402990,600573],[406061,601600],[430889,611033],[434611,546554],[436581,612395],[439539,613209],[445409,553731],[460947,518725],[463060,620751],[466429,567283],[468033,621742],[468291,621769],[468721,568603],[476511,573457],[481561,576260],[488528,542008],[491035,543129],[492695,628234],[492953,628261],[495778,584920],[495910,584989],[497392,628966],[497973,586074],[500789,587697],[503023,588877],[504632,558370],[505087,590152],[507659,561397],[509591,592402],[511883,593722],[516002,563369],[516031,563398],[519923,633858],[522558,599695],[524467,600614],[526958,601893],[528971,602864],[530811,573897],[533080,579940],[533109,579969],[534682,605667],[534814,605736],[536877,606821],[540272,581357],[540571,581656],[546366,611714],[547965,586514],[550194,613419],[551836,614134],[551968,614203],[555212,595203],[555511,595502],[556916,616407],[558825,617326],[561888,596754],[562146,597012],[570401,622543],[571788,623083],[573387,606751],[574685,608049],[574943,608307],[576072,624817],[577671,607261],[580426,609341],[588689,629934],[590108,617282],[591148,618322],[603938,625508],
     [250205,393984,460929,564330],[250263,322335,518463,564485],[282855,424994,488510,580751],[283599,357437,540661,581746],[285811,358385,491061,582592],[308278,447643,507641,591473],[309022,389902,555601,595592],[318496,457123,515817,596092],[318947,390681,516057,596242],[319090,392389,561891,596757],[335234,470955,527021,601935],[343876,478138,532895,604868],[344327,414640,533135,605018],[344470,423644,574688,608052],[354602,487390,540457,608791],[354642,424744,540460,608794],[355177,426624,580416,609331],[370590,499600,550049,613335],[371041,439488,550289,613485],[376990,453088,590111,617285],[377667,505275,554651,615478],[379486,506521,555397,615798],[379526,447393,555400,615801],[380061,456159,591138,618312],[389158,514117,561379,618647],[390138,457230,562001,618916],[390156,515042,562041,618926],[390732,459103,595966,619366],[394385,518707,518788,598005],[403667,524655,569523,622154],[405486,525901,570269,622474],[405526,470705,570272,622477],[411733,483531,603928,625498],[412372,531021,574208,624133],[412412,477839,574211,624136],[414097,478245,574798,624363],[414115,532120,574838,624373],[414691,486489,604742,626312],[423050,538504,579755,626438],[423501,486438,579995,626588],[424487,487513,580521,626791],[428140,541990,542691,609666],[428472,491303,542980,582786],[428732,491384,543155,610422],[437220,548175,586825,629250],[437260,499301,586828,629253],[438945,499707,587415,629480],[438963,549274,587455,629490],[444721,511195,615066,631717],[444979,511453,615093,631744],[445523,506222,590711,630726],[445541,553800,590751,630736],[447136,506644,591243,630904],[453765,559013,594642,632129],[455584,560259,595388,632449],[455624,513867,595391,632452],[458312,517490,562283,597149],[460166,563184,563668,619492],[460617,518230,563424,619642],[468835,525602,601173,634528],[468853,568672,601213,634538],[470448,526024,601705,634706],[475930,536296,623849,636316],[476358,531599,604240,635584],[476616,531857,604397,635611],[479327,539693,575080,608444],[484170,577881,607572,636600],[484210,538205,607575,636603],[485895,538611,608162,636830],[485913,578980,608202,636840],[488447,541927,580709,609624],[490266,581542,581955,627237],[490306,542441,581545,627240],[497820,548753,612707,638313],[498078,549011,612864,638340],[504992,554281,615318,639079],[507578,561316,591431,618605],[511997,559960,617885,639749],[512015,593791,617925,639759],[513610,560382,618417,639927],[515962,563329,596176,619576],[517687,563775,596867,633048],[517705,596907,597275,633058],[524372,569153,621994,640963],[533040,579900,604952,626522],[536724,578459,625810,641870],[536982,578717,625967,641897],[540589,581674,608860,627306],[542184,582078,609436,637284],[555529,595520,615867,632518],[558730,594272,631969,643272]
   ]
cell #2020 :
  |C| = 413
  W-rep = phi[[2, 2],[1, 1, 1]]+phi[[2, 1],[2, 1, 1]]+phi[[1],[3, 2, 1]]+phi[[],[3, 3, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     140 tau_infinity subcells with 2 member(s)
     21 tau_infinity subcells with 4 member(s)
  subcells = [
     [342458],[369172],[371004],[378144],[401354],[404144],[405322],[406057],[412814],[415588],[421632],[434579],[435088],[436542],[436577],[437662],[438774],[445818],[451452],[454242],[463021],[463056],[466364],[466432],[466871],[468029],[468212],[469130],[474764],[481529],[482038],[484612],[492691],[492874],[497385],[502991],[503500],[509526],[509594],[510033],[512292],[519916],[526926],[528906],[528974],[529413],[550129],[550197],[569991],
     [160673,495853],[191032,522584],[207623,534757],[223208,546264],[223654,495888],[232471,551911],[241130,556942],[255573,566626],[257548,522401],[264157,570344],[267130,571814],[275668,575970],[276114,534792],[285706,428249],[285774,428695],[288038,543744],[291113,545717],[293026,496187],[299225,587225],[299741,587481],[302382,588587],[302828,551946],[309497,591745],[311472,556759],[318464,390377],[318842,457469],[318910,460580],[321967,460723],[324220,519369],[327204,521823],[335202,601504],[335343,601603],[335789,570379],[336453,602207],[338428,571631],[343844,414336],[344222,478484],[344290,423464],[345533,575423],[347446,535091],[354438,490102],[354537,487665],[354605,424707],[354983,487733],[355173,426620],[360354,492113],[361876,611263],[363128,440436],[367893,612398],[370379,612926],[370558,439184],[370936,499946],[371147,587298],[372247,588040],[374160,552245],[377635,446847],[379322,455420],[379421,506796],[379489,447356],[379867,506864],[380057,456155],[381128,556181],[389967,517516],[390099,515284],[390134,457226],[395720,463355],[396749,620754],[397258,599082],[402885,621751],[402953,600566],[403635,470159],[405421,526176],[405489,470668],[405867,526244],[407128,571053],[411694,483492],[411729,483527],[412307,477734],[412375,477802],[413926,485724],[414058,532362],[414093,478241],[423018,486134],[423396,538850],[424408,539948],[430784,628243],[430852,611026],[431291,584201],[437155,499196],[437223,499264],[438906,549516],[438941,499703],[444717,511191],[444900,511374],[445484,506183],[445519,506218],[447057,554888],[453733,513321],[455519,560534],[455587,513830],[455965,560602],[460134,517926],[460512,564014],[468796,525563],[468831,525598],[470369,569760],[475923,536289],[476354,531595],[476537,531778],[484105,538100],[484173,538168],[485856,579222],[485891,538607],[488415,541895],[490201,582230],[490269,542404],[490647,582298],[491458,582980],[497816,548749],[497999,548932],[504985,554274],[507546,561284],[511958,559921],[511993,559956],[513531,594879],[515897,563264],[515965,563332],[517648,597517],[517683,563771],[518433,598130],[518879,598198],[524365,569146],[532975,579835],[533043,579903],[536720,578455],[536903,578638],[540179,610179],[542105,609948],[555119,595110],[558723,594265],
     [213994,284931,540532,581617],[215919,358769,542896,610532],[238157,318081,555472,595463],[247500,393837,561811,620077],[248016,321054,562067,596933],[250173,394353,564224,620333],[272511,353645,574608,607972],[273027,354161,574864,608228],[282823,428108,580320,627681],[282964,356802,580419,609334],[283410,357248,540567,581652],[308246,389126,591042,618216],[308387,389267,591141,618315],[308833,389713,555507,595498],[318285,459955,595683,633215],[319053,392352,561884,596750],[341179,420353,603931,625501],[343665,422839,604459,626029],[344433,423607,574681,608045],[376885,452983,615075,631726],[376953,453051,590104,617278]
   ]
cell #2021 :
  |C| = 413
  W-rep = phi[[2, 2],[1, 1, 1]]+phi[[2, 1],[2, 1, 1]]+phi[[1],[3, 2, 1]]+phi[[],[3, 3, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     140 tau_infinity subcells with 2 member(s)
     21 tau_infinity subcells with 4 member(s)
  subcells = [
     [371808],[406126],[412868],[436646],[437716],[439538],[445985],[463125],[466474],[466925],[468290],[469297],[471026],[476987],[479382],[484666],[492952],[495942],[496354],[497391],[497609],[498449],[505399],[509636],[510087],[512459],[519922],[520140],[522703],[523034],[524017],[524779],[527044],[529016],[529467],[534846],[535258],[537353],[544196],[550239],[552000],[552412],[557061],[557392],[559137],[570433],[571933],[572264],[587600],
     [223825,495957],[258114,522662],[276285,534861],[285816,358390],[285878,358631],[293080,546270],[293615,546488],[299948,550313],[302999,552015],[312038,557020],[318952,390686],[319714,393013],[322083,394004],[327258,566632],[329121,567078],[335960,570448],[335983,570475],[338994,571892],[344332,414645],[345094,424268],[347500,575976],[348035,576194],[354647,424749],[355099,425014],[355242,426689],[360408,543750],[363295,584479],[365024,546678],[371046,439493],[371189,587307],[371713,587559],[374214,588593],[374749,588811],[379531,447398],[379983,447663],[380126,456224],[381182,591751],[383045,592197],[390188,457280],[390203,457295],[390731,459102],[395887,565038],[398578,566652],[402995,600575],[405531,470710],[405983,470975],[406111,601609],[406646,601827],[407182,602213],[409045,602659],[411798,483596],[412417,477844],[414147,478295],[414162,478310],[414690,486488],[415755,605226],[417484,576384],[423506,486443],[424486,487512],[424527,487553],[425065,489282],[428737,491389],[430037,543770],[430894,611035],[431345,611269],[432432,500844],[436631,612404],[437265,499306],[438995,499757],[439010,499772],[439579,613214],[440603,613693],[442332,589001],[444978,511452],[445573,506272],[445588,506287],[447135,506643],[447176,506684],[447714,514188],[448676,591771],[455629,513872],[456081,514137],[457057,515150],[460622,518235],[460952,518730],[461217,518808],[462237,520330],[463110,620760],[463522,620934],[468331,621774],[468885,525652],[468900,525667],[470447,526023],[470488,526064],[471988,602233],[475929,536295],[476147,536513],[476615,531856],[476656,531897],[478072,532228],[484215,538210],[485945,538661],[485960,538676],[488533,542013],[490311,542446],[490763,542711],[492993,628266],[493324,611289],[498077,549010],[498118,549051],[499534,549382],[504637,558375],[504991,554280],[505209,554498],[507664,561402],[512047,560010],[512062,560025],[513609,560381],[513650,560422],[516007,563374],[517737,563825],[517752,563840],[524371,569152],[524589,569370],[530816,573902],[533085,579945],[536981,578716],[537022,578757],[538438,579088],[540621,581706],[542183,582077],[542224,582118],[547970,586519],[555561,595552],[558729,594271],[558947,594489],[562186,597052],[563602,597383],[574983,608347],[577676,607266],
     [215983,286080,491085,543179],[248223,321261,516081,563448],[250268,322340,518465,564487],[273234,354368,533159,580019],[283581,357419,540636,581721],[283604,357442,540663,581748],[309004,389884,555576,595567],[309027,389907,555603,595594],[319095,392394,561893,596759],[319619,392918,562145,597011],[344475,423649,574690,608054],[344999,424173,574942,608306],[355227,426674,580425,609340],[355762,427209,580643,609558],[376995,453093,590113,617287],[380111,456209,591147,618321],[380646,456744,591365,618539],[390772,459143,595971,619371],[411783,483581,603937,625507],[414731,486529,604747,626317],[445019,511493,615098,631749]
   ]
cell #2022 :
  |C| = 413
  W-rep = phi[[2, 2],[1, 1, 1]]+phi[[2, 1],[2, 1, 1]]+phi[[1],[3, 2, 1]]+phi[[],[3, 3, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     140 tau_infinity subcells with 2 member(s)
     21 tau_infinity subcells with 4 member(s)
  subcells = [
     [371797],[406115],[412867],[436635],[437715],[439543],[445986],[463114],[466462],[466924],[468295],[469298],[471031],[476992],[479423],[484665],[492957],[495941],[496355],[497396],[497614],[498454],[505440],[509624],[510086],[512460],[519927],[520145],[522704],[523039],[524022],[524820],[529004],[529466],[534845],[535259],[537358],[544201],[550227],[551999],[552413],[557062],[557397],[559178],[570432],[570541],[571934],[572269],[587601],
     [223824,495946],[258113,522667],[276284,534850],[285717,358283],[285867,358620],[293079,546275],[293616,546493],[299947,587706],[302998,552004],[312037,557025],[318853,390579],[319703,393002],[321980,393897],[327257,566637],[329122,567083],[335959,570437],[335971,601912],[338993,571897],[344233,414538],[345083,424257],[347499,575981],[348036,576199],[354635,424737],[354996,424907],[355231,426678],[360407,543755],[363296,584484],[365029,546719],[370947,439386],[371177,613227],[371712,587564],[374213,588598],[374750,588816],[379519,447386],[379880,447556],[380115,456213],[381181,591756],[383046,592202],[390187,457279],[390192,457284],[390736,459107],[395888,565043],[398583,566693],[402983,621787],[405519,470698],[405880,470868],[406110,601614],[406647,601832],[407181,602218],[409046,602664],[411787,483585],[412405,477832],[414146,478294],[414151,478299],[414695,486493],[415756,605231],[417489,576425],[423407,486336],[424491,487517],[424528,487554],[425070,489287],[430042,543811],[430882,628279],[431344,611274],[432473,500885],[436630,612409],[437253,499294],[438994,499756],[438999,499761],[439580,613219],[440604,613698],[442337,589042],[444983,511457],[445572,506271],[445577,506276],[447140,506648],[447177,506685],[447719,514193],[448681,591812],[455617,513860],[455978,514030],[457062,515155],[460523,518128],[462278,520371],[463109,620765],[463523,620939],[468332,621779],[468884,525651],[468889,525656],[470452,526028],[470489,526065],[471993,602274],[475934,536300],[476152,536518],[476620,531861],[476657,531898],[478077,532233],[484203,538198],[485944,538660],[485949,538665],[490299,542434],[490660,542604],[491469,543376],[492994,628271],[493329,611330],[498082,549015],[498119,549052],[499539,549387],[504642,558380],[504996,554285],[505214,554503],[512046,560009],[512051,560014],[513614,560386],[513651,560423],[515995,563362],[517736,563824],[517741,563829],[518531,564553],[518892,564723],[524376,569157],[524594,569375],[530821,573907],[533073,579933],[536986,578721],[537023,578758],[538443,579093],[540620,581705],[540729,581814],[542188,582082],[542225,582119],[547975,586524],[555560,595551],[555669,595660],[558734,594276],[558952,594494],[562187,597053],[563607,597388],[574984,608348],[577681,607271],
     [215982,286079,542989,582795],[248222,321260,562292,597158],[250256,322328,564307,597982],[273233,354367,575089,608453],[283580,357418,540625,581710],[283592,357430,580728,609643],[309003,389883,555565,595556],[309015,389895,591450,618624],[319083,392382,595984,619384],[319618,392917,562150,597016],[344463,423637,604760,626330],[344998,424172,574947,608311],[355226,426673,580430,609345],[355763,427210,580648,609563],[376983,453081,615111,631762],[380110,456208,591152,618326],[380647,456745,591370,618544],[390773,459144,595976,619376],[411782,483580,603942,625512],[414732,486530,604752,626322],[445020,511494,615103,631754]
   ]
cell #2023 :
  |C| = 413
  W-rep = phi[[2, 2],[1, 1, 1]]+phi[[2, 1],[2, 1, 1]]+phi[[1],[3, 2, 1]]+phi[[],[3, 3, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     140 tau_infinity subcells with 2 member(s)
     21 tau_infinity subcells with 4 member(s)
  subcells = [
     [371809],[406127],[412856],[436647],[437704],[439544],[445975],[463126],[466473],[466913],[468296],[469287],[471030],[476991],[479422],[484654],[492958],[495930],[496344],[497397],[497613],[498453],[505439],[509635],[510075],[512449],[519928],[520144],[522693],[523038],[524021],[524819],[527043],[529015],[529455],[534834],[535248],[537357],[544200],[550238],[551988],[552402],[557051],[557396],[559177],[570421],[571923],[572268],[587590],
     [223740,495958],[258015,522668],[276200,534862],[285815,358389],[285879,358632],[293068,546276],[293513,546492],[299943,550314],[302914,552016],[311939,557026],[318951,390685],[319715,393014],[322084,394005],[327246,566638],[329111,567082],[335875,570449],[335982,570476],[338895,571898],[344331,414644],[345095,424269],[347488,575982],[347933,576198],[354646,424748],[355100,425015],[355243,426690],[360396,543756],[363285,584483],[365028,546718],[371045,439492],[371188,587308],[371614,587565],[374202,588599],[374647,588815],[379530,447397],[379984,447664],[380127,456225],[381170,591757],[383035,592201],[390176,457268],[390204,457296],[390737,459108],[395877,565042],[398582,566692],[402994,600576],[405530,470709],[405984,470976],[406099,601615],[406544,601831],[407170,602219],[409035,602663],[411799,483597],[412416,477843],[414135,478283],[414163,478311],[414696,486494],[415745,605230],[417488,576424],[423505,486442],[424492,487518],[424517,487543],[425069,489286],[428736,491388],[430041,543810],[430893,611036],[431333,611275],[432472,500884],[436619,612410],[437264,499305],[438983,499745],[439011,499773],[439569,613218],[440593,613697],[442336,589041],[444984,511458],[445561,506260],[445589,506288],[447141,506649],[447166,506674],[447718,514192],[448680,591811],[455628,513871],[456082,514138],[457061,515154],[460621,518234],[460951,518729],[461218,518809],[462277,520370],[463098,620766],[463512,620938],[468321,621778],[468873,525640],[468901,525668],[470453,526029],[470478,526054],[471992,602273],[475935,536301],[476151,536517],[476621,531862],[476646,531887],[478076,532232],[484214,538209],[485933,538649],[485961,538677],[488532,542012],[490310,542445],[490764,542712],[492983,628270],[493328,611329],[498083,549016],[498108,549041],[499538,549386],[504641,558379],[504997,554286],[505213,554502],[507663,561401],[512035,559998],[512063,560026],[513615,560387],[513640,560412],[516006,563373],[517725,563813],[517753,563841],[524377,569158],[524593,569374],[530820,573906],[533084,579944],[536987,578722],[537012,578747],[538442,579092],[540609,581694],[542189,582083],[542214,582108],[547974,586523],[555549,595540],[558735,594277],[558951,594493],[562176,597042],[563606,597387],[574973,608337],[577680,607270],
     [215978,286075,491086,543180],[248218,321256,516082,563449],[250267,322339,518466,564488],[273229,354363,533160,580020],[283496,357334,540637,581722],[283603,357441,540664,581749],[308919,389799,555577,595568],[309026,389906,555604,595595],[319094,392393,561894,596760],[319520,392819,562151,597017],[344474,423648,574691,608055],[344900,424074,574948,608312],[355215,426662,580431,609346],[355660,427107,580647,609562],[376994,453092,590114,617288],[380099,456197,591153,618327],[380544,456642,591369,618543],[390762,459133,595975,619375],[411771,483569,603943,625513],[414721,486519,604751,626321],[445009,511483,615102,631753]
   ]
cell #2024 :
  |C| = 427
  W-rep = phi[[2, 2, 1, 1],[1]]+phi[[2, 1, 1, 1],[2]]+phi[[2, 2],[1, 1, 1]]+phi[[2, 1],[2, 1, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     91 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     49 tau_infinity subcells with 4 member(s)
  subcells = [
     [358378],[358540],[390674],[392222],[393993],[414633],[419741],[424650],[425003],[425898],[439481],[447299],[447652],[451873],[457188],[457204],[458344],[470611],[470964],[477231],[478203],[478219],[479727],[482404],[486431],[487440],[487471],[488560],[491377],[498693],[499665],[499681],[505728],[505744],[506571],[506602],[507947],[510421],[513773],[514126],[515087],[518223],[518623],[518797],[525108],[525124],[525951],[525982],[531396],[531427],[532165],[533219],[533395],[537597],[538569],[538585],[541335],[542347],[542700],[548550],[548581],[549319],[553934],[554110],[555700],[558329],[559466],[559482],[560309],[560340],[562761],[563733],[563749],[568806],[568982],[573622],[577278],[578256],[578287],[579025],[581162],[582005],[582036],[586239],[593288],[593925],[594101],[596582],[597320],[606473],[606986],
     [286012,543076],[320534,562831],[322256,564393],[349759,577348],[356648,581178],[356672,581202],[367281,444589],[385268,593304],[385292,593328],[391595,596336],[392119,596551],[401775,475185],[412776,477118],[419114,606227],[419638,606442],[425882,608994],[426407,609170],[432777,501189],[435454,503866],[437624,498580],[445903,505636],[448920,616053],[451857,616860],[452382,617036],[458375,619091],[462582,520675],[464785,527327],[465861,523278],[466833,523165],[467259,529801],[469215,525016],[476924,531325],[479418,533232],[479711,624571],[482435,625178],[484574,537484],[492492,544776],[494315,550373],[494491,550549],[495398,547007],[496272,546915],[498386,548479],[505435,553947],[507978,631059],[509023,557636],[509995,557523],[512377,559374],[519576,565682],[519752,565858],[521342,570572],[522233,567689],[522971,567587],[523971,573201],[524815,568819],[528403,572508],[529375,572395],[534302,576713],[535176,576621],[537290,578185],[543916,583720],[547572,589895],[551456,589330],[552330,589238],[556591,592808],[557329,592706],[559173,593938],[568169,603750],[571463,603270],[572201,603168],[585726,614940],
     [223054,294501,495414,547023],[257315,330468,522202,567658],[275514,348921,534318,576729],[292288,365841,545924,585123],[292813,366366,546100,585299],[295339,376473,547642,589965],[302228,375635,551472,589346],[311239,384392,556560,592777],[327166,398709,566611,599393],[328353,400981,566798,599860],[331344,411268,568185,603766],[331368,411292,568209,603790],[338195,410392,571432,603239],[346708,418301,575630,605870],[347233,418826,575806,606046],[360316,430168,543729,583253],[363213,432669,584464,611501],[364302,434724,546714,585136],[366654,443962,585480,614694],[367178,444486,585695,614909],[373422,443149,588247,614337],[373947,443674,588423,614513],[381090,448807,591730,616105],[382277,451079,591917,616572],[395805,462474,565023,598427],[398515,464714,566688,599406],[398822,472232,599341,622729],[401759,475169,600148,623536],[402284,475694,600324,623712],[407090,472119,602192,622781],[408277,474391,602379,623248],[415673,479619,605211,624604],[416762,481674,576420,605883],[429974,492421,543806,583266],[430281,493568,610916,628362],[431253,493455,611248,628414],[432468,494328,500880,550386],[432761,501173,611468,629688],[435485,503897,612075,630295],[440521,501081,613678,629721],[441610,503136,589037,614350],[448613,507876,591807,616118],[462273,519589,520366,565695],[462566,520659,620683,633940],[463440,520567,620919,633973],[464816,527358,621084,634861],[471925,527256,602269,622794],[492523,544807,628216,637965],[493261,544705,611325,628427]
   ]
cell #2025 :
  |C| = 70
  W-rep = phi[[1, 1, 1],[2, 2]]
  special rep = phi[[1, 1, 1],[2, 2]] , dim = 70
  orbit = [3, 3, 3, 3, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     70 tau_infinity subcells with 1 member(s)
  subcells = [
     [123919],[143405],[164867],[170547],[193859],[201511],[211817],[223679],[226359],[234767],[243957],[249647],[257760],[260767],[276139],[278819],[283435],[292670],[293232],[302853],[308858],[311684],[314691],[319265],[328689],[335814],[338640],[344645],[347090],[347652],[355379],[357273],[371359],[373804],[374366],[377736],[380263],[382613],[389738],[392564],[402141],[403736],[406263],[408613],[412449],[423819],[426264],[426826],[434680],[435821],[437297],[445277],[452239],[453834],[456361],[458711],[466506],[468589],[475551],[481630],[482771],[484247],[495646],[503092],[504233],[509668],[511751],[529048],[534550],[551704]
   ]
cell #2026 :
  |C| = 70
  W-rep = phi[[1, 1, 1],[2, 2]]
  special rep = phi[[1, 1, 1],[2, 2]] , dim = 70
  orbit = [3, 3, 3, 3, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     70 tau_infinity subcells with 1 member(s)
  subcells = [
     [180725],[203644],[228492],[235073],[261073],[269628],[280952],[293538],[296342],[305381],[314997],[321398],[329303],[332337],[347958],[350762],[355685],[364668],[365202],[374672],[380569],[383227],[386261],[390954],[399841],[406569],[409227],[414913],[417128],[417662],[425243],[427132],[439761],[441976],[442510],[445653],[447892],[449939],[456667],[459325],[467625],[468965],[471204],[473251],[476713],[486711],[488926],[489460],[496022],[496982],[498175],[505037],[510787],[512127],[514366],[516413],[522760],[524417],[530167],[534926],[535886],[537079],[546316],[552080],[553040],[557118],[558775],[571990],[576022],[588639]
   ]
cell #2027 :
  |C| = 70
  W-rep = phi[[1, 1, 1],[2, 2]]
  special rep = phi[[1, 1, 1],[2, 2]] , dim = 70
  orbit = [3, 3, 3, 3, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     70 tau_infinity subcells with 1 member(s)
  subcells = [
     [246879],[271890],[298604],[305682],[332638],[341512],[353024],[365503],[368226],[377242],[386562],[393216],[400408],[403242],[417963],[420686],[425544],[433721],[434186],[442811],[448193],[450506],[453340],[457802],[465636],[471505],[473818],[478817],[480671],[481136],[488022],[489761],[500279],[502133],[502598],[505334],[507153],[508798],[514667],[516980],[523673],[524714],[526533],[528178],[531082],[539183],[541037],[541502],[546613],[547347],[548236],[553701],[558031],[559072],[560891],[562536],[567344],[568573],[572903],[576319],[577053],[577942],[584890],[588936],[589670],[592463],[593692],[602925],[605637],[614104]
   ]
cell #2028 :
  |C| = 70
  W-rep = phi[[1, 1, 1],[2, 2]]
  special rep = phi[[1, 1, 1],[2, 2]] , dim = 70
  orbit = [3, 3, 3, 3, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     70 tau_infinity subcells with 1 member(s)
  subcells = [
     [318426],[343806],[370520],[377597],[403597],[412054],[422980],[434541],[436902],[445246],[453695],[460096],[466111],[468558],[481491],[483852],[488377],[495247],[495615],[502953],[507508],[509273],[511720],[515644],[522090],[526888],[528653],[532722],[534151],[534519],[540294],[541857],[549876],[551305],[551673],[553888],[555234],[556448],[561246],[563011],[568018],[568760],[570106],[571320],[573570],[579582],[581011],[581379],[585077],[585583],[586187],[590170],[593137],[593879],[595225],[596439],[599808],[600632],[603599],[605824],[606330],[606934],[611732],[614291],[614797],[616520],[617344],[623196],[624835],[629952]
   ]
cell #2029 :
  |C| = 70
  W-rep = phi[[1, 1, 1],[2, 2]]
  special rep = phi[[1, 1, 1],[2, 2]] , dim = 70
  orbit = [3, 3, 3, 3, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     70 tau_infinity subcells with 1 member(s)
  subcells = [
     [390151],[414110],[438958],[445536],[468848],[476452],[485908],[495905],[497914],[505060],[512010],[517700],[522499],[524440],[534809],[536818],[540584],[546080],[546339],[551963],[555524],[556857],[558798],[561982],[566911],[570396],[571729],[574779],[575786],[576045],[580494],[581669],[587396],[588403],[588662],[590482],[591216],[592030],[595515],[596848],[600304],[600944],[601678],[602492],[604209],[608143],[609150],[609409],[612044],[612188],[612676],[615251],[617016],[617656],[618390],[619204],[621491],[621927],[623692],[625147],[625291],[625779],[628734],[630264],[630408],[631466],[631902],[635268],[636084],[638813]
   ]
cell #2030 :
  |C| = 70
  W-rep = phi[[1, 1, 1],[2, 2]]
  special rep = phi[[1, 1, 1],[2, 2]] , dim = 70
  orbit = [3, 3, 3, 3, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     70 tau_infinity subcells with 1 member(s)
  subcells = [
     [457074],[478089],[499551],[505226],[524606],[530882],[538455],[546505],[548036],[553684],[558964],[563619],[567144],[568556],[576211],[577742],[580660],[584706],[584873],[588828],[591382],[592263],[593675],[596037],[599527],[601844],[602725],[604813],[605453],[605620],[608744],[609575],[613280],[613920],[614087],[615304],[615751],[616239],[618556],[619437],[621620],[621980],[622427],[622915],[624002],[626383],[627023],[627190],[628787],[628863],[629119],[630627],[631595],[631955],[632402],[632890],[634216],[634429],[635397],[636137],[636213],[636469],[638117],[638866],[638942],[639437],[639650],[641321],[641674],[642918]
   ]
cell #2031 :
  |C| = 105
  W-rep = phi[[1, 1],[2, 2, 1]]
  special rep = phi[[1, 1],[2, 2, 1]] , dim = 105
  orbit = [3, 3, 3, 3, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [61925],[79087],[94396],[99879],[111550],[117328],[123924],[136708],[141836],[143410],[150454],[150962],[163298],[164872],[170552],[172298],[179870],[183286],[191094],[193864],[195610],[201516],[201782],[210248],[211822],[215450],[216136],[223684],[226364],[226630],[234798],[241192],[243962],[245708],[248078],[249652],[250235],[257765],[258031],[260798],[267192],[273089],[276144],[278824],[279090],[282885],[283440],[285186],[285804],[293263],[299803],[302858],[308308],[308863],[311689],[311955],[314722],[318940],[319270],[319536],[321116],[335264],[335819],[338645],[338911],[344320],[344650],[344916],[347683],[354223],[354548],[355410],[357278],[371034],[371364],[371630],[374397],[377741],[379432],[380294],[389188],[389743],[392569],[392835],[394415],[403741],[405432],[406294],[412318],[412480],[423494],[423824],[424090],[426857],[428170],[428725],[437166],[437328],[453839],[455530],[456392],[460610],[484116],[484278],[490212]
   ]
cell #2032 :
  |C| = 126
  W-rep = phi[[2],[3, 1, 1]]
  special rep = phi[[2],[3, 1, 1]] , dim = 126
  orbit = [5, 5, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [61938],[79100],[80127],[94409],[100027],[100137],[111563],[117476],[117586],[123876],[124077],[136856],[136966],[142604],[143362],[143563],[150467],[150888],[151128],[164066],[164824],[165025],[169818],[171364],[172224],[172464],[180018],[180128],[180640],[183299],[193130],[194676],[195536],[195776],[201008],[202108],[202634],[203559],[211016],[211774],[211975],[215598],[215708],[216149],[219105],[225856],[226956],[227482],[228407],[234116],[234288],[235405],[243228],[244774],[245634],[245874],[249604],[249805],[250493],[253375],[260116],[260288],[261405],[268952],[270195],[271565],[278316],[279416],[279942],[280867],[282706],[285112],[285352],[285756],[288736],[288908],[295666],[296909],[298279],[304714],[307299],[308129],[314040],[314212],[315329],[318762],[318892],[321313],[324891],[331670],[334255],[335085],[343156],[343328],[344142],[344272],[350086],[351329],[352699],[354900],[360975],[369870],[370042],[370856],[370986],[378815],[379784],[385594],[388179],[389009],[404815],[405784],[413435],[422330],[422502],[423316],[423446],[427991],[438283],[454913],[455882],[460432],[460562],[485233],[490564],[491508]
   ]
cell #2033 :
  |C| = 175
  W-rep = phi[[3],[2, 1, 1]]+phi[[1],[4, 1, 1]]
  special rep = phi[[3],[2, 1, 1]] , dim = 105
  orbit = [6, 4, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [137009],[164839],[165264],[193145],[195538],[195577],[219120],[225858],[225897],[228370],[228405],[253377],[253416],[260118],[260251],[260286],[262886],[288738],[288871],[288906],[295390],[295664],[295802],[324615],[324889],[325027],[331460],[331657],[359137],[360765],[360962],[367369],[394760],[396225],[429085],
     [61963,215913],[79125,247494],[80170,183614],[94434,272505],[100031,282721],[100180,215751],[101489,216099],[111588,299219],[117480,308144],[117629,180171],[123891,249619],[124079,318764],[124316,250044],[136860,335100],[142608,271580],[143377,211789],[143565,344144],[143802,212214],[150492,353639],[150890,285114],[150929,285153],[151126,354898],[153477,358763],[164070,298294],[165027,370858],[169833,243243],[171366,307301],[172226,245636],[172265,245675],[172462,379782],[180022,389024],[180603,321276],[180638,321311],[183324,393831],[194678,334257],[195774,405782],[201010,278318],[201049,278357],[202110,343158],[202632,343326],[203522,280830],[203557,280865],[211020,352714],[211977,423318],[212723,357498],[215602,428006],[226958,369872],[227480,370040],[234118,314042],[234251,314175],[234286,314210],[235403,378813],[236886,316810],[244776,388181],[245872,455880],[249807,460434],[261403,404813],[268676,349810],[268950,350084],[269088,350222],[270182,413422],[279418,422332],[279940,422500],[285350,490562],[296896,438270],[304504,385384],[304701,385581],[315327,454911],[340655,419829],[351316,485220]
   ]
cell #2034 :
  |C| = 175
  W-rep = phi[[3, 1, 1, 1],[1]]+phi[[3, 1],[1, 1, 1]]
  special rep = phi[[3, 1],[1, 1, 1]] , dim = 105
  orbit = [6, 2, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [214690],[216044],[242589],[248806],[248904],[250343],[277662],[277760],[283849],[284255],[284338],[285960],[313154],[313560],[313643],[319885],[319960],[320482],[345870],[349110],[349185],[349707],[356039],[356053],[381406],[381481],[384659],[384673],[391510],[415969],[415983],[419029],[448496],[448835],[479361],
     [107374,161369],[132234,191822],[146278,208319],[154686,217503],[159591,224093],[159997,224499],[167740,233167],[175396,241920],[184816,251801],[189368,256485],[189938,258455],[192491,268589],[198708,267920],[206541,276553],[206947,276959],[217214,287316],[221932,291993],[222459,293906],[225202,304376],[225300,304474],[231389,303267],[231795,303673],[239466,310409],[240036,312379],[251297,323200],[256196,328004],[259230,340110],[259636,340516],[259719,340599],[265466,337365],[266036,339335],[274392,346413],[274919,348326],[286365,359001],[290350,362788],[291450,372584],[291489,363646],[294690,375824],[294765,375899],[295287,376421],[301106,373127],[301633,375040],[310120,381928],[324557,397595],[326486,398138],[327482,407406],[327557,407481],[330735,410659],[330749,410673],[337076,407928],[345909,416106],[360632,431569],[360707,431644],[362499,432091],[363509,440817],[363523,440831],[366569,443877],[372623,440954],[396101,463736],[396115,463750],[397634,463873],[398398,471808],[398737,472147],[429215,491795],[429857,493144],[430196,493483],[432411,500823],[461542,519160],[462216,520309],[491675,543588]
   ]
cell #2035 :
  |C| = 126
  W-rep = phi[[2],[3, 1, 1]]
  special rep = phi[[2],[3, 1, 1]] , dim = 126
  orbit = [5, 5, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [236708],[247330],[250146],[262708],[271490],[272341],[282631],[282796],[285681],[298204],[299055],[306797],[307248],[308054],[308219],[316632],[318260],[318711],[318817],[333753],[334204],[335010],[335175],[340975],[342846],[343640],[344091],[344197],[352624],[353475],[354418],[354432],[367689],[369560],[370354],[370805],[370911],[376766],[376860],[378520],[379302],[379316],[387677],[388128],[388934],[389099],[393667],[396545],[402766],[402860],[404520],[405302],[405316],[411578],[411674],[411688],[420149],[422020],[422814],[423265],[423371],[427916],[428081],[430665],[430759],[436426],[436522],[436536],[446643],[452864],[452958],[454618],[455400],[455414],[459930],[460381],[460487],[461352],[462905],[463001],[463015],[469955],[477615],[477709],[483376],[483472],[483486],[487640],[490082],[490096],[491433],[499077],[499171],[506067],[506163],[506177],[506771],[513117],[515264],[515278],[518328],[525447],[525543],[525557],[526151],[532342],[532356],[537981],[538075],[540074],[549496],[549510],[555014],[559805],[559901],[559915],[560509],[569886],[579202],[579216],[582205],[595005],[597497],[597511],[610074],[620459]
   ]
cell #2036 :
  |C| = 126
  W-rep = phi[[2],[3, 1, 1]]
  special rep = phi[[2],[3, 1, 1]] , dim = 126
  orbit = [5, 5, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [250226],[282876],[285779],[307340],[308299],[318803],[318915],[334296],[335255],[343291],[344183],[344295],[354443],[354863],[370005],[370897],[371009],[378539],[378951],[379327],[379747],[388220],[389179],[390002],[390414],[394406],[404539],[404951],[405327],[405747],[411597],[411699],[413225],[413961],[414373],[422465],[423357],[423469],[424366],[428161],[428700],[436445],[436547],[438073],[438809],[439221],[444858],[444935],[446323],[447015],[454637],[455049],[455425],[455845],[460473],[460585],[460728],[462924],[463026],[468170],[468247],[469635],[470327],[476035],[476107],[483395],[483497],[485023],[485759],[486171],[487738],[490107],[490527],[492832],[492909],[497497],[497569],[506086],[506188],[506869],[511332],[511409],[512797],[513489],[515289],[517551],[517963],[520028],[520100],[525466],[525568],[526249],[531736],[531813],[532367],[536401],[536473],[539983],[542063],[548890],[548967],[549521],[554386],[554458],[554923],[559824],[559926],[560607],[561637],[569258],[569330],[569795],[574434],[578596],[578673],[579227],[582303],[587051],[594377],[594449],[594914],[597522],[598203],[607798],[609983],[619903]
   ]
cell #2037 :
  |C| = 553
  W-rep = phi[[2, 1],[2, 1, 1]]+phi[[1, 1],[3, 1, 1]]+phi[[2],[2, 2, 1]]+phi[[1],[3, 2, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     91 tau_infinity subcells with 4 member(s)
  subcells = [
     [223726],[258012],[276186],[293065],[293516],[302900],[311936],[327243],[329114],[335861],[338892],[347485],[347936],[360393],[363288],[365042],[367499],[371076],[371611],[374199],[374650],[381167],[383038],[395880],[396355],[398596],[405953],[406096],[406547],[407167],[409038],[415748],[417502],[430055],[431330],[436616],[438828],[439572],[440596],[442350],[448694],[463095],[463515],[468266],[468324],[472006],[492928],[492986],[493342],
     [165213,439431],[191097,522638],[195562,470346],[201636,412853],[223708,495927],[225882,497588],[226484,437701],[228389,499424],[234914,445978],[241195,556996],[253401,520119],[257885,466910],[258052,522696],[260270,524154],[260914,469290],[262905,471044],[267195,571868],[269674,477005],[276168,534831],[278944,484651],[283482,357320],[285846,428767],[288890,544333],[293379,496347],[295561,547733],[295821,497627],[296388,498467],[299806,587535],[302882,551985],[305221,446453],[308905,389785],[311809,510072],[311976,557054],[314838,512452],[318982,460652],[319517,392816],[322053,461187],[324786,565437],[325046,520158],[329349,523052],[331614,524084],[332177,469765],[335267,601558],[335843,570418],[338765,529452],[338932,571926],[340785,419959],[344362,423536],[344897,424071],[347799,535251],[350808,537371],[355069,490733],[355212,426659],[355663,427110],[360919,544263],[371651,587593],[374513,552405],[379953,456051],[380096,456194],[380547,456645],[383273,557410],[386101,512927],[390021,517570],[390765,459136],[409273,572282],[411768,483566],[413980,485778],[414724,486522],[444954,511428],[445012,511486],
     [61928,285828,358247,490876],[79090,318964,390543,515358],[80130,322024,322093,518314],[94399,344344,414502,532436],[99882,354751,424462,540002],[100140,355040,355109,540060],[101438,286145,358328,491327],[111553,371058,439350,549590],[117331,379635,447111,554942],[117589,379924,379993,555000],[123948,319390,390173,457265],[123966,318788,390300,561656],[124265,249993,390624,518173],[136711,405635,470423,569814],[136969,405924,405993,569872],[141839,413092,476591,531832],[143434,344770,414132,478280],[143452,344168,414259,574453],[143751,212163,414583,486381],[150457,423518,486300,579296],[150914,285138,424385,542082],[150943,354882,424565,580208],[150983,355526,424520,487546],[163301,437940,498053,548986],[164896,371484,438980,499742],[164914,370882,439107,587070],[170576,378481,445558,506257],[170594,307325,446199,554477],[172250,245660,447034,513508],[172279,379766,447214,590930],[172319,380410,447169,506677],[179873,455733,513585,594933],[180131,456022,456091,594991],[180622,321295,456947,563492],[180703,390433,391000,515168],[183289,460634,518092,597591],[193888,404481,468870,525637],[193906,334281,469511,569349],[195591,405766,470526,601392],[195631,406410,470481,526057],[201034,278342,476126,536492],[201763,343310,477146,574039],[201803,413167,476649,531890],[203541,280849,477962,538328],[203622,414392,414959,532246],[210251,484890,536957,578692],[211846,423944,485930,538646],[211864,423342,486057,607817],[212742,357517,425083,489300],[215453,490415,542159,610002],[215711,490704,490773,610060],[216139,428749,543340,610606],[226611,370024,498608,586656],[226651,438015,498111,549044],[228470,439240,439807,549400],[234270,314194,504774,558512],[234600,378710,505378,590556],[235051,378970,446213,554516],[236905,316829,447732,514206],[243986,454579,512032,559995],[244004,388205,512673,594468],[245689,455864,513688,618104],[245729,456508,513643,560415],[248081,321119,562121,596987],[249676,392689,517722,563810],[249694,460458,517849,619922],[250238,394418,564278,620387],[250496,461227,518936,620445],[260600,404710,524758,601018],[261051,404970,469525,569388],[268847,349981,530579,577439],[269107,350241,476165,536531],[269439,413379,476807,573969],[273092,354226,574918,608282],[279071,422484,537512,607403],[279111,484965,537015,578750],[280930,486190,486757,579106],[282888,428173,580374,627735],[283464,357302,540606,581691],[285167,490546,542262,627569],[285207,426973,542217,582111],[296153,438227,498269,586586],[304658,385538,504704,558442],[308311,389191,591096,618270],[308887,389767,555546,595537],[314524,454808,559116,617730],[314975,455068,512687,594507],[319557,392856,562179,597045],[321376,459371,517982,597401],[344937,424111,574976,608340],[350573,485177,537173,607333]
   ]
cell #2038 :
  |C| = 140
  W-rep = phi[[3, 1],[1, 1, 1]]+phi[[],[4, 2, 1]]
  special rep = phi[[3, 1],[1, 1, 1]] , dim = 105
  orbit = [6, 2, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     70 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [223822],[258137],[276282],[287300],[293190],[293639],[302996],[312061],[323524],[327988],[329225],[335957],[339017],[347610],[348059],[358944],[359692],[363970],[365102],[371736],[371872],[374324],[374773],[381912],[383149],[395096],[399170],[406221],[406670],[406778],[407912],[409149],[416430],[417562],[432075],[432926],[436741],[439683],[439704],[440240],[441278],[442410],[449268],[463220],[464197],[468435],[468456],[471104],[471171],[472580],[479876],[493097],[493118],[493916],[497687],[497754],[500153],[501338],[520218],[520285],[520824],[524008],[524263],[543651],[544187],[544442],[547679],[564910],[565383],[583135],
     [283578,357416],[285942,358695],[309001,389881],[319642,392941],[319778,393077],[322178,394286],[345022,424196],[345158,424332],[355337,426784],[355786,427233],[355894,427341],[358451,428619],[380221,456319],[380670,456768],[380778,456876],[390876,459247],[390897,459268],[391433,459804],[411893,483691],[414835,486633],[414856,486654],[415392,487190],[425143,489360],[425210,489427],[445123,511597],[445144,511618],[447792,514266],[447859,514333],[457676,516854],[476225,536591],[476292,536658],[478691,539057],[504628,558366],[504883,558621],[530525,577385]
   ]
cell #2039 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[2, 1]]+phi[[1, 1, 1],[3, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [257187],[259868],[288488],[292619],[311111],[323407],[323475],[328422],[328669],[329176],[338067],[347039],[359638],[363853],[363921],[364389],[367050],[373753],[382346],[382593],[383100],[391991],[399116],[400923],[402090],[408346],[408593],[409100],[416313],[416381],[416849],[419510],[426213],[434629],[435554],[435801],[439634],[441161],[441229],[441697],[444358],[449214],[451021],[452188],[458444],[458691],[464080],[464148],[464885],[466005],[466486],[467346],[468386],[472526],[474333],[475500],[481579],[482504],[482751],[488647],[492592],[493048],[493862],[494428],[494578],[495545],[497435],[503041],[503966],[504213],[508047],[509167],[509648],[510508],[519689],[519839],[519966],[521430],[522355],[524037],[527427],[528547],[529028],[529888],[533332],[533482],[534449],[544004],[544216],[544876],[545461],[550486],[550636],[551603],[555788],[556713],[565219],[565795],[565945],[570660],[571585],[575167],[583808],[587784],[598826],
     [170280,377331],[193592,403331],[201497,412098],[222859,433814],[223412,434275],[226345,436946],[233868,313792],[234747,377399],[243690,453429],[257163,465725],[257746,466155],[260747,403399],[269501,342908],[275319,480764],[275872,481225],[278805,483896],[283168,488111],[292656,495291],[293212,434343],[296215,369622],[302033,502226],[302586,502687],[308591,507242],[311087,508887],[311670,509317],[314671,453497],[319251,515688],[331149,523766],[335547,526622],[338043,528267],[338626,528697],[342003,531496],[344631,532766],[347076,534195],[347632,481293],[350635,422082],[355359,488179],[356453,541130],[357006,541591],[365773,547094],[367026,547436],[368717,548650],[371345,549920],[373790,551349],[374346,502755],[377469,554047],[377722,554197],[380243,507310],[385073,558124],[389471,560980],[390827,459198],[391967,562625],[392550,563055],[400899,567758],[402127,568062],[403469,568919],[403722,569069],[406243,526690],[411073,572996],[412219,573710],[412429,531952],[414786,486584],[418233,576800],[419486,577142],[421177,578356],[423805,579626],[426250,581055],[426806,541659],[434413,585236],[434666,585386],[437067,586327],[437277,549106],[443081,589417],[444334,589759],[445074,511548],[445176,554324],[445349,590338],[450997,592877],[452225,593181],[453567,594038],[453820,594188],[456341,561048],[466276,599948],[468488,569196],[468661,600800],[474309,603339],[475537,603643],[475973,536339],[476308,573922],[481363,605983],[481616,606133],[484017,607074],[484227,578812],[495718,611900],[497770,586539],[502825,614450],[503078,614600],[504657,558395],[509438,616660],[511650,594315],[511823,617512],[528818,623336],[534622,625003],[536674,607286],[551776,630120]
   ]
cell #2040 :
  |C| = 553
  W-rep = phi[[2, 1],[2, 1, 1]]+phi[[1, 1],[3, 1, 1]]+phi[[2],[2, 2, 1]]+phi[[1],[3, 2, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     91 tau_infinity subcells with 4 member(s)
  subcells = [
     [223734],[258025],[276194],[287275],[293165],[293525],[295442],[302908],[311949],[323502],[324667],[327963],[329203],[335869],[338905],[347585],[347945],[359703],[363948],[365113],[371084],[371624],[374299],[374659],[381887],[383127],[399181],[405966],[406196],[406556],[407887],[409127],[416408],[417573],[432050],[436716],[438841],[439661],[441256],[442421],[449279],[463195],[464175],[468279],[468413],[472591],[492941],[493075],[493927],
     [111570,439440],[136627,470355],[162558,497597],[164762,499416],[186618,520128],[191101,400705],[193068,524146],[195494,471115],[201518,341695],[219043,544325],[223686,434475],[225454,547704],[225814,497698],[226366,368409],[234796,377426],[241199,450803],[252973,565408],[253333,520229],[257767,400591],[258029,466334],[259895,524055],[260796,403426],[267199,474115],[268728,349862],[269581,412163],[276146,481425],[278826,420869],[283490,357328],[285854,428775],[288515,544234],[293261,434370],[296295,437011],[299810,500576],[302860,502887],[305292,378591],[308913,389793],[311691,450689],[311953,509496],[314720,453524],[318990,460660],[319530,392829],[322066,461200],[329256,466220],[332248,404591],[335271,526365],[335821,526822],[338647,474001],[338909,528876],[344370,423544],[344910,424084],[347681,481320],[350715,483961],[355082,490746],[355312,426759],[355672,427119],[371628,550099],[374395,502782],[379966,456064],[380196,456294],[380556,456654],[383180,509382],[386172,454689],[390034,517583],[390854,459225],[409180,528762],[411868,483666],[413993,485791],[414813,486611],[444967,511441],[445101,511575],
     [61932,215786,285806,490976],[61945,153459,358337,491336],[79094,247367,318942,515458],[79107,183306,390633,518182],[80138,183384,322070,518403],[94403,272378,344322,532536],[94416,150474,414592,486390],[99798,215369,424394,542091],[99886,282288,354550,540015],[100148,213364,355086,540149],[111557,299092,371036,549690],[117247,179789,447043,513517],[117335,307711,379434,554955],[117597,237527,379970,555089],[123814,249542,456939,563484],[123926,318360,319272,457985],[123974,247338,390110,561665],[136715,334667,405434,569827],[136977,263527,405970,569961],[141096,209508,476135,536501],[141843,341809,412320,531845],[143300,211712,477954,538320],[143412,343740,344652,479000],[143460,272349,414069,574462],[150461,353512,423496,579396],[150846,285070,425154,489371],[150956,282644,424405,580200],[150960,354507,355408,488206],[163305,368523,437168,548999],[164874,370454,371366,500462],[164922,299063,438917,587079],[169756,243166,504766,558504],[170554,377531,377743,506357],[170602,236716,445495,554486],[172182,245592,447803,514277],[172292,308067,447054,590922],[172296,379391,380292,507337],[179877,388591,455532,594946],[180139,317451,456068,595080],[180712,318720,390907,515753],[183293,393704,460612,597691],[193866,403531,403743,525737],[193914,262716,468807,569358],[195604,335023,470366,601384],[195608,405391,406292,526717],[200606,277914,530550,577410],[200966,278274,476236,536602],[201776,271503,476534,574031],[201780,412277,412478,531979],[203631,344100,414866,532831],[210255,420983,484118,578705],[211824,422914,423826,539366],[211872,353483,485867,607826],[215457,427573,490214,610015],[215719,358139,490750,610149],[216143,428727,428804,582876],[226624,298217,497996,586648],[226628,437125,437326,549133],[228479,370814,439714,549985],[233895,313819,504675,558413],[234700,306897,504961,590527],[235060,307257,445606,554587],[243964,453629,453841,560095],[244012,316640,511969,594477],[245702,388947,513528,618096],[245706,455489,456390,561075],[248085,321123,458099,517277],[249654,392571,460030,517163],[249702,393675,517659,619931],[250242,394422,460844,564644],[250504,394486,461204,598100],[260700,333853,524341,600989],[261060,334213,468918,569459],[269528,342935,476326,573940],[273096,354230,479114,539480],[279084,352637,536900,607395],[279088,484075,484276,578839],[280939,423274,486664,579691],[282892,428177,487854,582419],[283442,357280,488311,541791],[285180,427929,542102,627561],[285184,426855,490171,541686],[296242,369649,497788,586557],[308315,389195,506985,560723],[308865,389745,507442,561180],[314624,387777,558699,617701],[314984,388137,512080,594578],[319534,392833,515867,563234],[321385,459278,460390,563120],[344914,424088,532945,579805],[350662,422109,536692,607304]
   ]
cell #2041 :
  |C| = 126
  W-rep = phi[[2],[3, 1, 1]]
  special rep = phi[[2],[3, 1, 1]] , dim = 126
  orbit = [5, 5, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [61934],[79096],[80126],[94405],[99960],[100136],[111559],[117409],[117585],[123875],[123993],[136789],[136965],[141917],[143361],[143479],[150463],[150876],[151036],[163379],[164823],[164941],[169817],[170621],[172212],[172372],[179951],[180127],[180628],[183295],[193129],[193933],[195524],[195684],[200996],[201318],[201856],[203547],[210329],[211773],[211891],[215531],[215707],[216145],[219104],[225844],[226166],[226704],[228395],[234012],[234276],[234606],[243227],[244031],[245622],[245782],[249603],[249721],[250492],[253363],[260012],[260276],[260606],[268853],[269408],[271564],[278304],[278626],[279164],[280855],[282705],[285100],[285260],[285755],[288632],[288896],[295567],[296122],[298278],[304627],[307287],[308128],[313936],[314200],[314530],[318750],[318891],[321301],[324792],[331583],[334243],[335084],[343052],[343316],[344130],[344271],[349987],[350542],[352698],[354888],[360888],[369766],[370030],[370844],[370985],[378716],[379772],[385507],[388167],[389008],[404716],[405772],[413348],[422226],[422490],[423304],[423445],[427990],[438196],[454814],[455870],[460420],[460561],[485146],[490552],[491507]
   ]
cell #2042 :
  |C| = 126
  W-rep = phi[[3, 1, 1],[1, 1]]
  special rep = phi[[3, 1, 1],[1, 1]] , dim = 126
  orbit = [6, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [85398],[107203],[119756],[127225],[131830],[132067],[139136],[146107],[154654],[159017],[159559],[161827],[167569],[174992],[175229],[182298],[184744],[189336],[189866],[191244],[192320],[198304],[198541],[205967],[206509],[208777],[214519],[216961],[221860],[223850],[224798],[225035],[230815],[231357],[233625],[239434],[239964],[241342],[242418],[248402],[248639],[250716],[254774],[255884],[255943],[257592],[258207],[259198],[265434],[265964],[267342],[268418],[274320],[276310],[277258],[277495],[283817],[288349],[290318],[291157],[291418],[293093],[294693],[301034],[303024],[303972],[304209],[309808],[309867],[311516],[312131],[313122],[319888],[324264],[324525],[326414],[327271],[327485],[329074],[336764],[336823],[338472],[339087],[340078],[345577],[345838],[347513],[349113],[360421],[360635],[362187],[362246],[363036],[363248],[372291],[372552],[374227],[375827],[381195],[381409],[382998],[394896],[395628],[395840],[397302],[397563],[398382],[407195],[407409],[408998],[415496],[415708],[429059],[429841],[431358],[431572],[440344],[440556],[448480],[461526],[463263],[463475],[471792],[491756],[493128],[519144]
   ]
cell #2043 :
  |C| = 140
  W-rep = phi[[3, 1],[1, 1, 1]]+phi[[],[4, 2, 1]]
  special rep = phi[[3, 1],[1, 1, 1]] , dim = 105
  orbit = [6, 2, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     70 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [160742],[191129],[207692],[217397],[223328],[223756],[232540],[241227],[251694],[256379],[257662],[264226],[267227],[275788],[276216],[287217],[291886],[293107],[299838],[299953],[302502],[302930],[310303],[311586],[323193],[327905],[335463],[335891],[335985],[337259],[338542],[346306],[347527],[358994],[362682],[363639],[368013],[371191],[371261],[371806],[373020],[374241],[381829],[396869],[398031],[402997],[403067],[406124],[406138],[407829],[416099],[430896],[430966],[431992],[436644],[436658],[439532],[440947],[463123],[463137],[463866],[467995],[468284],[491788],[492657],[492946],[497364],[519125],[519895],[543562],
     [214063,285000],[215988,286085],[238226,318150],[248113,321151],[248228,321266],[250270,322342],[273124,354258],[273239,354373],[283084,356922],[283512,357350],[283606,357444],[285876,358629],[308507,389387],[308935,389815],[309029,389909],[319097,392396],[319167,392466],[319712,393011],[341299,420473],[344477,423651],[344547,423721],[345092,424266],[355240,426687],[355254,426701],[376997,453095],[377067,453165],[380124,456222],[380138,456236],[390725,459096],[411796,483594],[411810,483608],[414684,486482],[444683,511157],[444972,511446],[475902,536268]
   ]
cell #2044 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[2, 1]]+phi[[1, 1, 1],[3, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [257290],[292715],[311214],[328350],[328764],[329096],[331596],[338170],[347135],[360901],[363210],[363270],[364326],[367153],[373849],[382274],[382688],[383020],[392094],[395802],[395862],[398539],[401685],[402186],[408274],[408688],[409020],[415670],[415730],[416786],[419613],[426309],[429998],[435345],[435482],[435896],[439554],[440518],[440578],[441634],[444461],[448637],[451783],[452284],[458372],[458786],[463437],[463497],[464813],[466621],[467152],[467283],[468306],[471949],[475095],[475596],[482295],[482432],[482846],[488584],[492520],[492968],[493285],[494473],[494515],[496095],[497471],[503757],[503894],[504308],[507975],[509783],[510314],[510445],[519734],[519776],[520002],[521466],[522838],[524068],[527355],[529163],[529694],[529825],[533377],[533419],[534999],[544040],[544247],[544804],[545492],[550531],[550573],[552153],[555824],[557196],[565250],[565840],[565882],[570696],[572068],[575198],[583844],[587815],[598857],
     [170387,445900],[193699,469212],[201604,476948],[222959,546082],[223519,496269],[226452,498410],[234842,445960],[243797,512374],[257270,522230],[257853,522995],[260842,469272],[269421,413361],[275419,575788],[275979,535173],[278912,537314],[283275,487468],[292763,546124],[293307,496329],[296135,438209],[302133,588405],[302693,552327],[304640,385520],[308698,506599],[311194,556588],[311777,557353],[314766,512434],[319358,515111],[331249,600306],[335654,525979],[338150,571460],[338733,572225],[342769,531424],[344738,532189],[347183,575830],[347727,535233],[350555,485159],[355454,487528],[356553,609152],[357113,582033],[366559,612046],[367133,585723],[369483,548578],[371452,549343],[373897,588447],[374441,552387],[378188,554092],[378449,554134],[380338,506659],[385173,617018],[389578,560337],[390747,459118],[392074,596579],[392657,597344],[401665,567686],[402234,600348],[404188,568964],[404449,569006],[406338,526039],[411173,623694],[412881,573746],[413095,531872],[414706,486504],[419019,625149],[419593,606470],[421943,578284],[423912,579049],[426357,609194],[426901,582093],[435132,585281],[435393,585323],[437729,586363],[437943,549026],[443867,630266],[444441,614937],[444994,511468],[445726,554360],[445938,590369],[451763,592805],[452332,617060],[454286,594083],[454547,594125],[456436,560397],[466938,599984],[469038,569232],[469250,600831],[475075,603267],[475644,623736],[476009,536375],[476791,573953],[482082,606028],[482343,606070],[484679,607110],[484893,578732],[496307,611931],[498253,586570],[503544,614495],[503805,614537],[504688,558426],[510100,616696],[512200,594351],[512412,617543],[529480,623372],[535211,625034],[537157,607317],[552365,630151]
   ]
cell #2045 :
  |C| = 126
  W-rep = phi[[2],[3, 1, 1]]
  special rep = phi[[2],[3, 1, 1]] , dim = 126
  orbit = [5, 5, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [183383],[213363],[215774],[236715],[237526],[247337],[247355],[262715],[263526],[271491],[272348],[272366],[282184],[282632],[298205],[299062],[299080],[306798],[307247],[307607],[308055],[316639],[317450],[318261],[318710],[333754],[334203],[334563],[335011],[340976],[341085],[342845],[343641],[344090],[352625],[353482],[353500],[354417],[358138],[367690],[367799],[369559],[370355],[370804],[376765],[376861],[378513],[379301],[387678],[388127],[388487],[388935],[393674],[393692],[394485],[396546],[396655],[402765],[402861],[404513],[405301],[411571],[411673],[420150],[420259],[422019],[422815],[423264],[427469],[427917],[428792],[430664],[430760],[436419],[436521],[446644],[446753],[452863],[452959],[454611],[455399],[457375],[459931],[460380],[460740],[462898],[463000],[469956],[470065],[477614],[477710],[478390],[483369],[483471],[487641],[487750],[490081],[499076],[499172],[499852],[506060],[506162],[506772],[506881],[513118],[513227],[515263],[525440],[525542],[526152],[526261],[532341],[537980],[538076],[538756],[549495],[559798],[559900],[560510],[560619],[563920],[579201],[582206],[582315],[597496],[598215]
   ]
cell #2046 :
  |C| = 553
  W-rep = phi[[2, 1],[2, 1, 1]]+phi[[1, 1],[3, 1, 1]]+phi[[2],[2, 2, 1]]+phi[[1],[3, 2, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     91 tau_infinity subcells with 4 member(s)
  subcells = [
     [223733],[258013],[276193],[293066],[293515],[302907],[311937],[327244],[329113],[335868],[338893],[347486],[347935],[360394],[363287],[365035],[367492],[371083],[371612],[374200],[374649],[381168],[383037],[395879],[396348],[398589],[405954],[406097],[406546],[407168],[409037],[415747],[417495],[430048],[431331],[436617],[438829],[439571],[440595],[442343],[448687],[463096],[463514],[468267],[468323],[471999],[492929],[492985],[493335],
     [165214,439430],[191102,522639],[195563,470345],[201530,412854],[223698,495928],[225883,497587],[226378,437702],[228390,499419],[234807,445977],[241200,556997],[253402,520118],[257779,466911],[258040,522695],[260271,524149],[260807,469289],[262904,471037],[267200,571869],[269575,476998],[276158,534832],[278838,484652],[283489,357327],[285853,428774],[288891,544328],[293272,496346],[295562,547707],[295820,497620],[296289,498460],[299811,587536],[302872,551986],[305214,446446],[308912,389792],[311703,510073],[311964,557053],[314731,512451],[318989,460659],[319518,392817],[322054,461188],[324787,565411],[325045,520151],[329250,523045],[331613,524049],[332170,469758],[335272,601559],[335833,570419],[338659,529453],[338920,571925],[340778,419952],[344369,423543],[344898,424072],[347692,535250],[350709,537364],[355070,490734],[355213,426660],[355662,427109],[360918,544228],[371639,587592],[374406,552404],[379954,456052],[380097,456195],[380546,456644],[383174,557403],[386094,512920],[390022,517571],[390764,459135],[409174,572275],[411769,483567],[413981,485779],[414723,486521],[444955,511429],[445011,511485],
     [61933,285818,358248,490877],[79095,318954,390544,515359],[80137,322025,322081,518313],[94404,344334,414503,532437],[99887,354649,424463,540003],[100147,355041,355097,540059],[101439,286146,358327,491326],[111558,371048,439351,549591],[117336,379533,447112,554943],[117596,379925,379981,554999],[123938,319284,390174,457266],[123973,318789,390201,561655],[124266,249994,390623,518172],[136716,405533,470424,569815],[136976,405925,405981,569871],[141844,412419,476592,531833],[143424,344664,414133,478281],[143459,344169,414160,574452],[143752,212164,414582,486380],[150462,423508,486301,579297],[150915,285139,424384,542081],[150944,354883,424480,580203],[150971,355419,424519,487545],[163306,437267,498054,548987],[164886,371378,438981,499743],[164921,370883,439008,587069],[170566,377755,445559,506258],[170601,307326,445586,554476],[172251,245661,447033,513507],[172280,379767,447129,590925],[172307,380303,447168,506676],[179878,455631,513586,594934],[180138,456023,456079,594990],[180623,321296,456942,563487],[180702,390432,390901,515161],[183294,460624,518093,597592],[193878,403755,468871,525638],[193913,334282,468898,569348],[195592,405767,470441,601387],[195619,406303,470480,526056],[201035,278343,476125,536491],[201764,343311,476609,574034],[201791,412489,476648,531889],[203542,280850,477957,538323],[203621,414391,414860,532239],[210256,484217,536958,578693],[211836,423838,485931,538647],[211871,423343,485958,607816],[212741,357516,425076,489293],[215458,490313,542160,610003],[215718,490705,490761,610059],[216144,428739,543341,610607],[226612,370025,498071,586651],[226639,437337,498110,549043],[228469,439239,439708,549393],[234271,314195,504769,558507],[234601,378711,504964,590530],[235050,378969,445600,554509],[236904,316828,447725,514199],[243976,453853,512033,559996],[244011,388206,512060,594467],[245690,455865,513603,618099],[245717,456401,513642,560414],[248086,321124,562122,596988],[249666,392583,517723,563811],[249701,460459,517750,619921],[250243,394423,564279,620388],[250503,461215,518937,620444],[260601,404711,524344,600992],[261050,404969,468912,569381],[268848,349982,530553,577413],[269106,350240,476158,536524],[269438,413378,476320,573934],[273097,354231,574919,608283],[279072,422485,536975,607398],[279099,484287,537014,578749],[280929,486189,486658,579099],[282893,428178,580375,627736],[283454,357292,540607,581692],[285168,490547,542177,627564],[285195,426866,542216,582110],[296152,438226,497782,586551],[304657,385537,504669,558407],[308316,389196,591097,618271],[308877,389757,555547,595538],[314525,454809,558702,617704],[314974,455067,512074,594500],[319545,392844,562178,597044],[321375,459272,517981,597394],[344925,424099,574975,608339],[350572,485176,536686,607298]
   ]
cell #2047 :
  |C| = 126
  W-rep = phi[[2],[3, 1, 1]]
  special rep = phi[[2],[3, 1, 1]] , dim = 126
  orbit = [5, 5, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [61941],[79103],[80128],[94412],[100084],[100138],[111566],[117533],[117587],[123877],[124152],[136913],[136967],[143232],[143363],[143638],[150470],[150900],[151211],[164694],[164825],[165100],[169819],[172059],[172236],[172547],[180075],[180129],[180651],[183302],[193131],[195371],[195548],[195859],[201020],[202874],[203376],[203570],[211644],[211775],[212050],[215655],[215709],[216152],[219106],[225868],[227722],[228224],[228418],[234223],[234299],[236194],[243229],[245469],[245646],[245957],[249605],[249880],[250494],[253387],[260223],[260299],[262194],[269055],[270982],[271566],[278328],[280182],[280684],[280878],[282707],[285124],[285435],[285757],[288843],[288919],[295769],[297696],[298280],[304801],[307311],[308130],[314147],[314223],[316118],[318774],[318893],[321324],[324994],[331757],[334267],[335086],[343263],[343339],[344154],[344273],[350189],[352116],[352700],[354911],[361062],[369977],[370053],[370868],[370987],[378918],[379795],[385681],[388191],[389010],[404918],[405795],[413522],[422437],[422513],[423328],[423447],[427992],[438370],[455016],[455893],[460444],[460563],[485320],[490575],[491509]
   ]
cell #2048 :
  |C| = 175
  W-rep = phi[[3],[2, 1, 1]]+phi[[1],[4, 1, 1]]
  special rep = phi[[3],[2, 1, 1]] , dim = 105
  orbit = [6, 4, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [136968],[164826],[165211],[193023],[193132],[195559],[195560],[218998],[219107],[225764],[225879],[225880],[228368],[228429],[253283],[253398],[253399],[260143],[260249],[260310],[262888],[288763],[288869],[288930],[295378],[295388],[295804],[324603],[324613],[325029],[331462],[359125],[359135],[360767],[394762],
     [61943,285758],[79105,318894],[80129,250495],[93962,271567],[94414,344274],[100131,282708],[100139,215710],[101436,286143],[111116,298281],[111568,370988],[117038,307322],[117580,308131],[117588,180130],[123878,249606],[124217,318785],[124263,249991],[136418,334278],[136960,335087],[142741,271458],[143115,343350],[143364,211776],[143703,344165],[143749,212161],[150020,352701],[150472,423448],[150911,285135],[150912,285136],[151285,354922],[164203,298172],[164577,370064],[165165,370879],[169711,243121],[169820,243230],[171561,307207],[172247,245657],[172248,245658],[172621,379806],[179580,388202],[180122,389011],[180601,321274],[180662,321335],[183304,460564],[194873,334163],[195933,405806],[200916,278224],[201031,278339],[201032,278340],[202794,343183],[203520,280828],[203581,280889],[211153,352592],[211527,422524],[212115,423339],[212725,357500],[215702,427993],[216154,491510],[227642,369897],[234143,314067],[234249,314173],[234310,314234],[236888,316812],[244971,388087],[246031,455904],[249945,460455],[268664,349798],[268674,349808],[269090,350224],[280102,422357],[285509,490586],[304506,385386]
   ]
cell #2049 :
  |C| = 175
  W-rep = phi[[3],[2, 1, 1]]+phi[[1],[4, 1, 1]]
  special rep = phi[[3],[2, 1, 1]] , dim = 105
  orbit = [6, 4, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [137427],[165467],[165757],[193321],[196231],[196283],[219296],[226037],[226089],[229149],[229163],[253556],[253608],[259939],[260459],[260473],[263714],[288559],[289079],[289093],[295411],[295497],[296010],[324636],[324722],[325235],[331477],[331498],[359158],[360782],[360803],[367362],[394777],[396218],[429078],
     [80200,126026],[100598,152882],[101530,153443],[101538,153387],[118047,180589],[124519,182612],[124809,182902],[124817,181880],[144005,212417],[144295,212707],[144303,204799],[151583,214870],[151635,214922],[151723,213925],[153451,216084],[165765,229647],[170009,243419],[172919,246329],[172971,246381],[173059,238088],[181382,249017],[181396,249031],[181506,247950],[182910,249515],[196371,264088],[201189,278497],[201241,278549],[202029,271756],[204301,281609],[204315,281623],[204425,272961],[212715,282107],[213551,284488],[213675,283333],[215010,284862],[226877,298470],[229273,299675],[233939,313863],[234459,314383],[234473,314397],[235283,307480],[237714,317638],[237838,308756],[246469,318012],[249141,320988],[261283,334436],[263838,335712],[268697,349831],[268783,349917],[269296,350430],[269572,342979],[270106,343513],[279337,352890],[281733,354095],[284612,357171],[296286,369693],[296820,370227],[304521,385401],[304542,385422],[305347,378646],[315207,388360],[317762,389636],[332303,404646],[340648,419822],[341385,413263],[350706,422153],[351240,422687],[368099,438111],[386227,454744],[420559,485061]
   ]
cell #2050 :
  |C| = 175
  W-rep = phi[[3],[2, 1, 1]]+phi[[1],[4, 1, 1]]
  special rep = phi[[3],[2, 1, 1]] , dim = 105
  orbit = [6, 4, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [229632],[263814],[264248],[296110],[299401],[299432],[325335],[332117],[332148],[335385],[335429],[361422],[361453],[367728],[367935],[367979],[371193],[396584],[396791],[396835],[402518],[402796],[402999],[430417],[430695],[430898],[436226],[436406],[461588],[462705],[462885],[467982],[491712],[492644],[519112],
     [125980,250304],[151996,283640],[153372,216069],[173332,309063],[181721,319509],[181865,249500],[183485,250407],[183598,322376],[196644,336019],[204640,344889],[204784,282092],[213651,284588],[213865,355621],[214085,285022],[215283,357478],[229488,371603],[236884,379259],[237814,317738],[238028,380505],[238248,318172],[246742,389943],[247676,320714],[247707,320745],[247927,391149],[249356,392808],[262884,405259],[264028,406505],[269396,350530],[271696,413882],[272687,353821],[272718,353852],[272938,415108],[281948,424063],[283006,356844],[283050,356888],[284802,427068],[298410,438730],[299652,439956],[305161,386041],[305192,386072],[306836,446682],[307457,446933],[308429,389309],[308473,389353],[316808,455357],[317952,456603],[319099,392398],[320965,459520],[333792,469994],[334413,470245],[341014,420188],[341221,420395],[341265,420439],[342876,477645],[344479,423653],[352830,485680],[354072,486906],[369590,499107],[376518,452616],[376796,452894],[376999,453097],[378500,506047],[387716,513156],[388337,513407],[404500,525427],[411378,483176],[411558,483356],[422050,538011],[444670,511144],[454598,559785]
   ]
cell #2051 :
  |C| = 140
  W-rep = phi[[3, 1],[1, 1, 1]]+phi[[],[4, 2, 1]]
  special rep = phi[[3, 1],[1, 1, 1]] , dim = 105
  orbit = [6, 2, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     70 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [160679],[191046],[207629],[217386],[223317],[223664],[229650],[232477],[241144],[251682],[256368],[257650],[264163],[264255],[267144],[275777],[276124],[287216],[291874],[293106],[299439],[299755],[299912],[302491],[302838],[310292],[311574],[323192],[327904],[332155],[335452],[335474],[335799],[337248],[338530],[346294],[347526],[358993],[361460],[362671],[363638],[368002],[368024],[371197],[371249],[373008],[374240],[381828],[396858],[396880],[398019],[403003],[403055],[406137],[407828],[416098],[430902],[430954],[431991],[436230],[436657],[440946],[462709],[463136],[463865],[467994],[491716],[491787],[492656],[519124],
     [153390,216087],[181883,249518],[183492,250414],[204802,282110],[214000,284937],[214092,285029],[215947,286044],[238163,318087],[238255,318179],[247714,320752],[248030,321068],[248187,321225],[272725,353859],[273041,354175],[273198,354332],[283073,356911],[283095,356933],[283420,357258],[305199,386079],[308496,389376],[308518,389398],[308843,389723],[319103,392402],[319155,392454],[341288,420462],[341310,420484],[344483,423657],[344535,423709],[355253,426700],[377003,453101],[377055,453153],[380137,456235],[411382,483180],[411809,483607],[444682,511156]
   ]
cell #2052 :
  |C| = 126
  W-rep = phi[[2],[3, 1, 1]]
  special rep = phi[[2],[3, 1, 1]] , dim = 126
  orbit = [5, 5, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [183506],[214106],[215932],[238269],[248002],[248172],[250428],[264269],[273013],[273183],[282985],[283319],[285043],[286029],[299727],[299897],[307532],[308408],[308742],[318193],[319049],[319409],[321040],[321210],[322007],[334488],[335364],[335698],[341200],[343499],[344429],[344789],[354147],[354317],[355023],[355196],[356823],[357157],[367914],[370213],[371143],[371503],[376949],[378560],[379159],[379907],[380080],[388412],[389288],[389622],[390398],[392348],[392708],[396770],[402949],[404560],[405159],[405907],[406080],[411618],[411752],[413242],[414357],[420374],[422673],[423603],[423963],[424703],[426643],[430848],[436466],[436600],[438090],[439205],[444875],[446316],[446868],[447352],[453047],[454658],[455257],[456005],[456178],[457249],[462945],[463079],[468187],[469628],[470180],[470664],[476028],[477798],[478264],[483416],[483550],[485040],[486155],[490687],[492849],[497490],[499260],[499726],[506107],[506241],[511349],[512790],[513342],[513826],[517947],[518919],[520021],[525487],[525621],[531753],[536394],[538164],[538630],[542400],[548907],[554379],[559845],[559979],[563794],[569251],[578613],[594370]
   ]
cell #2053 :
  |C| = 126
  W-rep = phi[[2],[3, 1, 1]]
  special rep = phi[[2],[3, 1, 1]] , dim = 126
  orbit = [5, 5, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [285918],[319754],[322150],[345134],[355652],[355866],[358671],[371848],[380536],[380750],[390789],[391105],[393053],[394258],[406536],[406750],[413913],[414748],[415064],[424308],[425093],[425412],[427099],[427313],[428234],[438761],[439596],[439912],[445036],[446889],[447742],[448061],[456634],[456848],[457454],[457630],[459160],[459476],[468348],[470201],[471054],[471373],[476175],[477367],[477848],[478469],[478645],[485711],[486546],[486862],[487570],[489310],[489629],[493010],[497637],[498829],[499310],[499931],[500107],[504750],[504837],[505867],[506701],[511510],[513363],[514216],[514535],[515178],[516808],[520168],[524130],[524217],[525247],[526081],[530616],[531548],[531914],[532256],[536541],[537733],[538214],[538835],[539011],[539899],[544309],[544396],[547770],[548702],[549068],[549410],[553470],[554526],[554839],[558488],[558575],[559605],[560439],[563999],[565474],[568342],[569398],[569711],[574015],[574102],[577476],[578408],[578774],[579116],[582135],[582965],[583544],[586632],[586719],[590593],[593461],[594517],[594830],[597411],[601055],[604291],[607379],[607466],[609899],[612758],[617767],[625861]
   ]
cell #2054 :
  |C| = 553
  W-rep = phi[[2, 1],[2, 1, 1]]+phi[[1, 1],[3, 1, 1]]+phi[[2],[2, 2, 1]]+phi[[1],[3, 2, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     91 tau_infinity subcells with 4 member(s)
  subcells = [
     [223739],[258014],[276199],[293067],[293514],[299942],[302913],[311938],[327245],[329112],[335874],[335970],[338894],[347487],[347934],[360395],[363286],[365034],[367491],[371176],[371613],[374201],[374648],[381169],[383036],[395878],[396347],[398588],[402982],[406098],[406545],[407169],[409036],[415746],[417494],[430047],[430881],[431332],[436618],[439570],[440594],[442342],[448686],[463097],[463513],[468322],[471998],[492984],[493334],
     [165259,371798],[191106,466461],[195572,406116],[201519,412855],[215977,286074],[223687,495929],[225892,436636],[226367,437703],[228391,439550],[234795,445976],[241204,509623],[248217,321255],[250255,322327],[253411,463115],[257768,466912],[258028,522694],[260272,468302],[260795,469288],[262903,471036],[264277,570540],[267204,529003],[269574,476997],[273228,354362],[276147,534833],[278827,484653],[283495,357333],[283591,357429],[288892,492964],[293260,496345],[295563,497431],[295819,497619],[296288,498459],[299815,550226],[302861,551987],[305213,446445],[308918,389798],[309014,389894],[311692,510074],[311952,557052],[314719,512450],[319082,392381],[319519,392818],[324788,519962],[325044,520150],[329249,523044],[331612,524048],[332169,469757],[335822,570420],[338648,529454],[338908,571924],[340777,419951],[344462,423636],[344899,424073],[347680,535249],[350708,537363],[355214,426661],[355661,427108],[360917,544227],[371627,587591],[374394,552403],[376982,453080],[380098,456196],[380545,456643],[383173,557402],[386093,512919],[390763,459134],[409173,572274],[411770,483568],[414722,486520],[445010,511484],
     [61958,215963,285716,358282],[79120,248203,318852,390578],[80171,250141,250281,393898],[94429,273214,344232,414537],[99891,283207,354634,424736],[100181,282791,283617,424908],[101484,216094,285868,358621],[111583,299928,370946,439385],[117340,308630,379518,447385],[117630,308214,309040,447557],[123927,319273,390175,457267],[123979,318798,319295,457285],[124311,250039,319704,393003],[136720,335586,405518,470697],[137010,335170,335996,470869],[141848,342042,412404,477831],[143413,344653,414134,478282],[143465,344178,344675,478300],[143797,212209,345084,424258],[150487,354348,423406,486335],[150924,285148,355232,426679],[150945,354884,355355,487524],[150959,355407,424518,487544],[153472,286060,491468,543375],[163310,368756,437252,499293],[164875,371367,438982,499744],[164927,370892,371389,499762],[170555,377744,445560,506259],[170607,307335,377766,506277],[172260,245670,380116,456214],[172281,379768,380239,506655],[172295,380291,447167,506675],[179882,389510,455616,513859],[180172,389094,389920,514031],[180624,321297,390743,459114],[180701,390431,390900,515160],[183319,321241,460522,518127],[183514,250436,518530,564552],[183615,322353,461347,564724],[193867,403744,468872,525639],[193919,334291,403766,525657],[195593,405768,406239,526035],[195607,406291,470479,526055],[201044,278352,411788,483586],[201765,343312,412425,531868],[201779,412477,476647,531888],[203543,280851,414702,486500],[203620,414390,414859,532238],[210260,421216,484202,538197],[211825,423827,485932,538648],[211877,423352,423849,538666],[212740,357515,425075,489292],[214114,285051,540728,581813],[215462,357045,490298,542433],[215752,357455,428076,542605],[226613,370026,437273,549022],[226627,437325,498109,549042],[228468,439238,439707,549392],[234272,314196,444990,511464],[234602,378712,445172,554320],[235049,378968,445599,554508],[236903,316827,447724,514198],[238277,318201,555668,595659],[243965,453842,512034,559997],[244017,388215,453864,560015],[245691,455866,456337,560393],[245705,456389,513641,560413],[248090,321128,515994,563361],[249655,392572,517724,563812],[249707,392594,460468,563830],[260602,404712,468484,569192],[261049,404968,468911,569380],[268849,349983,475969,536335],[269105,350239,476157,536523],[269437,413377,476319,573933],[273101,354235,533072,579932],[279073,422486,484223,578728],[279087,484275,537013,578748],[280928,486188,486657,579098],[283443,357281,540608,581693],[285169,426802,490548,582089],[285183,426854,542215,582109],[296151,438225,497781,586550],[304656,385536,504668,558406],[308866,389746,555548,595539],[314526,454810,511646,594311],[314973,455066,512073,594499],[319533,392832,562177,597043],[321374,459271,517980,597393],[344913,424087,574974,608338],[350571,485175,536685,607297]
   ]
cell #2055 :
  |C| = 126
  W-rep = phi[[2],[3, 1, 1]]
  special rep = phi[[2],[3, 1, 1]] , dim = 126
  orbit = [5, 5, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [61962],[79124],[80163],[94433],[100030],[100173],[111587],[117479],[117622],[123884],[124078],[136859],[137002],[142607],[143370],[143564],[150491],[150889],[151127],[153476],[164069],[164832],[165026],[169826],[171365],[172225],[172463],[180021],[180164],[180639],[183323],[183607],[193138],[194677],[195537],[195775],[201009],[202109],[202633],[203558],[211019],[211782],[211976],[215601],[215744],[215834],[219113],[225857],[226957],[227481],[228406],[234117],[234287],[235404],[243236],[244775],[245635],[245873],[247415],[249612],[249806],[253376],[260117],[260287],[261404],[268951],[270188],[271573],[272426],[278317],[279417],[279941],[280866],[282714],[285113],[285351],[288737],[288907],[295665],[296902],[298287],[299140],[304707],[307300],[308137],[314041],[314211],[315328],[318763],[321312],[324890],[331663],[334256],[335093],[343157],[343327],[344143],[350085],[351322],[352707],[353560],[354899],[360968],[369871],[370041],[370857],[378814],[379783],[385587],[388180],[389017],[393752],[404814],[405783],[413428],[422331],[422501],[423317],[427999],[428852],[438276],[454912],[455881],[460433],[485226],[490563]
   ]
cell #2056 :
  |C| = 175
  W-rep = phi[[3],[2, 1, 1]]+phi[[1],[4, 1, 1]]
  special rep = phi[[3],[2, 1, 1]] , dim = 105
  orbit = [6, 4, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [137003],[164833],[165256],[193139],[195549],[195569],[219114],[225869],[225889],[228369],[228417],[253388],[253408],[260224],[260250],[260298],[262887],[288844],[288870],[288918],[295389],[295768],[295803],[324614],[324993],[325028],[331461],[331750],[359136],[360766],[361055],[367375],[394761],[396231],[429091],
     [61964,215835],[79126,247416],[80164,183608],[94435,272427],[100086,282715],[100174,215745],[101481,216091],[111589,299141],[117535,308138],[117623,180165],[123885,249613],[124153,318775],[124308,250036],[136915,335094],[143234,271574],[143371,211783],[143639,344155],[143794,212206],[150493,353561],[150901,285125],[150921,285145],[151210,354910],[153478,428853],[164696,298288],[165101,370869],[169827,243237],[172060,307312],[172237,245647],[172257,245667],[172546,379794],[180077,389018],[180602,321275],[180650,321323],[183325,393753],[195372,334268],[195858,405794],[201021,278329],[201041,278349],[202875,343264],[203375,343338],[203521,280829],[203569,280877],[211646,352708],[212051,423329],[212724,357499],[215657,428000],[227723,369978],[228223,370052],[234224,314148],[234250,314174],[234298,314222],[236193,378917],[236887,316811],[245470,388192],[245956,455892],[249881,460445],[262193,404917],[268675,349809],[269054,350188],[269089,350223],[270975,413515],[280183,422438],[280683,422512],[285434,490574],[297689,438363],[304505,385385],[304794,385674],[316117,455015],[340661,419835],[352109,485313]
   ]
cell #2057 :
  |C| = 315
  W-rep = phi[[2, 2, 1],[1, 1]]+phi[[2, 1, 1],[2, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [234899],[238391],[260899],[269718],[270288],[292792],[293364],[296432],[297002],[305466],[314823],[328821],[329393],[332422],[347212],[347784],[350852],[351422],[355511],[364758],[365287],[373926],[374498],[380395],[382745],[383317],[386346],[391044],[391614],[402263],[406395],[408745],[409317],[413152],[415003],[417218],[417747],[419133],[425328],[426386],[426958],[435422],[435953],[438000],[439851],[442066],[442595],[446017],[446257],[447977],[448939],[452361],[456493],[458843],[459415],[467209],[467715],[469329],[469569],[471289],[475673],[477049],[477250],[479406],[482372],[482903],[484950],[486801],[489016],[489545],[496386],[496626],[498511],[498712],[503834],[504365],[505423],[505533],[507712],[510371],[510877],[512491],[512731],[514451],[523096],[524803],[524913],[529751],[530257],[531161],[535290],[535530],[537415],[537616],[546812],[548315],[552444],[552684],[557454],[559161],[559271],[572326],[576518],[578021],[589135],
     [132131,328839],[159830,364732],[175293,382763],[184801,323335],[188293,264391],[189923,399699],[190187,399926],[198605,408763],[206780,417192],[217258,359575],[217828,289275],[221917,363781],[222503,433557],[225099,435971],[231628,442040],[240021,449797],[240285,450024],[248703,458861],[251542,323562],[256240,399053],[256810,329963],[258271,467227],[259469,467689],[266021,473109],[266285,473336],[274377,416241],[274963,480507],[277559,482921],[284088,488990],[291734,364008],[293734,496600],[294750,496840],[295014,497067],[301091,441089],[301677,501969],[304273,504383],[310164,449151],[310734,383887],[312195,510389],[313393,510851],[319945,516271],[320209,516498],[326471,464008],[327542,521905],[329153,522908],[329771,523297],[330793,523509],[337120,472463],[337690,409887],[339151,529769],[340349,530231],[346154,416468],[348154,535504],[349170,535744],[349434,535971],[356097,540873],[360692,492195],[362543,493799],[363327,545772],[363567,545859],[365086,546702],[366673,443981],[372868,441316],[374868,552658],[375884,552898],[376148,553125],[381466,556263],[383077,557266],[383695,557655],[384717,557867],[395919,519424],[396159,519511],[397879,464235],[398640,566676],[398841,472251],[400219,567423],[407466,571135],[409077,572138],[409695,572527],[410717,572739],[415787,575478],[416027,575565],[417546,576408],[430099,543794],[430300,493587],[431629,584283],[432456,500868],[432566,584499],[440635,588095],[440875,588182],[442394,589025],[448738,591795],[450317,592542],[462261,520354],[462371,565058],[463554,599137],[463794,599224],[464550,527092],[472050,602257],[473629,603004],[479516,605246],[492257,544541],[493386,611313],[500978,613713],[520464,620954]
   ]
cell #2058 :
  |C| = 140
  W-rep = phi[[3, 1],[1, 1, 1]]+phi[[],[4, 2, 1]]
  special rep = phi[[3, 1],[1, 1, 1]] , dim = 105
  orbit = [6, 2, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     70 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [191177],[223766],[241275],[251704],[257672],[258116],[267275],[276226],[287279],[291896],[293169],[299886],[302940],[311596],[312040],[322622],[323462],[327967],[329163],[335901],[336033],[338552],[338996],[346316],[347589],[359508],[363908],[371271],[371715],[371816],[373030],[374303],[381891],[383087],[398041],[398986],[403077],[406134],[406200],[406757],[407891],[409087],[416368],[430976],[432054],[436654],[436720],[439603],[439621],[441216],[449084],[463133],[463199],[464135],[468355],[468373],[471025],[472396],[493017],[493035],[493732],[497373],[497608],[519234],[519904],[520139],[524001],[543571],[544180],[564903],
     [248161,321199],[250318,322390],[273172,354306],[283522,357360],[283654,357492],[285886,358639],[308945,389825],[309077,389957],[319177,392476],[319621,392920],[319722,393021],[322157,394265],[344557,423731],[345001,424175],[345102,424276],[355250,426697],[355316,426763],[355873,427320],[377077,453175],[380134,456232],[380200,456298],[380757,456855],[390796,459167],[390814,459185],[411806,483604],[411872,483670],[414755,486553],[414773,486571],[425064,489281],[445043,511517],[445061,511535],[447713,514187],[475911,536277],[476146,536512],[504621,558359]
   ]
cell #2059 :
  |C| = 126
  W-rep = phi[[2],[3, 1, 1]]
  special rep = phi[[2],[3, 1, 1]] , dim = 126
  orbit = [5, 5, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [101471],[124298],[125854],[143784],[151278],[151356],[165246],[172614],[172692],[180679],[181001],[195926],[196004],[203443],[203598],[203920],[212196],[212781],[213132],[228291],[228446],[228768],[234327],[236735],[236944],[237295],[246024],[246102],[246793],[250026],[260327],[262735],[262944],[263295],[269146],[271045],[271583],[271804],[280751],[280906],[281228],[285502],[285580],[286178],[288947],[295860],[297759],[298297],[298518],[304864],[304937],[306803],[314251],[316659],[316868],[317219],[321352],[321674],[322466],[325085],[331820],[331893],[333759],[340981],[342815],[343367],[350280],[352179],[352717],[352938],[354939],[357556],[357907],[358304],[361125],[361198],[367695],[369529],[370081],[376735],[379009],[379823],[385744],[385817],[387683],[390472],[390600],[393130],[396551],[402735],[405009],[405823],[413585],[413658],[414431],[414559],[420155],[421989],[422541],[424799],[430634],[438433],[438506],[439279],[439407],[446649],[447448],[452833],[455107],[455921],[469961],[470760],[477584],[485383],[485456],[486229],[486357],[490603],[499046],[513123],[513922],[518021],[518149],[537950],[542496],[543397]
   ]
cell #2060 :
  |C| = 553
  W-rep = phi[[2, 1],[2, 1, 1]]+phi[[1, 1],[3, 1, 1]]+phi[[2],[2, 2, 1]]+phi[[1],[3, 2, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     91 tau_infinity subcells with 4 member(s)
  subcells = [
     [223820],[258124],[276280],[287287],[293177],[293628],[295436],[302994],[312048],[323513],[324661],[327975],[329214],[335955],[339004],[347597],[348048],[359697],[363959],[365107],[371723],[371870],[374311],[374762],[381899],[383138],[399175],[406208],[406659],[406765],[407899],[409138],[416419],[417567],[432062],[436728],[439611],[439672],[441267],[442415],[449273],[463207],[464186],[468363],[468424],[472585],[493025],[493086],[493921],
     [111916,440229],[137101,471088],[162644,497671],[165313,500090],[186704,520202],[193167,524200],[196111,471109],[219142,544379],[225466,547689],[225917,497692],[252985,565393],[253436,520223],[258086,329635],[259906,524028],[268722,349856],[269645,341707],[283576,357414],[285940,358693],[288526,544207],[293555,365531],[296359,368421],[305286,378585],[305417,377437],[308999,389879],[312010,383559],[319629,392928],[319776,393075],[322165,394273],[329320,400603],[329584,400676],[332242,404585],[332373,403437],[338966,409559],[341470,412157],[345009,424183],[345156,424330],[347975,417991],[350779,420881],[355324,426771],[355775,427222],[355881,427328],[365238,434381],[368184,437005],[371685,440093],[374689,442839],[380208,456306],[380659,456757],[380765,456863],[383244,450701],[383508,450774],[386166,454683],[386297,453535],[390804,459175],[390865,459236],[400366,466214],[406027,471002],[406586,471533],[409244,474013],[409508,474086],[411880,483678],[414763,486561],[414824,486622],[417698,481331],[420644,483955],[440042,500547],[442546,502793],[445051,511525],[445112,511586],[450464,509376],[473776,528756],
     [61966,101567,358440,428608],[79453,125559,391422,459793],[80144,125889,393980,460815],[94762,150820,415381,487179],[100154,151391,424990,487825],[100272,152556,425127,489344],[101449,153246,358367,428344],[117603,172727,447639,506956],[117721,180263,447776,514250],[124060,181068,457119,515212],[124276,181168,390663,457564],[124365,182458,457613,516791],[136983,196039,470951,526336],[141182,209594,476209,536575],[143546,203987,478134,532290],[143762,204087,414622,478579],[143851,212263,478628,538994],[151017,212909,424559,487585],[151055,213151,487368,539882],[151463,214750,425148,489365],[165008,228835,499596,549444],[165224,228935,439470,500041],[169855,243265,504820,558558],[170688,236802,505271,554560],[172353,237072,447208,506716],[172391,237314,506499,554822],[172799,246209,447797,514271],[180145,246137,514113,560694],[180742,246907,390971,457997],[180815,247171,457760,515747],[194000,262802,524651,569432],[195665,263072,470520,526096],[195703,263314,525879,569694],[200618,277926,530535,577395],[201069,278377,476230,536596],[201837,269960,476688,531929],[201875,271602,530999,574085],[203661,271918,414930,479012],[203734,272182,478775,532825],[211958,281295,538500,579150],[212174,281395,486420,538945],[212858,282259,425279,488217],[215725,285615,542687,582390],[226685,296674,498150,549083],[226723,298316,548153,586702],[228509,298632,439778,500474],[228582,298896,500237,549979],[233906,313830,504648,558386],[234712,306909,553645,590512],[235090,305710,445670,506369],[235163,307360,505292,554581],[237021,307682,447928,507348],[244098,316726,559009,594551],[245763,316996,513682,560454],[245801,317238,560237,594813],[249788,321741,563664,597445],[250004,321841,518212,564109],[250510,322501,518784,564615],[260712,333865,568517,600974],[261090,332666,468982,525749],[261163,334316,524672,569453],[263021,334638,471240,526728],[269539,342946,530827,573913],[269909,341780,476749,531990],[279145,351094,537054,578789],[279183,352736,577859,607449],[280969,353052,486728,539378],[281042,353316,539141,579685],[285241,357684,542256,582150],[285279,357926,581933,609882],[286156,358793,491366,543269],[296253,369660,547981,586530],[296623,368494,498211,549144],[314636,387789,593636,617686],[315014,386590,512144,560107],[315087,388240,559030,594572],[316945,388562,514402,561086],[319591,391286,392890,459657],[321415,393244,459342,517175],[321488,393508,516938,563114],[322127,394031,461261,518835],[344971,415245,424145,487043],[350673,422120,577687,607277],[351043,420954,537115,578850],[355143,425041,490807,542738],[355702,425572,427149,489789],[357633,427544,489496,541697],[380027,447690,456125,514164],[380586,448221,456684,514695],[391235,458070,459606,517248],[415194,479085,486992,539451]
   ]
cell #2061 :
  |C| = 55
  W-rep = phi[[4, 1, 1, 1],[]]+phi[[4],[1, 1, 1]]
  special rep = phi[[4],[1, 1, 1]] , dim = 35
  orbit = [8, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 1
  number of tau_infinity subcells = 35
     15 tau_infinity subcells with 1 member(s)
     20 tau_infinity subcells with 2 member(s)
  subcells = [
     [101561],[125228],[147759],[152249],[176911],[182088],[206349],[208567],[214321],[239787],[242220],[274105],[274726],[309903],[345888],
     [108855,169221],[127607,255156],[133749,200223],[155007,290671],[159399,231197],[161617,233415],[184529,326199],[185150,326820],[189689,265787],[192122,268220],[216414,359335],[216997,362282],[221645,300819],[222266,301440],[250752,394932],[251276,397613],[255979,336859],[286344,429194],[291468,372602],[322563,461457]
   ]
cell #2062 :
  |C| = 140
  W-rep = phi[[3, 2, 1, 1],[]]+phi[[3],[2, 1, 1]]
  special rep = phi[[3],[2, 1, 1]] , dim = 105
  orbit = [6, 4, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     70 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [80219],[100942],[101549],[121121],[125046],[125216],[125886],[147577],[147747],[151388],[152085],[152186],[172724],[174819],[176747],[176848],[180985],[181932],[182078],[196036],[203904],[205499],[206286],[208411],[208557],[213077],[214155],[228752],[236033],[237240],[238931],[239161],[239777],[242054],[246134],[247090],[262033],[263240],[270828],[272101],[273503],[273860],[274095],[281212],[285612],[297542],[298815],[306222],[306579],[309310],[309849],[315957],[317164],[321658],[322498],[333178],[333535],[342271],[345310],[351962],[353235],[357852],[368985],[377921],[387102],[387459],[393427],[403921],[421445],[454019],
     [86763,140501],[103083,220780],[108673,169039],[108843,169209],[127544,255093],[131657,198131],[133585,200059],[133686,200160],[154381,290045],[154997,290661],[158549,230347],[159336,231134],[161461,233259],[161607,233405],[183927,323061],[184519,326189],[185935,254306],[188833,264931],[189063,265161],[189679,265777],[191956,268054],[216404,359325],[216943,362228],[218368,289815],[221043,300217],[221400,300574],[221635,300809],[250698,394878],[252298,325597],[252655,325954],[255386,336266],[255925,336805],[287851,361689],[290890,372024],[323997,397035]
   ]
cell #2063 :
  |C| = 175
  W-rep = phi[[3],[2, 1, 1]]+phi[[1],[4, 1, 1]]
  special rep = phi[[3],[2, 1, 1]] , dim = 105
  orbit = [6, 4, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [165755],[196194],[196621],[226000],[229082],[229134],[253519],[260392],[260444],[263617],[263639],[289012],[289064],[295588],[295913],[295935],[299232],[324813],[325138],[325160],[331475],[331632],[331948],[360780],[360937],[361253],[367386],[367478],[394775],[396242],[396334],[402487],[429102],[430386],[461557],
     [80202,183450],[100600,213430],[101528,153441],[118049,237593],[124593,247254],[124807,182900],[125957,183575],[126028,322444],[137429,263593],[144079,272265],[144293,212705],[151546,214833],[151651,282566],[151973,215260],[152884,358205],[165541,298979],[170769,307443],[172882,246292],[172987,307989],[173309,246719],[180591,317517],[181315,248950],[181367,249002],[181471,318634],[182686,393591],[194081,334399],[196299,334945],[201152,278460],[201957,343432],[204234,281542],[204286,281594],[204390,344014],[212491,353399],[213454,284391],[213476,284413],[214938,427851],[226805,370146],[229238,370728],[234392,314316],[234444,314368],[234627,378737],[235248,379084],[237617,317541],[237639,317563],[244179,388323],[246397,388869],[247507,320545],[249106,460304],[260627,404737],[261248,405084],[268874,350008],[269199,350333],[269221,350355],[269457,413397],[272518,353652],[279265,422606],[281698,423188],[296171,438245],[304519,385399],[304676,385556],[304992,385872],[305200,446432],[314551,454835],[315172,455182],[332156,469744],[340672,419846],[340764,419938],[350591,485195],[376487,452585],[386080,512906]
   ]
cell #2064 :
  |C| = 126
  W-rep = phi[[2],[3, 1, 1]]
  special rep = phi[[2],[3, 1, 1]] , dim = 126
  orbit = [5, 5, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [61977],[79464],[80190],[94773],[100418],[100588],[101578],[111927],[117867],[118037],[124429],[124530],[125570],[126016],[137247],[137417],[141987],[143915],[144016],[150831],[151495],[151641],[152702],[152872],[153278],[163449],[165377],[165478],[169919],[170706],[172831],[172977],[180409],[180579],[181200],[181305],[182522],[182623],[193231],[194018],[196143],[196289],[201101],[201331],[201947],[204119],[204224],[210399],[212327],[212428],[213215],[214782],[214928],[219206],[225949],[226179],[226795],[228967],[229072],[234025],[234382],[234617],[237378],[243329],[244116],[246241],[246387],[247203],[248940],[253468],[260025],[260382],[260617],[263378],[268864],[269403],[271666],[272214],[278409],[278639],[279255],[281427],[281532],[282556],[288645],[289002],[295578],[296117],[298380],[298928],[304622],[307392],[307979],[313949],[314306],[314541],[317302],[321873],[324803],[331578],[334348],[334935],[343065],[343422],[349998],[350537],[352800],[353348],[357990],[358825],[360883],[369779],[370136],[378727],[385502],[388272],[388859],[393540],[404727],[413343],[422239],[422596],[427841],[438191],[454825],[485141]
   ]
cell #2065 :
  |C| = 175
  W-rep = phi[[3],[2, 1, 1]]+phi[[1],[4, 1, 1]]
  special rep = phi[[3],[2, 1, 1]] , dim = 105
  orbit = [6, 4, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [137423],[165383],[165751],[193237],[196144],[196190],[219212],[225950],[225996],[229046],[229071],[253469],[253515],[260026],[260356],[260381],[263610],[288646],[288976],[289001],[295400],[295577],[295906],[324625],[324802],[325131],[331468],[331573],[359147],[360773],[360878],[367365],[394768],[396221],[429081],
     [61978,153338],[79465,181260],[80196,126022],[94774,204179],[100419,213221],[100594,152878],[101524,153437],[101579,286132],[111928,229027],[117868,237384],[118043,180585],[124435,182528],[124531,247204],[124803,182896],[125571,321933],[137248,263384],[141988,271672],[143921,212333],[144017,272215],[144289,212701],[150832,281487],[151496,214783],[151542,214829],[151640,282555],[152703,357996],[163450,298386],[165479,298929],[169925,243335],[170707,307393],[172832,246242],[172878,246288],[172976,307978],[180410,317308],[181279,248914],[181304,248939],[182624,393541],[194019,334349],[196288,334934],[201102,278410],[201148,278456],[201332,343066],[201946,343421],[204198,281506],[204223,281531],[210400,352806],[212429,353349],[213447,284384],[214927,427840],[226180,369780],[226794,370135],[234026,313950],[234356,314280],[234381,314305],[234616,378726],[237610,317534],[244117,388273],[246386,388858],[260616,404726],[268686,349820],[268863,349997],[269192,350326],[269398,413338],[278640,422240],[279254,422595],[296112,438186],[304512,385392],[304617,385497],[314540,454824],[340651,419825],[350532,485136]
   ]
cell #2066 :
  |C| = 315
  W-rep = phi[[2, 2, 1],[1, 1]]+phi[[2, 1, 1],[2, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [170374],[173458],[193686],[201594],[202152],[222950],[223506],[226442],[227000],[234860],[243784],[257257],[257843],[260860],[275410],[275966],[278902],[279460],[283262],[292753],[293325],[302124],[302680],[308685],[311181],[311767],[314784],[319348],[319906],[331240],[335641],[338137],[338723],[342756],[344728],[347173],[347745],[349131],[355472],[356544],[357100],[366550],[367120],[369470],[371442],[373887],[374459],[378088],[378439],[380356],[381427],[385164],[389565],[392061],[392647],[401652],[402224],[404088],[404439],[406356],[411164],[412791],[413113],[415559],[419010],[419580],[421930],[423902],[426347],[426919],[435032],[435383],[437639],[437961],[443858],[444428],[445789],[445867],[448517],[451750],[452322],[454186],[454537],[456454],[466848],[469101],[469179],[475062],[475634],[476828],[481982],[482333],[484589],[484911],[496236],[498290],[503444],[503795],[510010],[512263],[512341],[529390],[535140],[537194],[552294],
     [85330,257283],[107118,292735],[119688,311207],[127212,251487],[130296,196770],[131817,328522],[131977,328782],[139068,338163],[146022,347155],[154644,287081],[155202,219419],[159004,291679],[159549,364479],[161759,367146],[167484,373869],[174979,382446],[175139,382706],[182230,392087],[184762,251747],[189326,327769],[189884,258401],[190517,401678],[192235,402206],[198291,408446],[198451,408706],[205954,346099],[206499,416939],[208709,419606],[214434,426329],[221878,291939],[223079,435365],[224785,435654],[224945,435914],[230802,372813],[231347,441787],[233557,444454],[239424,381693],[239982,312325],[240615,451776],[242333,452304],[248389,458544],[248549,458804],[254761,397824],[255871,465373],[256792,466695],[257417,467170],[259188,467436],[265424,407693],[265982,339281],[266615,475088],[268333,475616],[274338,346359],[275539,482315],[277245,482604],[277405,482864],[283807,488737],[288336,429793],[290308,431856],[291057,494872],[291408,494993],[292303,496158],[294711,375845],[301052,373073],[302253,503777],[303959,504066],[304119,504326],[309795,508535],[310716,509857],[311341,510332],[313112,510598],[324164,462040],[324515,462161],[326432,398084],[327181,521794],[327503,407427],[328317,522875],[336751,527915],[337672,529237],[338297,529712],[340068,529978],[345477,533776],[345828,533897],[346723,535062],[360331,492084],[360653,431590],[362174,545364],[363099,440407],[363177,545739],[372191,550930],[372542,551051],[373437,552216],[381105,556152],[382241,557233],[395691,463326],[395769,519391],[397202,566239],[397553,566360],[398419,471829],[407105,571024],[408241,572105],[415637,575445],[429878,493165],[431268,584172],[440485,588062],[463404,599104]
   ]
cell #2067 :
  |C| = 140
  W-rep = phi[[3, 2, 1, 1],[]]+phi[[3],[2, 1, 1]]
  special rep = phi[[3],[2, 1, 1]] , dim = 105
  orbit = [6, 4, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     70 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [61984],[79736],[80209],[97440],[100677],[100932],[101468],[120856],[121111],[124295],[124834],[124901],[143781],[144966],[147365],[147432],[151203],[152001],[152022],[165243],[172539],[173948],[174015],[176663],[176684],[180922],[181899],[195851],[202709],[203841],[204879],[205415],[205436],[208378],[212193],[213044],[227557],[228689],[235970],[237207],[238341],[238449],[238898],[245949],[250023],[261970],[263207],[270346],[270795],[273247],[273383],[280017],[281149],[285427],[286175],[297060],[297509],[306102],[309162],[315894],[317131],[321595],[333058],[342123],[351480],[351929],[357819],[368837],[386982],[421297],
     [67734,114594],[86498,140236],[86753,140491],[106062,166428],[108461,168827],[108528,168894],[128265,187443],[130786,197260],[130853,197327],[133501,199975],[133522,199996],[155692,219909],[155759,219976],[157929,229727],[158465,230263],[158486,230284],[161428,233226],[185315,253686],[185851,254222],[185872,254243],[188243,264341],[188351,264449],[188800,264898],[216500,286668],[217778,289225],[217886,289333],[218335,289782],[220787,299961],[220923,300097],[250833,322941],[252042,325341],[252178,325477],[255238,336118],[286424,359177],[287703,361541]
   ]
cell #2068 :
  |C| = 55
  W-rep = phi[[4, 1, 1, 1],[]]+phi[[4],[1, 1, 1]]
  special rep = phi[[4],[1, 1, 1]] , dim = 35
  orbit = [8, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 1
  number of tau_infinity subcells = 35
     15 tau_infinity subcells with 1 member(s)
     20 tau_infinity subcells with 2 member(s)
  subcells = [
     [80217],[100940],[121119],[124981],[147512],[152103],[174095],[176765],[181985],[205517],[208464],[238363],[238984],[273302],[309082],
     [86761,140499],[108608,168974],[130933,197407],[133603,200077],[155839,220056],[158567,230365],[161514,233312],[185953,254324],[188265,264363],[188886,264984],[217800,289247],[218421,289868],[220842,300016],[250855,322963],[252097,325396],[255158,336038],[286479,359232],[287623,361461],[322725,394797],[358899,428947]
   ]
cell #2069 :
  |C| = 140
  W-rep = phi[[3, 2, 1, 1],[]]+phi[[3],[2, 1, 1]]
  special rep = phi[[3],[2, 1, 1]] , dim = 105
  orbit = [6, 4, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     70 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [101554],[125221],[125936],[125992],[147752],[151438],[152090],[152460],[172774],[176752],[177122],[180990],[181921],[181980],[196086],[203909],[205504],[208400],[208459],[213066],[214130],[214142],[228757],[236038],[237229],[238920],[238979],[242029],[242041],[246184],[247077],[248231],[250476],[262038],[263229],[270817],[272088],[273405],[273835],[273847],[277087],[281217],[285662],[297531],[298802],[306124],[306566],[309133],[309217],[309637],[315962],[317153],[321663],[333080],[333522],[342178],[345199],[345229],[351951],[353222],[357841],[368892],[377840],[380839],[387004],[387446],[393414],[403840],[421352],[453938],
     [108848,169214],[133590,200064],[133960,200434],[158554,230352],[161450,233248],[161509,233307],[185940,254311],[188822,264920],[188881,264979],[191931,268029],[191943,268041],[218357,289804],[218416,289863],[220945,300119],[221375,300549],[221387,300561],[224627,303801],[252200,325499],[252630,325929],[252642,325941],[255209,336089],[255293,336173],[255713,336593],[287674,361512],[287758,361596],[288178,362016],[290779,371913],[290809,371943],[322776,394848],[323886,396924],[323916,396954],[326915,406839],[359067,429164],[360065,431002],[394680,461602]
   ]
cell #2070 :
  |C| = 140
  W-rep = phi[[3, 2, 1, 1],[]]+phi[[3],[2, 1, 1]]
  special rep = phi[[3],[2, 1, 1]] , dim = 105
  orbit = [6, 4, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     70 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [101557],[125224],[125994],[147755],[152173],[152462],[153331],[176835],[177124],[181253],[181982],[181996],[204172],[205587],[208461],[208475],[213127],[214153],[214223],[229020],[237290],[238981],[238995],[242052],[242122],[247088],[248250],[263290],[270878],[272099],[273313],[273858],[273928],[277106],[281480],[282437],[286125],[297592],[298813],[306577],[307860],[309134],[309228],[309656],[317214],[321926],[333533],[334816],[342189],[342617],[345166],[345281],[352012],[353233],[357902],[368903],[369331],[377892],[380893],[387457],[388740],[393425],[403892],[412579],[421363],[421791],[427722],[437427],[453990],[484377],
     [108851,169217],[133673,200147],[133962,200436],[158637,230435],[161511,233309],[161525,233323],[186023,254394],[188883,264981],[188897,264995],[191954,268052],[192024,268122],[218418,289865],[218432,289879],[220853,300027],[221398,300572],[221468,300642],[224646,303820],[252108,325407],[252653,325952],[252723,326022],[255210,336090],[255304,336184],[255732,336612],[286490,359243],[287675,361513],[287769,361607],[288197,362035],[290746,371880],[290861,371995],[322777,394849],[323853,396891],[323968,397006],[326969,406893],[359034,429131],[360119,431056]
   ]
cell #2071 :
  |C| = 126
  W-rep = phi[[2],[3, 1, 1]]
  special rep = phi[[2],[3, 1, 1]] , dim = 126
  orbit = [5, 5, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [153329],[181251],[183417],[204170],[213125],[213397],[229018],[237288],[237560],[246843],[247065],[263288],[263560],[270876],[271854],[272076],[281478],[282153],[282418],[286123],[297590],[298568],[298790],[304987],[306554],[307576],[307841],[317212],[317484],[318234],[321924],[322411],[331943],[333510],[334532],[334797],[341054],[342094],[342598],[343614],[352010],[352988],[353210],[357900],[358172],[358398],[361248],[367768],[368808],[369312],[370328],[376700],[376834],[377810],[385867],[387434],[388456],[388721],[390694],[393180],[393402],[396624],[402700],[402834],[403810],[411527],[412525],[413708],[414653],[420228],[421268],[421772],[422788],[424849],[427438],[427703],[430599],[430733],[436375],[437373],[438556],[439501],[444778],[446722],[447498],[452798],[452932],[453908],[457344],[459904],[462854],[468090],[470034],[470810],[477549],[477683],[478359],[483325],[484323],[485506],[486451],[487614],[491397],[492752],[499011],[499145],[499821],[506016],[506745],[511252],[513196],[513972],[518243],[525396],[526125],[531656],[537915],[538049],[538725],[542546],[548810],[559754],[560483],[563889],[578516],[582179]
   ]
cell #2072 :
  |C| = 175
  W-rep = phi[[3, 1, 1, 1],[1]]+phi[[3, 1],[1, 1, 1]]
  special rep = phi[[3, 1],[1, 1, 1]] , dim = 105
  orbit = [6, 2, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [248847],[250384],[277703],[284264],[284379],[285969],[313569],[313684],[319969],[320399],[320491],[322249],[349194],[349624],[349716],[356048],[356120],[356665],[381490],[384668],[384740],[385285],[391588],[391608],[415978],[416050],[419107],[419127],[425826],[448913],[448933],[451801],[479372],[479655],[507695],
     [132275,191863],[160006,224508],[175437,241961],[184825,251810],[189947,258464],[190377,258894],[198749,267961],[206956,276968],[217281,287383],[221941,292002],[222526,293973],[225243,304417],[231804,303682],[240045,312388],[240475,312818],[250638,322629],[251536,323556],[256263,328071],[256804,329957],[259645,340525],[259760,340640],[266045,339344],[266475,339774],[274401,346422],[274986,348393],[286985,359515],[291728,364002],[294774,375908],[295204,376338],[295296,376430],[301115,373136],[301700,375107],[310187,381995],[310728,383881],[326495,398147],[327566,407490],[327673,398993],[330744,410668],[330816,410740],[331361,411285],[337143,407995],[337684,409881],[346148,416462],[360716,431653],[362566,432158],[363518,440826],[363590,440898],[366647,443955],[366667,443975],[372862,441310],[381597,449091],[396110,463745],[396182,463817],[397873,464229],[398815,472225],[398835,472245],[401703,475113],[407597,472403],[430274,493561],[430294,493581],[431760,493739],[432422,500834],[432705,501117],[461740,519241],[462227,520320],[462510,520603],[464533,527075],[491686,543599],[492240,544524],[519096,564922]
   ]
cell #2073 :
  |C| = 175
  W-rep = phi[[3, 1, 1, 1],[1]]+phi[[3, 1],[1, 1, 1]]
  special rep = phi[[3, 1],[1, 1, 1]] , dim = 105
  orbit = [6, 2, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [320463],[322313],[349688],[356582],[356729],[358547],[385202],[385349],[391672],[392121],[392229],[394166],[419191],[419640],[419748],[425905],[425964],[426521],[448997],[451880],[451939],[452496],[458397],[458413],[479734],[479793],[482457],[482473],[488556],[508000],[508016],[510417],[533201],[533391],[555686],
     [190441,258958],[222988,294435],[240539,312882],[251600,323620],[256868,330021],[257317,330470],[266539,339838],[275448,348855],[287180,359827],[291792,364066],[292370,365923],[295268,376402],[302162,375569],[310792,383945],[311241,384394],[322616,394607],[323376,395329],[327868,399305],[328391,401019],[331278,411202],[331425,411349],[337748,409945],[338197,410394],[346212,416526],[346790,418383],[359502,429392],[363822,433159],[366731,444039],[367180,444488],[367288,444596],[372926,441374],[373504,443231],[381792,449403],[382315,451117],[397937,464293],[398899,472309],[398980,464972],[401782,475192],[401841,475251],[402398,475808],[407792,472715],[408315,474429],[416282,480109],[430358,493645],[431955,494051],[432784,501196],[432843,501255],[435507,503919],[435523,503935],[441130,501571],[449078,508134],[462589,520682],[462648,520741],[464049,521057],[464838,527380],[464854,527396],[467255,529797],[472390,527514],[492545,544829],[492561,544845],[493726,544963],[494297,550355],[494487,550545],[519228,564973],[519558,565664],[519748,565854],[521328,570558],[543550,583151],[543902,583706],[564890,598357]
   ]
cell #2074 :
  |C| = 175
  W-rep = phi[[3, 1, 1, 1],[1]]+phi[[3, 1],[1, 1, 1]]
  special rep = phi[[3, 1],[1, 1, 1]] , dim = 105
  orbit = [6, 2, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [322308],[356724],[358558],[385344],[392204],[392240],[394179],[419723],[419759],[425996],[426439],[426534],[451971],[452414],[452509],[458479],[458482],[458907],[479825],[482539],[482542],[482967],[488626],[488672],[508082],[508085],[510487],[510533],[516169],[533461],[533507],[535642],[555693],[555896],[575113],
     [257400,330553],[292845,366398],[311324,384477],[323442,395395],[328457,401085],[328885,401513],[331420,411344],[338280,410477],[347265,418858],[359663,429634],[363888,433225],[364414,434836],[367263,444571],[367299,444607],[373979,443706],[382381,451183],[382809,451611],[394599,461472],[395186,461981],[399141,465214],[399597,466636],[401873,475283],[402316,475726],[402411,475821],[408381,474495],[408809,474923],[416348,480175],[416874,481786],[429384,491909],[432875,501287],[433016,494813],[435589,504001],[435592,504004],[436017,504429],[441196,501637],[441722,503248],[449239,508376],[449695,509798],[462680,520773],[464115,521123],[464920,527462],[464923,527465],[464964,521619],[467325,529867],[467371,529913],[472551,527756],[473007,529178],[479966,533717],[492627,544911],[492630,544914],[493887,545205],[494557,550615],[494603,550661],[496738,552796],[501428,550871],[508126,555977],[519818,565924],[519864,565970],[520914,566180],[521335,570565],[521538,570768],[527506,570849],[543909,583713],[544112,583916],[544955,583997],[545407,587730],[564897,598364],[564965,598383],[565165,598772],[583127,610751]
   ]
cell #2075 :
  |C| = 392
  W-rep = phi[[2, 2, 2, 1],[]]+phi[[2, 2, 1, 1],[1]]+phi[[2, 1],[2, 1, 1]]+phi[[2],[2, 2, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     56 tau_infinity subcells with 1 member(s)
     140 tau_infinity subcells with 2 member(s)
     14 tau_infinity subcells with 4 member(s)
  subcells = [
     [258087],[269749],[273340],[284312],[286017],[293567],[296463],[305516],[306059],[312011],[313617],[320407],[320539],[322257],[329424],[329596],[332472],[333015],[338967],[341557],[347987],[349632],[349764],[350883],[356128],[356574],[356673],[365337],[368271],[371686],[374701],[383348],[383520],[384748],[385194],[385293],[386396],[386939],[391596],[391664],[400453],[406028],[406598],[409348],[409520],[416058],[417797],[419115],[419183],[420731],[440054],[442645],[448921],[448989],[450551],[473863],
     [61981,358539],[79733,392221],[80149,393992],[97437,419740],[100159,425002],[100674,425897],[101450,358379],[117608,447651],[120853,451872],[124137,457203],[124277,390675],[124845,458339],[136988,470963],[143623,478218],[143763,414634],[144963,479726],[147376,482399],[151018,424651],[151147,487435],[152014,425921],[160054,224556],[165085,499680],[165225,439482],[171424,505743],[172354,447300],[172483,506566],[173959,507942],[176676,451896],[180150,514125],[180754,391075],[180914,457847],[190385,258902],[194736,525123],[195666,470612],[195795,525946],[201838,477232],[202653,531391],[203673,415034],[203833,478862],[204982,533214],[205428,479750],[207004,277016],[212035,538584],[212175,486432],[212870,425378],[215730,542699],[217289,287391],[220880,300054],[222534,293981],[222980,294427],[226686,498694],[227501,548545],[228521,439882],[228681,500324],[231852,303730],[235102,446288],[235516,553929],[235962,505767],[237033,448027],[238441,507731],[240483,312826],[244834,559481],[245764,513774],[245893,560304],[249865,563748],[250005,518224],[250515,518796],[251592,323612],[252135,325434],[256271,328079],[256860,330013],[259693,340573],[261102,469600],[261516,568801],[261962,525147],[263033,471339],[266483,339782],[269921,477300],[270338,531180],[274994,348401],[275440,348847],[279146,537598],[279961,578251],[280981,486832],[281141,539228],[285242,542348],[285371,582000],[286157,491378],[287137,359784],[291784,364058],[292327,365880],[295212,376346],[295344,376478],[296635,498762],[297052,548334],[301708,375115],[302154,375561],[310195,382003],[310784,383937],[315026,512762],[315440,593920],[315886,559505],[316957,514501],[319592,392891],[321427,459446],[321587,517025],[322128,461262],[327825,399262],[330824,410748],[331270,411194],[331369,411293],[337151,408003],[337740,409937],[344972,424146],[346204,416518],[346747,418340],[351055,537666],[351472,578040],[355144,490808],[355714,427161],[357645,489595],[362574,432166],[363598,440906],[366655,443963],[366723,444031],[372918,441366],[373461,443188],[380028,456126],[380598,456696],[381749,449360],[391247,459618],[396190,463825],[397929,464285],[398823,472233],[398891,472301],[407749,472672],[415206,487004],[430282,493569],[430350,493637],[431912,494008],
     [67731,114591,367280,444588],[86495,140233,401774,475184],[106059,166425,432776,501188],[108472,168838,435449,503861],[128262,187440,462581,520674],[130797,197271,464780,527322],[133514,199988,401798,475208],[155703,219920,492487,544771],[158032,229830,494310,550368],[158478,230276,432800,501212],[185418,253789,519571,565677],[185864,254235,462605,520698],[188343,264441,464569,527111],[217878,289325,492276,544560]
   ]
cell #2076 :
  |C| = 140
  W-rep = phi[[3, 2, 1, 1],[]]+phi[[3],[2, 1, 1]]
  special rep = phi[[3],[2, 1, 1]] , dim = 105
  orbit = [6, 4, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     70 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [61983],[79735],[80151],[80207],[97439],[100161],[100676],[100930],[117610],[120855],[121109],[124139],[124858],[124899],[136990],[143625],[144965],[147389],[147430],[151160],[152009],[152024],[165087],[171426],[172496],[173972],[174013],[176671],[176686],[180152],[180924],[181889],[194738],[195808],[202666],[203843],[204995],[205423],[205438],[208368],[212037],[215732],[227514],[228691],[235529],[235972],[238349],[238451],[238888],[244836],[245906],[249867],[250517],[261529],[261972],[270348],[273293],[273328],[279974],[281151],[285384],[297062],[306047],[309091],[315453],[315896],[321597],[333003],[351482],[386927],
     [67733,114593],[86497,140235],[86751,140489],[106061,166427],[108485,168851],[108526,168892],[128264,187442],[130810,197284],[130851,197325],[133509,199983],[133524,199998],[155716,219933],[155757,219974],[158045,229843],[158473,230271],[158488,230286],[161418,233216],[185431,253802],[185859,254230],[185874,254245],[188251,264349],[188353,264451],[188790,264888],[217786,289233],[217888,289335],[218325,289772],[220833,300007],[220868,300042],[250841,322949],[252088,325387],[252123,325422],[255167,336047],[286470,359223],[287632,361470],[322734,394806]
   ]
cell #2077 :
  |C| = 140
  W-rep = phi[[3, 2, 1, 1],[]]+phi[[3],[2, 1, 1]]
  special rep = phi[[3],[2, 1, 1]] , dim = 105
  orbit = [6, 4, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     70 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [61986],[79738],[80182],[80212],[97442],[100192],[100679],[100935],[117641],[120858],[121114],[124142],[124847],[124904],[137021],[143628],[144968],[147378],[147435],[151149],[152010],[152012],[165090],[171429],[172485],[173961],[174018],[176672],[176674],[180183],[180912],[181888],[183626],[194741],[195797],[202655],[203831],[204984],[205424],[205426],[208367],[212040],[215763],[227503],[228679],[235518],[235960],[238350],[238439],[238887],[244839],[245895],[249870],[261518],[261960],[270336],[273292],[273327],[279963],[281139],[285373],[297050],[306046],[309090],[315442],[315884],[321585],[333002],[351470],[386926],
     [67736,114596],[86500,140238],[86756,140494],[106064,166430],[108474,168840],[108531,168897],[128267,187445],[130799,197273],[130856,197330],[133510,199984],[133512,199986],[155705,219922],[155762,219979],[158034,229832],[158474,230272],[158476,230274],[161417,233215],[185420,253791],[185860,254231],[185862,254233],[188252,264350],[188341,264439],[188789,264887],[217787,289234],[217876,289323],[218324,289771],[220832,300006],[220867,300041],[250842,322950],[252087,325386],[252122,325421],[255166,336046],[286469,359222],[287631,361469],[322733,394805]
   ]
cell #2078 :
  |C| = 140
  W-rep = phi[[3, 2, 1, 1],[]]+phi[[3],[2, 1, 1]]
  special rep = phi[[3],[2, 1, 1]] , dim = 105
  orbit = [6, 4, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     70 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [61987],[79739],[80210],[97443],[100743],[100933],[101469],[120922],[121112],[124296],[124902],[124918],[143782],[145032],[147433],[147449],[151204],[152034],[152093],[165244],[172540],[174016],[174032],[176696],[176755],[180934],[181911],[195852],[202710],[203853],[204891],[205448],[205507],[208390],[212194],[213056],[227558],[228701],[235982],[237219],[238353],[238461],[238910],[245950],[250024],[261982],[263219],[270358],[270807],[273248],[273395],[280018],[281161],[285428],[286176],[297072],[297521],[306114],[309163],[315906],[317143],[321607],[333070],[342124],[351492],[351941],[357831],[368838],[386994],[421298],
     [67737,114597],[86564,140302],[86754,140492],[106128,166494],[108529,168895],[108545,168911],[128331,187509],[130854,197328],[130870,197344],[133534,200008],[133593,200067],[155760,219977],[155776,219993],[157941,229739],[158498,230296],[158557,230355],[161440,233238],[185327,253698],[185884,254255],[185943,254314],[188255,264353],[188363,264461],[188812,264910],[216512,286680],[217790,289237],[217898,289345],[218347,289794],[220788,299962],[220935,300109],[250845,322953],[252043,325342],[252190,325489],[255239,336119],[286425,359178],[287704,361542]
   ]
cell #2079 :
  |C| = 175
  W-rep = phi[[3, 1, 1, 1],[1]]+phi[[3, 1],[1, 1, 1]]
  special rep = phi[[3, 1],[1, 1, 1]] , dim = 105
  orbit = [6, 2, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [250364],[284359],[285986],[313664],[320192],[320508],[322274],[349417],[349733],[356252],[356285],[356690],[384872],[384905],[385310],[391741],[391792],[391816],[416753],[419260],[419311],[419335],[426019],[426029],[449580],[449631],[451994],[452004],[458503],[480300],[480310],[482563],[508158],[508494],[533572],
     [183761,461469],[184684,395248],[190170,329068],[217032,491906],[217143,429507],[221800,433078],[222691,364946],[240268,382992],[251446,461879],[256014,521616],[256125,465087],[256937,399659],[257012,400128],[259740,340620],[266268,408992],[274260,480028],[275151,417406],[291638,494711],[292435,433518],[294997,376131],[295313,376447],[300974,501490],[301865,442254],[309938,555974],[310049,508249],[310861,449757],[310936,450226],[323847,464520],[326354,520976],[328481,465449],[330948,410872],[330981,410905],[331386,411310],[336894,570846],[337005,527629],[337817,473069],[337892,473538],[346058,533615],[346855,480468],[360004,494228],[360055,494279],[362317,583994],[362428,545078],[364293,441601],[366800,444108],[366851,444159],[366875,444183],[372772,550769],[373569,501930],[382405,508611],[394631,564997],[394967,598380],[395520,521248],[395530,521258],[397783,566078],[399482,472892],[399533,472943],[401896,475306],[401906,475316],[408405,527991],[428986,583197],[429416,544987],[429752,545323],[433350,501762],[433360,501772],[435613,504025],[461836,566035],[464996,527538],[465332,527874],[494668,550726]
   ]
cell #2080 :
  |C| = 140
  W-rep = phi[[3, 2, 1, 1],[]]+phi[[3],[2, 1, 1]]
  special rep = phi[[3],[2, 1, 1]] , dim = 105
  orbit = [6, 4, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     70 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [153412],[182419],[183503],[183540],[208898],[214103],[214318],[214711],[238266],[242217],[242610],[247912],[248367],[248432],[250425],[264266],[272923],[274023],[277223],[277288],[283240],[283781],[283782],[285040],[299637],[306742],[308663],[309773],[309838],[313086],[313087],[318190],[319323],[319894],[320950],[333698],[335619],[342734],[344703],[345303],[345802],[345803],[349119],[354057],[357078],[369448],[371417],[377914],[378414],[380890],[380945],[381415],[387622],[389543],[392622],[403914],[404414],[412631],[415502],[415511],[421908],[423877],[437479],[445741],[448472],[454012],[454512],[469053],[484429],[512215],
     [161948,233746],[192119,268217],[192512,268610],[221563,300737],[224763,303937],[224828,304002],[252818,326117],[255849,336729],[255914,336794],[259162,340042],[259163,340043],[288314,362152],[288379,362217],[290883,372017],[291382,372516],[291383,372517],[294699,375833],[323990,397028],[324489,397527],[324490,397528],[326966,406890],[327021,406945],[327491,407415],[360116,431053],[360171,431108],[360641,431578],[363042,440350],[363051,440359],[394731,461653],[395634,463269],[395643,463278],[398374,471784],[429065,491762],[429833,493120],[461518,519136]
   ]
cell #2081 :
  |C| = 126
  W-rep = phi[[2],[3, 1, 1]]
  special rep = phi[[2],[3, 1, 1]] , dim = 126
  orbit = [5, 5, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [215966],[248206],[250276],[273217],[283305],[283612],[286063],[299931],[308728],[309035],[319195],[319322],[321244],[322348],[335684],[335991],[342799],[344575],[344702],[354351],[355291],[355460],[357143],[357450],[358490],[369513],[371289],[371416],[377095],[378413],[380175],[380344],[389608],[389915],[390833],[391472],[392494],[392621],[403095],[404413],[406175],[406344],[411847],[412576],[413101],[414792],[415431],[421973],[423749],[423876],[425508],[426738],[426907],[428658],[430994],[436695],[437424],[437949],[439640],[440279],[444829],[445080],[445732],[448157],[453193],[454511],[456273],[456442],[457964],[459204],[459843],[463174],[468141],[468392],[469044],[471469],[476015],[476783],[477944],[478979],[483645],[484374],[484899],[486590],[487229],[488185],[489725],[492803],[493054],[497477],[498245],[499406],[500441],[504680],[506336],[507316],[511303],[511554],[512206],[514631],[517142],[520008],[524060],[525716],[526696],[531707],[531958],[536381],[537149],[538310],[539345],[541665],[544239],[548861],[549112],[554366],[558418],[560074],[561054],[569238],[573945],[578567],[578818],[586562],[594357],[607309]
   ]
cell #2082 :
  |C| = 427
  W-rep = phi[[2, 2, 1, 1],[1]]+phi[[2, 1, 1, 1],[2]]+phi[[2, 2],[1, 1, 1]]+phi[[2, 1],[2, 1, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     91 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     49 tau_infinity subcells with 4 member(s)
  subcells = [
     [216013],[248873],[250293],[277729],[283629],[283862],[285904],[309052],[313167],[319403],[319740],[319912],[322365],[336008],[344783],[345120],[345883],[349137],[355447],[355478],[356065],[357467],[358657],[371497],[371834],[378494],[380331],[380362],[381433],[384685],[389932],[390938],[391012],[392702],[393039],[394217],[404494],[406331],[406362],[412517],[413119],[414897],[414971],[415565],[415995],[423957],[424294],[425247],[426572],[426894],[426925],[437365],[437967],[439745],[439819],[445637],[445795],[446225],[447896],[448544],[452547],[454592],[456429],[456460],[458779],[459309],[459383],[468949],[469107],[469537],[471208],[476717],[476855],[482839],[484315],[484917],[486695],[486769],[488910],[489464],[498179],[498317],[510771],[512111],[512269],[512699],[514370],[516417],[535890],[537083],[537221],
     [204919,479376],[225269,304443],[235453,505393],[259243,340123],[261453,524773],[269612,476466],[269686,530859],[285993,358594],[291463,372597],[294717,375851],[296326,497928],[296400,548013],[305385,505077],[315377,559131],[320515,392276],[322276,394196],[324570,397608],[327509,407433],[328757,466574],[329287,522513],[329361,567121],[330761,410685],[332341,524457],[349740,419795],[350746,536832],[350820,577719],[356355,426402],[356692,426551],[360659,431596],[363105,440413],[363535,440843],[364652,496006],[365206,546356],[382681,509736],[383211,556871],[383285,592240],[384975,452377],[385312,452526],[386265,558815],[391794,458579],[391825,458810],[395697,463332],[396127,463762],[398446,471856],[399845,522764],[402449,475859],[408681,529116],[409211,571743],[409285,602702],[417112,534910],[417666,576062],[419313,482639],[419344,482870],[426038,488743],[426112,488984],[429905,493192],[435889,504301],[441960,552064],[442514,588679],[449633,508570],[449943,557122],[452013,510604],[452087,510845],[458518,516265],[467609,530151],[473255,571994],[480319,533903],[482578,535738],[496986,553044],[508509,556257],
     [157969,229767,432426,500838],[185355,253726,462231,520324],[217152,287087,429516,492090],[217226,287328,491955,543764],[222471,293918,495063,546672],[222761,292808,365016,435438],[251461,323329,461915,519418],[256134,327775,465096,521800],[256208,328016,521665,566646],[257021,328788,400137,467176],[274931,348338,533967,576378],[275221,347228,417476,482388],[291653,363775,494747,545766],[292444,364485,433527,496164],[292518,364726,433957,496594],[295320,367335,376454,444643],[301645,375052,551121,588995],[301935,373942,442324,503850],[310058,381699,508258,556158],[310132,381940,556023,591765],[310945,382712,450235,510338],[328496,399693,465485,522902],[331051,402279,410975,475689],[331388,402428,411312,475838],[337014,407699,527638,571030],[337088,407940,570895,602227],[337901,408712,473547,529718],[346073,416235,533651,575472],[346864,416945,480477,535068],[346938,417186,480907,535498],[360057,429828,494281,545399],[362437,431862,545087,584178],[362511,432103,584043,611283],[366853,435689,444161,504101],[366884,435920,444192,504332],[372787,441083,550805,588089],[373578,441793,501939,552222],[373652,442034,502369,552652],[382420,449791,508647,557260],[395539,462167,521267,566366],[397798,464002,566114,599131],[399535,465408,472945,527950],[401915,467442,475325,529984],[401989,467683,475399,530225],[408420,473103,528027,572132],[429767,492189,545338,584277],[433369,494999,501781,551057],[435628,496834,504040,552892],[465347,521899,527889,571129]
   ]
cell #2083 :
  |C| = 140
  W-rep = phi[[3, 2, 1, 1],[]]+phi[[3],[2, 1, 1]]
  special rep = phi[[3],[2, 1, 1]] , dim = 105
  orbit = [6, 4, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     70 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [126000],[152468],[153382],[153410],[177130],[181875],[182075],[182417],[204794],[208554],[208896],[213840],[214257],[214316],[216079],[229642],[238003],[239074],[242156],[242215],[247851],[248344],[248356],[249510],[264003],[270971],[272862],[273962],[274021],[277200],[277212],[282102],[283229],[283763],[284777],[297685],[299576],[306681],[308652],[309240],[309750],[309762],[313068],[317927],[320889],[333637],[335608],[342201],[342723],[345217],[345292],[345784],[352105],[353996],[357067],[368915],[369437],[377903],[380872],[380891],[387561],[389532],[403903],[412577],[415467],[421375],[421897],[437425],[454001],[484375],
     [133968,200442],[161604,233402],[161946,233744],[188976,265074],[192058,268156],[192117,268215],[218511,289958],[221502,300676],[221561,300735],[224740,303914],[224752,303926],[252757,326056],[252816,326115],[255316,336196],[255826,336706],[255838,336718],[259144,340024],[287781,361619],[288291,362129],[288303,362141],[290797,371931],[290872,372006],[291364,372498],[323904,396942],[323979,397017],[324471,397509],[326948,406872],[326967,406891],[359085,429182],[360098,431035],[360117,431054],[363007,440315],[394713,461635],[395599,463234],[429030,491727]
   ]
cell #2084 :
  |C| = 175
  W-rep = phi[[3, 1, 1, 1],[1]]+phi[[3, 1],[1, 1, 1]]
  special rep = phi[[3, 1],[1, 1, 1]] , dim = 105
  orbit = [6, 2, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [183554],[214725],[216023],[242624],[248625],[248883],[250354],[277481],[277739],[283967],[284003],[284349],[313272],[313308],[313654],[320043],[320087],[320115],[346647],[349268],[349312],[349340],[356159],[356190],[382184],[382228],[384779],[384810],[391697],[416660],[416691],[419216],[449057],[449536],[479849],
     [127107,323454],[132053,257493],[154534,359674],[158899,363900],[159745,292949],[175215,311417],[184640,395184],[189216,399152],[190021,328469],[190093,328991],[192526,268624],[198527,338373],[205849,416360],[206695,347369],[216952,429354],[221756,433014],[222596,364425],[225021,304195],[225279,304453],[230697,441208],[231543,374083],[239314,449250],[240119,382393],[240191,382915],[250707,461491],[252035,398372],[254656,464127],[255934,464934],[256893,399595],[259348,340228],[259384,340264],[259730,340610],[265314,472562],[266119,408393],[266191,408915],[274216,479964],[275056,416885],[287572,432347],[287616,432391],[290198,493898],[292227,373361],[294848,375982],[294892,376026],[294920,376054],[300930,501426],[301770,441733],[309858,508096],[310817,449693],[323754,464427],[323785,464458],[326310,520912],[328260,408184],[328304,408228],[330855,410779],[330886,410810],[336814,527476],[337773,473005],[359481,493705],[359960,494184],[362237,544925],[364200,441508],[364231,441539],[366756,444064],[394667,519207],[394887,564935],[395069,520797],[398959,472369],[399438,472848],[429014,543624],[432899,501311]
   ]
cell #2085 :
  |C| = 315
  W-rep = phi[[2, 2, 1],[1, 1]]+phi[[2, 1, 1],[2, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [234887],[238399],[260887],[269707],[270296],[292791],[293352],[296421],[297010],[305474],[314811],[328809],[329382],[332430],[347211],[347772],[350841],[351430],[355499],[364747],[365295],[373925],[374486],[380383],[382733],[383306],[386354],[391033],[391622],[402262],[406383],[408733],[409306],[413140],[414992],[417207],[417755],[419141],[425336],[426385],[426946],[435421],[435941],[437988],[439840],[442055],[442603],[445933],[446246],[447985],[448947],[452360],[456481],[458831],[459404],[467197],[467704],[469245],[469558],[471297],[475672],[476975],[477258],[479450],[482371],[482891],[484938],[486790],[489005],[489553],[496302],[496615],[498437],[498720],[503833],[504353],[505467],[505479],[507740],[510359],[510866],[512407],[512720],[514459],[523022],[524847],[524859],[529739],[530246],[531189],[535206],[535519],[537341],[537624],[546758],[548343],[552360],[552673],[557380],[559205],[559217],[572252],[576464],[578049],[589081],
     [132045,328840],[159731,364742],[175207,382764],[184789,323345],[188301,264399],[189911,399709],[190084,399934],[198519,408764],[206681,417202],[217247,359583],[217836,289283],[221905,363791],[222492,433565],[225013,435972],[231529,442050],[240009,449807],[240182,450032],[248617,458862],[251550,323570],[256229,399061],[256818,329971],[257485,467228],[259370,467699],[266009,473119],[266182,473344],[274365,416251],[274952,480515],[277473,482922],[283989,489000],[291742,364016],[292935,496610],[294738,496850],[294911,497075],[301079,441099],[301666,501977],[304187,504384],[310153,449159],[310742,383895],[311409,510390],[313294,510861],[319933,516281],[320106,516506],[326459,464018],[327530,521915],[328383,522963],[328982,523305],[330782,523517],[337109,472471],[337698,409895],[338365,529770],[340250,530241],[346162,416476],[347355,535514],[349158,535754],[349331,535979],[356086,540881],[360680,492205],[362532,493807],[363243,545827],[363556,545867],[364353,546746],[366681,443989],[372876,441324],[374069,552668],[375872,552908],[376045,553133],[381454,556273],[382307,557321],[382906,557663],[384706,557875],[395835,519479],[396148,519519],[397887,464243],[398566,566720],[398849,472259],[399545,567451],[407454,571145],[408307,572193],[408906,572535],[410706,572747],[415703,575533],[416016,575573],[416813,576452],[430025,543838],[430308,493595],[431617,584293],[432500,500912],[432512,584527],[440551,588150],[440864,588190],[441661,589069],[448664,591839],[449643,592570],[462305,520398],[462317,565086],[463470,599192],[463783,599232],[464578,527120],[471976,602301],[472955,603032],[479462,605274],[492285,544569],[493312,611357],[500924,613741],[520410,620982]
   ]
cell #2086 :
  |C| = 126
  W-rep = phi[[2],[3, 1, 1]]
  special rep = phi[[2],[3, 1, 1]] , dim = 126
  orbit = [5, 5, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [183501],[214101],[215942],[238264],[247910],[248182],[250423],[264264],[272921],[273193],[282995],[283217],[285038],[286039],[299635],[299907],[306740],[308418],[308640],[318188],[319039],[319304],[320948],[321220],[322109],[333696],[335374],[335596],[341210],[342711],[344419],[344684],[354055],[354327],[355125],[355186],[356833],[357055],[367924],[369425],[371133],[371398],[376939],[377828],[378395],[380009],[380070],[387620],[389298],[389520],[390408],[392338],[392603],[396780],[402939],[403828],[404395],[406009],[406070],[411545],[411742],[412558],[414367],[420384],[421885],[423593],[423858],[424693],[426633],[430838],[436393],[436590],[437406],[439215],[444811],[445697],[446878],[447342],[453037],[453926],[454493],[456107],[456168],[457239],[461243],[462872],[463069],[468123],[469009],[470190],[470654],[475980],[477788],[478254],[483343],[483540],[484356],[486165],[490789],[492785],[497442],[499250],[499716],[506034],[506231],[511285],[512171],[513352],[513816],[517957],[519973],[525414],[525611],[531689],[536346],[538154],[538620],[542390],[548843],[554331],[559772],[559969],[563784],[569203],[578549],[594322]
   ]
cell #2087 :
  |C| = 427
  W-rep = phi[[2, 2, 1, 1],[1]]+phi[[2, 1, 1, 1],[2]]+phi[[2, 2],[1, 1, 1]]+phi[[2, 1],[2, 1, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     91 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     49 tau_infinity subcells with 4 member(s)
  subcells = [
     [285824],[285964],[318960],[320486],[322097],[344340],[349711],[354747],[355113],[356043],[371054],[379631],[379997],[384663],[390252],[390304],[391532],[405631],[405997],[413088],[414211],[414263],[415973],[419051],[423514],[424587],[424588],[425838],[428745],[437936],[439059],[439111],[446151],[446203],[447236],[447237],[448857],[451813],[455729],[456095],[457144],[460630],[461056],[461231],[469463],[469515],[470548],[470549],[477168],[477169],[478159],[479447],[479667],[484886],[486009],[486061],[489257],[490411],[490777],[498630],[498631],[499621],[505464],[505684],[507756],[511118],[512625],[512677],[513710],[513711],[516678],[517801],[517853],[524844],[525064],[531205],[536151],[537534],[537535],[538525],[541199],[542284],[542285],[548359],[558193],[559202],[559422],[562699],[563689],[577216],[578065],
     [216026,491194],[248886,516761],[250339,518577],[277742,536234],[284062,541251],[284334,541289],[295291,376425],[313367,558245],[313639,558283],[319881,562446],[320103,562698],[330739,410663],[342333,476972],[345319,533227],[349106,576963],[349328,577215],[355991,580898],[356256,581118],[363513,440821],[366591,443899],[369047,498434],[377930,553942],[378025,505510],[381402,591898],[384611,593024],[384876,593244],[391533,596360],[396105,463740],[398759,472169],[400106,467145],[401229,523019],[401715,475125],[403930,568814],[404025,524890],[412732,531221],[415921,605340],[419052,606251],[421507,537338],[430218,493505],[432497,500909],[432717,501129],[433883,496520],[434969,546789],[437580,548375],[448858,616161],[450204,510307],[451327,557377],[454028,593933],[454123,559248],[462302,520395],[462522,520615],[464594,527136],[465799,523216],[466789,567483],[467956,530498],[473516,529687],[474639,572249],[480833,535424],[481919,576495],[484530,578081],[492301,544585],[497247,553305],[502295,552578],[503381,589112],[508961,557574],[509951,592602],[523835,573065],[528341,572446],[529331,603064],[547510,589833],
     [159804,293008,433935,496572],[190081,328979,465798,523215],[206754,347428,480885,535476],[222397,364350,495134,546743],[222662,364917,495354,546963],[225282,304456,497330,553388],[231602,374142,502347,552630],[240179,382903,508960,557573],[255448,398563,465032,566717],[256729,399576,522011,567467],[259443,340323,523887,573117],[259715,340595,523925,573155],[266179,408903,528340,572445],[274857,416810,534038,576449],[275122,417377,534258,576669],[287913,429452,430022,543835],[290899,372033,494323,550381],[290994,432543,494696,584543],[292244,433429,434874,585131],[294686,375820,547257,589580],[294908,376042,547509,589832],[301571,441658,551192,589066],[301836,442225,551412,589286],[309372,448661,508194,591836],[310653,449674,556369,592586],[324006,397044,519584,565690],[324101,461864,462348,565102],[327122,464610,465252,599401],[327478,407402,566779,602360],[330687,410611,567905,603486],[330952,410876,568125,603706],[336328,471973,527574,602298],[337609,472986,571241,603048],[345414,479493,533600,605290],[346664,480379,481824,605878],[360272,429672,492317,583261],[360628,431565,543897,611416],[361751,493309,545023,611354],[363461,440769,584593,613807],[366592,443900,585504,614718],[372128,500955,550754,613757],[373378,501841,503286,614345],[381046,507772,508414,616113],[396053,463688,565152,621048],[397139,520441,566063,620998],[398760,472170,599449,622837],[407046,527152,527794,622789],[430219,493506,583309,628470],[431209,544601,545243,628422]
   ]
cell #2088 :
  |C| = 175
  W-rep = phi[[3, 1, 1, 1],[1]]+phi[[3, 1],[1, 1, 1]]
  special rep = phi[[3, 1],[1, 1, 1]] , dim = 105
  orbit = [6, 2, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [216028],[248888],[250358],[277744],[284064],[284353],[285983],[313369],[313658],[320091],[320126],[320505],[349316],[349351],[349730],[356201],[356249],[356275],[382232],[384821],[384869],[384895],[391711],[391731],[416702],[416750],[419230],[419250],[426005],[449550],[449570],[451980],[479863],[480286],[508116],
     [154545,359685],[159806,293010],[184674,395238],[189227,399163],[190104,329002],[206756,347430],[216266,491641],[217119,429462],[221790,433068],[222607,364436],[222681,364936],[225284,304458],[231604,374144],[239325,449261],[240202,382926],[251366,461794],[256101,465042],[256927,399649],[259445,340325],[259734,340614],[265325,472573],[266202,408926],[274250,480018],[275067,416896],[275141,417396],[287620,432395],[290209,493909],[291558,494626],[292411,433473],[294896,376030],[294931,376065],[295310,376444],[300964,501480],[301781,441744],[301855,442244],[310025,508204],[310851,449747],[323796,464469],[323844,464517],[326344,520966],[328308,408232],[330897,410821],[330945,410869],[330971,410895],[336981,527584],[337807,473059],[345978,533530],[346831,480423],[359974,494198],[359994,494218],[362404,545033],[364242,441550],[364290,441598],[366770,444078],[366790,444098],[372692,550684],[373545,501885],[395083,520811],[395506,521234],[397703,565993],[399452,472862],[399472,472882],[401882,475292],[429028,543638],[429284,583155],[429374,544945],[432913,501325],[433336,501748],[461511,564955],[464954,527496]
   ]
cell #2089 :
  |C| = 427
  W-rep = phi[[2, 2, 1, 1],[1]]+phi[[2, 1, 1, 1],[2]]+phi[[2, 2],[1, 1, 1]]+phi[[2, 1],[2, 1, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     91 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     49 tau_infinity subcells with 4 member(s)
  subcells = [
     [322196],[322264],[355912],[356680],[358478],[380796],[385300],[391094],[391460],[391690],[394304],[406796],[415053],[415419],[419209],[425352],[425404],[425932],[427359],[428566],[428646],[439901],[440267],[446307],[448001],[448053],[449015],[451907],[456894],[457858],[457859],[458423],[459065],[459465],[459831],[469619],[471313],[471365],[477274],[477326],[478873],[478874],[479761],[482483],[483125],[486851],[487217],[488090],[489066],[489569],[489621],[498736],[498788],[500335],[500336],[505778],[505779],[507221],[507770],[508026],[510927],[512781],[514475],[514527],[516522],[517036],[517037],[525158],[525159],[526601],[531219],[531475],[533247],[535995],[537640],[537692],[539239],[539240],[541094],[541570],[548373],[548629],[553962],[558088],[559516],[559517],[560959],[568834],[578079],[578335],[593953],
     [250363,461044],[284358,489245],[285976,491150],[305490,505528],[309172,555709],[313663,511106],[320191,516574],[320498,516717],[331376,411300],[332446,524908],[341569,531256],[342133,573631],[349416,536047],[349723,536190],[356147,540905],[356274,541093],[364808,496676],[365311,546807],[366749,444057],[368283,548410],[368847,586248],[377310,553969],[384767,557899],[384894,558087],[386370,559266],[391638,562429],[391807,562604],[398917,472327],[399950,523321],[400465,567518],[401809,475219],[403310,568841],[416077,575597],[417268,535580],[417771,576513],[419157,576946],[419326,577121],[420743,578116],[421307,606995],[425933,580884],[430376,493663],[432811,501223],[433778,547058],[434254,585158],[435533,503945],[436175,504587],[442116,552734],[442619,589130],[448963,591881],[450048,557679],[450563,592637],[451908,593010],[453408,593960],[462616,520709],[464608,527150],[464864,527406],[467765,530307],[473360,572551],[473875,603099],[479762,605326],[480728,576764],[481204,605905],[492315,544599],[492571,544855],[494343,550401],[497091,553149],[502190,589381],[502666,614372],[519604,565710],[523730,572960],
     [190169,329067,400002,523373],[222680,364935,433777,547057],[240267,382991,450100,557731],[251566,395164,462366,565116],[255248,336128,521351,570581],[256834,399594,465529,567481],[257003,400119,465704,567737],[259739,340619,467944,530486],[266267,408991,473412,572603],[275140,417395,480727,576763],[287149,429438,492352,583281],[287713,361551,543925,583729],[291758,432561,432994,584557],[292339,433464,495120,585151],[294996,376130,497143,553201],[295303,376437,497286,553344],[301854,442243,502189,589380],[310758,449692,508691,592600],[310927,450217,508866,592856],[323386,395339,519611,598436],[327837,464645,465018,599421],[328401,401029,465413,599869],[330843,410767,523541,572771],[330970,410894,523729,572959],[337714,473004,528071,603062],[337883,473529,528246,603318],[346178,479511,479944,605304],[346759,480414,534024,605898],[363617,440925,545891,588214],[363832,433169,494350,611510],[366697,444005,547240,589563],[366866,444174,547415,589738],[372892,500973,501406,613771],[373473,501876,551178,614365],[381761,507807,508180,616133],[382325,451127,508575,616581],[396209,463844,519543,599256],[397903,520459,520892,621012],[398865,472275,566762,602343],[401810,475220,567891,603472],[407761,527187,527560,622809],[408325,474439,527955,623257],[416292,480119,533254,624613],[430324,493611,543880,611399],[431924,544636,545009,628442],[432812,501224,584579,613793],[441140,501581,550408,629730],[462617,520710,565138,621034],[464059,521067,565717,633982]
   ]
cell #2090 :
  |C| = 392
  W-rep = phi[[2, 2, 2, 1],[]]+phi[[2, 2, 1, 1],[1]]+phi[[2, 1],[2, 1, 1]]+phi[[2],[2, 2, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     56 tau_infinity subcells with 1 member(s)
     140 tau_infinity subcells with 2 member(s)
     14 tau_infinity subcells with 4 member(s)
  subcells = [
     [394234],[426589],[428523],[434610],[445335],[448509],[452564],[458987],[459022],[466418],[468647],[476448],[476820],[481560],[483047],[483082],[488692],[489097],[495704],[495901],[497910],[498282],[500788],[503022],[505042],[509580],[510553],[510958],[511809],[516220],[516596],[522495],[524422],[526957],[528960],[533527],[534608],[534805],[535693],[536069],[536814],[537186],[540825],[546321],[550183],[551762],[551959],[555947],[556853],[557819],[558780],[570392],[571725],[575307],[576027],[588644],
     [183533,460995],[214704,489196],[215896,491050],[242603,511057],[247477,516046],[248330,516223],[250204,460917],[272488,533124],[277186,535696],[282517,540386],[282854,488498],[283685,540794],[299202,550278],[307940,555326],[308277,507629],[309736,555950],[312990,557788],[318495,515733],[318526,561947],[319799,562350],[328965,401593],[334896,570198],[335233,527009],[342697,573872],[343875,532811],[343906,574744],[345706,575276],[349024,576867],[353622,579984],[354591,540383],[354665,580476],[358746,543144],[364839,435261],[369411,586489],[370589,549965],[370620,587361],[377666,554242],[378317,590447],[379475,555323],[379549,591198],[380944,591529],[381320,591641],[382889,451691],[388820,595317],[389157,561367],[390147,561978],[393814,563413],[394384,518695],[395237,462032],[398411,471821],[399648,466687],[400024,467063],[402466,475876],[403666,569114],[404317,600909],[405475,570195],[405549,601660],[408889,475003],[412361,573869],[412630,604079],[413006,604191],[414106,574775],[415547,605068],[417299,482211],[421871,607236],[423049,579671],[423080,608108],[427802,581471],[428139,541978],[428471,491302],[429498,492072],[429870,493157],[433067,494864],[433509,496146],[436097,504509],[436132,504544],[437209,586486],[437478,612546],[437854,612658],[438954,587392],[442147,503673],[445532,590478],[445777,615199],[449746,509849],[450122,510225],[453764,594233],[454415,617621],[455573,595314],[455647,618372],[458311,517489],[460165,563100],[460196,596813],[461880,519383],[465078,521782],[465450,522867],[467391,529933],[467796,530338],[468844,600940],[469089,621875],[473058,529229],[473434,529605],[479326,539692],[480017,533768],[480459,535050],[484159,607233],[484428,625649],[484804,625761],[485904,608139],[488446,541926],[490255,581468],[490329,609391],[494623,550681],[494712,545731],[496789,552847],[497165,553223],[501479,550922],[501921,552204],[507577,561315],[508240,556140],[508612,557225],[512006,617652],[512251,631850],[515951,563318],[517696,596844],[519884,565990],[520965,566231],[521589,570819],[523461,572691],[527620,571012],[527992,572097],[533029,579889],[533616,575437],[540580,581665],[544163,583967],[545069,584160],[545601,587924],[550770,588054],[555520,595511],[565359,598966],[566079,599096],
     [192505,268603,467895,530437],[224726,303900,496792,552850],[255812,336692,521592,570822],[259066,339946,523430,572660],[288277,362115,544166,583970],[291286,372420,545570,587893],[294604,375738,547161,589484],[324393,397431,565328,598935],[327020,406944,566410,601991],[327396,407320,566522,602103],[360170,431107,583332,611047],[360546,431483,583444,611159],[363087,440395,584321,613535],[395679,463314,598487,620776]
   ]
cell #2091 :
  |C| = 189
  W-rep = phi[[2, 1, 1, 1],[1, 1]]+phi[[2, 1, 1],[1, 1, 1]]
  special rep = phi[[2, 1, 1],[1, 1, 1]] , dim = 105
  orbit = [4, 2, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     21 tau_infinity subcells with 1 member(s)
     84 tau_infinity subcells with 2 member(s)
  subcells = [
     [358565],[358577],[392247],[392259],[394205],[419766],[419778],[426090],[426194],[426560],[452065],[452169],[452535],[458517],[458675],[480371],[482577],[482735],[488804],[508508],[510665],
     [62915,287054],[84611,327742],[107045,364452],[118969,381666],[132003,399750],[132015,328601],[138349,407666],[145949,416912],[157480,431829],[159762,364547],[167411,441760],[175165,449848],[175177,382525],[185190,462134],[192162,467409],[198477,473160],[198489,408525],[206712,417007],[214361,488710],[217204,491948],[222306,494966],[224971,496891],[224983,435733],[231560,441855],[242260,510571],[248575,516322],[248587,458623],[251460,461878],[256186,521658],[257443,522281],[257455,465904],[259401,467504],[268260,529951],[274766,533870],[277431,535795],[277443,482683],[284020,488805],[291652,494710],[292496,545952],[292600,434039],[292966,495449],[301480,551024],[304145,552949],[304157,504145],[310110,556016],[311367,556639],[311379,509066],[313325,510666],[326860,566333],[328495,522025],[328653,465956],[337066,570888],[338323,571511],[338335,528446],[340281,530046],[346072,533614],[346916,575658],[347020,480989],[347386,534353],[362489,584036],[364546,495448],[367306,444614],[367318,444626],[372786,550768],[373630,588275],[373734,502451],[374100,551507],[382419,556383],[382577,509118],[395591,521319],[397797,566077],[401967,475377],[402071,475481],[402437,475847],[408419,571255],[408577,528498],[417006,534352],[429766,545337],[433421,501833],[435627,504039],[435785,504197],[441854,551506],[465346,527888],[467503,530045]
   ]
cell #2092 :
  |C| = 315
  W-rep = phi[[2, 2, 1],[1, 1]]+phi[[2, 1, 1],[2, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [94917],[116140],[135520],[141614],[141628],[163076],[163090],[170369],[178682],[190872],[190886],[193681],[210026],[210040],[214262],[222921],[223501],[240970],[240984],[242161],[243779],[247856],[247870],[257075],[257252],[266970],[266984],[272867],[272881],[273967],[275381],[275961],[283257],[299581],[299595],[302095],[302675],[306686],[306700],[308680],[309325],[310999],[311176],[320894],[320908],[331211],[333642],[333656],[335636],[337955],[338132],[342286],[342387],[342751],[345325],[354001],[354015],[356515],[357095],[366521],[366938],[367115],[369000],[369101],[369465],[377936],[378083],[385135],[387566],[387580],[389560],[391879],[392056],[400191],[401283],[401647],[403936],[404083],[411135],[412738],[418981],[419398],[419575],[421460],[421561],[421925],[435027],[437586],[443829],[444246],[444423],[450289],[451381],[451745],[454034],[454181],[466795],[473601],[474693],[475057],[481977],[484536],[503439],[509957],[529337],
     [65211,112071],[66533,292576],[81782,129149],[85279,328589],[96239,346996],[102710,154845],[102724,217140],[106946,160941],[106960,292432],[107113,222907],[113393,373710],[119637,382513],[127207,184713],[131284,189527],[131298,256122],[131812,256966],[133797,402047],[139017,408513],[145850,207891],[145864,346852],[146017,275367],[152297,426170],[158999,221829],[160106,434015],[161708,435721],[167312,232739],[167326,373566],[167479,302081],[174446,239625],[174460,310046],[174974,310890],[176959,452145],[182179,458611],[190466,465892],[192063,268161],[192077,401903],[192230,331197],[197758,265625],[197772,337002],[198286,337846],[200271,475457],[205949,274289],[207056,480965],[208658,482671],[214276,426026],[214429,356501],[220407,290509],[220421,362425],[221507,300681],[221521,433357],[222451,495141],[223074,366507],[224780,366829],[230797,301003],[231904,502427],[233506,504133],[240564,509054],[242175,452001],[242328,385121],[248384,391770],[252762,326061],[252776,395527],[254756,326383],[255401,336281],[255502,465039],[255866,399511],[256787,401182],[266564,528434],[268175,475313],[268328,411121],[273981,480307],[274911,534045],[275534,418967],[277240,419289],[287866,361704],[287967,429459],[288331,360033],[290905,372039],[291052,433322],[292250,434880],[300695,501769],[301625,551199],[302248,443815],[303954,444137],[309426,508201],[309790,449609],[310711,451280],[324012,397050],[324159,395492],[326075,521255],[327128,465258],[336382,527581],[336746,472921],[337667,474592],[345472,480272],[346670,481830],[360278,429678],[361805,545030],[362169,494257],[372186,501734],[373384,503292],[381052,508420],[397197,521220],[407052,527800],[431215,545249]
   ]
cell #2093 :
  |C| = 315
  W-rep = phi[[2, 2, 1],[1, 1]]+phi[[2, 1, 1],[2, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [201601],[204921],[226449],[234880],[235455],[257286],[257850],[260880],[261455],[269688],[278909],[292760],[293345],[296402],[311210],[311774],[314804],[315379],[319355],[328802],[329363],[338166],[338730],[344735],[347180],[347765],[350822],[355492],[356067],[367149],[371449],[373894],[374479],[378446],[380376],[382726],[383287],[384687],[391014],[392090],[392654],[401681],[402231],[404446],[406376],[408726],[409287],[412798],[413133],[414973],[415997],[419609],[423909],[426354],[426939],[435390],[435934],[437646],[437981],[439821],[444457],[445926],[446227],[448546],[451779],[452329],[454544],[456474],[458824],[459385],[466855],[467190],[469238],[469539],[475091],[475641],[476857],[476923],[479381],[482340],[482884],[484596],[484931],[486771],[496295],[498319],[498385],[503802],[504346],[505398],[510017],[510352],[512400],[512701],[522970],[524778],[529397],[529732],[535199],[537223],[537289],[552353],[557328],[559136],[572200],
     [107173,292789],[131984,328786],[146077,347209],[154651,287085],[157971,229769],[159556,364483],[159724,364728],[167539,373923],[175146,382710],[184782,323331],[185357,253728],[189333,327773],[189904,399695],[192290,402260],[198458,408710],[206506,416943],[206674,417188],[214489,426383],[217228,287330],[221898,363777],[222473,293920],[223134,435419],[224952,435918],[231354,441791],[231522,442036],[239431,381697],[240002,449793],[242388,452358],[248556,458808],[256210,328018],[257424,467174],[259195,467440],[259363,467685],[265431,407697],[266002,473105],[268388,475670],[274358,416237],[274933,348340],[275594,482369],[277412,482868],[283814,488741],[283982,488986],[290315,431860],[291415,494997],[292310,496162],[292928,496596],[294731,496836],[301072,441085],[301647,375054],[302308,503831],[304126,504330],[310134,381942],[311348,510336],[313119,510602],[313287,510847],[319926,516267],[324522,462165],[326452,464004],[327188,521798],[327523,521901],[328376,522904],[330763,410687],[337090,407942],[338304,529716],[340075,529982],[340243,530227],[345835,533901],[346730,535066],[347348,535500],[349151,535740],[360338,492088],[360673,492191],[362513,432105],[363236,545768],[363537,440845],[364301,546677],[372549,551055],[373444,552220],[374062,552654],[375865,552894],[381112,556156],[381447,556259],[382300,557262],[395828,519420],[396129,463764],[397560,566364],[398448,471858],[398514,566651],[407112,571028],[407447,571131],[408300,572134],[415696,575474],[416761,576383],[429907,493194],[429973,543769],[431275,584176],[431610,584279],[432431,500843],[440544,588091],[441609,589000],[448612,591770],[462236,520329],[463463,599133],[471924,602232],[493260,611288]
   ]
cell #2094 :
  |C| = 315
  W-rep = phi[[2, 2, 1],[1, 1]]+phi[[2, 1, 1],[2, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [173468],[202162],[227010],[234870],[234886],[260870],[260886],[269708],[279470],[293335],[293351],[296422],[314794],[314810],[319916],[328808],[329383],[347755],[347771],[349141],[350842],[355482],[355498],[364585],[364748],[374469],[374485],[380366],[380382],[381437],[382732],[383307],[391034],[406366],[406382],[408732],[409307],[413123],[413139],[414993],[415623],[417045],[417208],[426929],[426945],[435940],[437971],[437987],[439841],[441893],[442056],[445853],[445932],[446247],[448562],[456464],[456480],[458830],[459405],[467196],[467542],[467705],[469165],[469244],[469559],[476873],[476976],[482890],[484921],[484937],[486791],[488843],[489006],[495487],[496301],[496616],[498335],[498438],[504352],[505483],[510358],[510704],[510867],[512327],[512406],[512721],[523023],[524863],[529738],[530084],[530247],[534391],[535205],[535520],[537239],[537342],[546762],[551545],[552359],[552674],[557381],[559221],[572253],[576468],[589085],
     [130306,196780],[132038,399787],[155212,219429],[159730,433608],[175200,449885],[184772,251757],[184788,323311],[189894,258411],[189910,399675],[190085,328792],[198512,473197],[206680,480558],[217248,287091],[221888,291949],[221904,363757],[222493,364489],[225006,496928],[231528,502020],[239992,312335],[240008,449773],[240183,382716],[248610,516359],[256230,327779],[257478,522318],[259369,523560],[265992,339291],[266008,473085],[266183,408716],[274348,346369],[274364,416217],[274953,416949],[277466,535832],[283988,540924],[292934,546175],[294721,375855],[294737,496816],[294912,435924],[301062,373083],[301078,441065],[301667,441797],[304180,552986],[310154,381703],[311402,556676],[313293,557918],[319932,516247],[320107,458814],[326442,398094],[326458,463984],[327513,407437],[327529,521881],[328382,566825],[328983,467180],[330783,467446],[337110,407703],[338358,571548],[340249,572790],[347354,575881],[349157,535720],[349332,482874],[356087,488747],[360663,431600],[360679,492171],[362533,431866],[363163,440471],[363242,545663],[363557,495003],[364354,496222],[374068,588498],[375871,552874],[376046,504336],[381453,556239],[382306,591944],[382907,510342],[384707,510608],[395755,463390],[395834,519315],[396149,462171],[398464,471874],[398567,521858],[399549,522920],[407453,571111],[408306,602406],[408907,529722],[410707,529988],[415702,575369],[416017,533907],[416814,535126],[429923,493210],[430026,492148],[431616,584259],[432516,545784],[440550,587986],[440865,551061],[441662,552280],[448665,556216],[449647,557278],[462321,519436],[463469,599028],[463784,566370],[471977,571088],[472959,572150],[479466,575490],[493313,584236],[500928,588107],[520414,599149]
   ]
cell #2095 :
  |C| = 126
  W-rep = phi[[3, 1, 1],[1, 1]]
  special rep = phi[[3, 1, 1],[1, 1]] , dim = 126
  orbit = [6, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [81228],[85327],[102615],[106392],[107130],[119685],[126189],[127066],[131189],[131921],[131988],[139065],[145296],[146034],[154421],[158858],[159655],[161756],[166758],[167496],[174351],[175083],[175150],[182227],[187773],[189103],[189980],[190514],[192247],[197663],[198395],[198462],[205808],[206605],[208706],[214446],[217679],[220312],[223091],[224889],[224956],[230656],[231453],[233554],[239201],[240078],[240612],[242345],[248493],[248560],[251623],[251981],[254615],[256661],[256891],[257428],[259294],[265201],[266078],[266612],[268345],[275551],[277349],[277416],[283913],[287204],[287531],[290085],[291815],[292173],[292394],[294807],[302265],[304063],[304130],[310585],[310815],[311352],[313218],[320002],[323101],[323224],[323374],[327892],[328219],[328389],[337541],[337771],[338308],[340174],[346235],[346593],[346814],[349227],[359025],[359455],[362964],[363670],[363820],[372949],[373307],[373528],[375941],[381816],[382143],[382313],[394641],[397960],[398318],[398933],[407816],[408143],[408313],[416130],[416280],[431979],[432306],[440978],[441128],[449031],[463897],[464047],[472343],[491819],[493679],[519181]
   ]
cell #2096 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[2, 1]]+phi[[1, 1, 1],[3, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [190252],[192663],[218638],[222783],[240350],[251574],[251652],[256842],[257111],[257620],[266350],[275243],[287161],[291766],[291844],[292351],[295079],[301957],[310766],[311035],[311544],[320274],[327849],[329836],[331073],[337722],[337991],[338500],[346186],[346264],[346771],[349499],[356377],[365697],[366705],[366974],[371219],[372900],[372978],[373485],[376213],[381773],[383760],[384997],[391646],[391915],[397911],[397989],[398873],[400276],[400847],[401822],[403025],[407773],[409760],[410997],[418157],[419165],[419434],[425945],[430332],[430924],[431936],[432623],[432824],[434092],[436333],[443005],[444013],[444282],[448971],[450374],[450945],[451920],[462428],[462629],[462812],[464702],[465972],[468051],[472283],[473686],[474257],[475232],[479573],[479774],[481042],[492409],[492713],[493619],[494395],[501035],[501236],[502504],[507864],[509134],[519656],[520521],[520722],[527244],[528514],[533299],[544693],[550453],[565762],
     [115586,305498],[134966,332454],[141519,341581],[159888,433724],[160387,365319],[162981,368295],[169351,242761],[170228,305576],[178128,386378],[190230,399958],[190777,400477],[193540,332532],[201371,271098],[206838,480674],[207337,417779],[209931,420755],[213708,425360],[222812,433790],[223360,365397],[226219,297812],[231686,502136],[232185,442627],[237871,448009],[240328,450056],[240875,450575],[243638,386456],[247761,457871],[259527,523676],[263871,471321],[266328,473368],[266875,473887],[270139,477282],[272772,478886],[275272,480740],[275820,417857],[278679,352232],[283116,425438],[284146,541040],[284645,489577],[293792,546616],[295057,497099],[296853,498744],[299486,500348],[301986,502202],[302534,442705],[305547,505590],[305905,505791],[308539,448087],[313451,558034],[317795,514483],[319125,392424],[320252,516530],[320799,517049],[329814,523329],[331102,523742],[332503,524970],[332861,525171],[335495,471399],[340407,572906],[341624,531313],[341951,477874],[344505,423679],[348212,576322],[349477,536003],[351273,537648],[353906,539252],[356406,541106],[356954,489655],[365368,546869],[365726,547070],[368338,548467],[368665,499336],[374926,588939],[376191,553157],[377025,453123],[377148,505974],[377298,554014],[383738,557687],[385026,558100],[386427,559328],[386785,559529],[389419,514561],[400520,567575],[403148,525354],[403298,568886],[409738,572559],[411026,572972],[411485,483283],[411915,531617],[417828,576575],[418186,576776],[420798,578173],[421125,538240],[434242,585203],[436763,548771],[442676,589192],[443034,589393],[444739,511213],[450618,592694],[453246,559712],[453396,594005],[473930,603156],[481192,605950],[483713,578477],[502654,614417]
   ]
cell #2097 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[2, 1]]+phi[[1, 1, 1],[3, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [222946],[225427],[252946],[257220],[275406],[287175],[287248],[292365],[292721],[293138],[302120],[311144],[323413],[327863],[327936],[328428],[331236],[338100],[346785],[347141],[347558],[356540],[363859],[366546],[367083],[373499],[373855],[374272],[381787],[381860],[382352],[385160],[392024],[401615],[401836],[402192],[406169],[407787],[407860],[408352],[411160],[416319],[419006],[419543],[425959],[426315],[431950],[432023],[432838],[434780],[435351],[435560],[436689],[441167],[443854],[444391],[451713],[451934],[452290],[458450],[462643],[463168],[464086],[464770],[464891],[466627],[468135],[475025],[475246],[475602],[479788],[481730],[482301],[482510],[492477],[492598],[492797],[494479],[496074],[497450],[501250],[503192],[503763],[503972],[507932],[508053],[509789],[519740],[519981],[520736],[521445],[527312],[527433],[529169],[533383],[534978],[544019],[544761],[544882],[550537],[552132],[555803],[565846],[570675],[583823],
     [141631,341595],[163093,368309],[170366,377337],[190351,465745],[190889,400491],[193678,403337],[200579,277887],[201562,341668],[210043,420769],[222924,433804],[223498,434281],[226410,368382],[234673,306870],[240449,508907],[240987,450589],[243776,453435],[247873,457885],[257249,465731],[257811,400564],[260673,333826],[266449,528287],[266987,473901],[272884,478900],[275384,480754],[275958,481231],[278870,420842],[283254,488117],[295178,547456],[299598,500362],[302098,502216],[302672,502693],[306703,505805],[308677,507248],[311173,508893],[311735,450662],[314597,387750],[319316,457958],[320373,562645],[320911,517063],[330635,567778],[331214,523756],[333659,525185],[335633,526628],[338129,528273],[338691,473974],[342390,531381],[342748,531502],[344696,478973],[349598,577162],[354018,539266],[355285,426732],[356518,541120],[357092,541597],[366524,547084],[367112,547442],[369104,548535],[369462,548656],[371410,500435],[376312,589779],[378080,554098],[378407,506330],[380169,456267],[384559,592897],[385138,558114],[387583,559543],[389557,560986],[392053,562631],[392615,517136],[401286,567643],[401644,567764],[404080,568970],[404407,525710],[410559,603359],[411138,572986],[411841,483639],[412570,531701],[412720,573725],[418984,576790],[419572,577148],[421564,578241],[421922,578362],[423870,539339],[435024,585287],[437418,548855],[437568,586342],[443832,589407],[444420,589765],[444823,511297],[445705,554339],[451384,592762],[451742,592883],[454178,594089],[454505,560068],[466777,599963],[469017,569211],[474696,603224],[475054,603345],[475988,536354],[481974,606034],[484368,578561],[484518,607089],[503436,614501],[509939,616675],[512179,594330],[529319,623351]
   ]
cell #2098 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[2, 1]]+phi[[1, 1, 1],[3, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [222854],[225417],[252936],[257115],[275314],[287165],[287238],[292355],[292615],[293128],[302028],[311039],[323403],[327853],[327926],[328418],[331144],[337995],[346775],[347035],[347548],[356448],[363849],[365768],[366978],[373489],[373749],[374262],[381777],[381850],[382342],[385068],[391919],[400851],[401826],[402086],[406159],[407777],[407850],[408342],[411068],[416309],[418228],[419438],[425949],[426209],[431940],[432013],[432828],[434096],[434625],[435550],[436679],[441157],[443076],[444286],[450949],[451924],[452184],[458440],[462633],[463158],[464076],[464706],[464881],[466001],[468080],[474261],[475236],[475496],[479778],[481046],[481575],[482500],[492413],[492588],[492742],[494424],[495520],[497410],[501240],[502508],[503037],[503962],[507868],[508043],[509163],[519685],[519941],[520726],[521405],[527248],[527423],[528543],[533328],[534424],[543979],[544697],[544872],[550482],[551578],[555763],[565791],[570635],[583783],
     [141528,341585],[162990,368299],[170259,377327],[190264,399980],[190786,400481],[193571,403327],[200569,277877],[201456,341658],[209940,420759],[222821,433794],[223391,434271],[226304,368372],[234663,306860],[240362,450078],[240884,450579],[243669,453425],[247770,457875],[257142,465721],[257705,400554],[260663,333816],[266362,473390],[266884,473891],[272781,478890],[275281,480744],[275851,481221],[278764,420832],[283147,488107],[295091,497121],[299495,500352],[301995,502206],[302565,502683],[305914,505795],[308570,507238],[311066,508883],[311629,450652],[314587,387740],[319210,457948],[320286,516552],[320808,517053],[329848,523351],[331111,523746],[332870,525175],[335526,526618],[338022,528263],[338585,473964],[341633,531317],[341982,531492],[344590,478963],[349511,536025],[353915,539256],[355275,426722],[356415,541110],[356985,541587],[365735,547074],[367005,547432],[368347,548471],[368696,548646],[371304,500425],[376225,553179],[377368,554043],[377681,506320],[380159,456257],[383772,557709],[385035,558104],[386794,559533],[389450,560976],[391946,562621],[392509,517126],[400529,567579],[400878,567754],[403368,568915],[403681,525700],[409772,572581],[411035,572976],[411831,483629],[411944,531646],[412073,573685],[418195,576780],[419465,577138],[420807,578177],[421156,578352],[423764,539329],[434312,585232],[436792,548800],[436921,586302],[443043,589397],[444313,589755],[444768,511242],[445151,554299],[450627,592698],[450976,592873],[453466,594034],[453779,560058],[466130,599923],[468463,569171],[473939,603160],[474288,603335],[475948,536314],[481262,605979],[483742,578506],[483871,607049],[502724,614446],[509292,616635],[511625,594290],[528672,623311]
   ]
cell #2099 :
  |C| = 315
  W-rep = phi[[2, 2, 1],[1, 1]]+phi[[2, 1, 1],[2, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [201600],[204931],[226448],[234881],[235465],[257849],[260881],[261465],[269698],[278908],[292759],[293346],[296412],[311773],[314805],[315389],[319354],[328633],[328803],[329373],[338729],[344734],[347179],[347766],[350832],[355493],[356077],[371448],[373893],[374480],[378445],[380377],[382557],[382727],[383297],[384697],[391024],[392653],[402230],[404445],[406377],[408557],[408727],[409297],[412797],[413134],[414983],[416007],[423908],[426353],[426940],[435389],[435765],[435935],[437645],[437982],[439831],[445927],[446237],[448601],[452328],[454543],[456475],[458655],[458825],[459395],[465936],[466854],[467191],[469239],[469549],[475640],[476912],[476927],[479421],[482339],[482715],[482885],[484595],[484932],[486781],[496296],[498374],[498389],[503801],[504177],[504347],[505438],[509098],[510016],[510353],[512401],[512711],[522974],[524818],[528478],[529396],[529733],[535200],[537278],[537293],[552354],[557332],[559176],[572204],
     [107167,364580],[131983,399747],[146071,417040],[154650,359563],[157981,229779],[159555,433545],[159725,364738],[167533,441888],[175145,449845],[184783,323341],[185367,253738],[189332,399041],[189905,399705],[192284,467537],[198457,473157],[206505,480495],[206675,417198],[214483,488838],[217238,287340],[221899,363787],[222483,293930],[223128,495482],[224951,496888],[231353,501957],[231523,442046],[239430,449139],[240003,449803],[242382,510699],[248555,516319],[256220,328028],[257423,522278],[259194,523497],[259364,467695],[265430,472451],[266003,473115],[268382,530079],[274359,416247],[274943,348350],[275588,534386],[277411,535792],[283813,540861],[283983,488996],[290314,493787],[291414,545847],[292309,545928],[292929,496606],[294732,496846],[301073,441095],[301657,375064],[302302,551540],[304125,552946],[310144,381952],[311347,556636],[313118,557855],[313288,510857],[319927,516277],[324521,519499],[326453,464014],[327187,566615],[327524,521911],[328377,522959],[330773,410697],[337100,407952],[338303,571508],[340074,572727],[340244,530237],[345834,575553],[346729,575634],[347349,535510],[349152,535750],[360337,543733],[360674,492201],[362523,432115],[363237,545823],[363547,440855],[364305,546717],[372548,588170],[373443,588251],[374063,552664],[375866,552904],[381111,591734],[381448,556269],[382301,557317],[395829,519475],[396139,463774],[397559,599212],[398503,471913],[398518,566691],[407111,602196],[407448,571141],[408301,572189],[415697,575529],[416765,576423],[429962,493249],[429977,543809],[431274,611252],[431611,584289],[432471,500883],[440545,588146],[441613,589040],[448616,591810],[462276,520369],[463464,599188],[471928,602272],[493264,611328]
   ]
cell #2100 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[2, 1]]+phi[[1, 1, 1],[3, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [257291],[259876],[288496],[292725],[311215],[323417],[323483],[328432],[328772],[329184],[338171],[347145],[359646],[363863],[363929],[364397],[367154],[373859],[382356],[382696],[383108],[392095],[399124],[401686],[402196],[408356],[408696],[409108],[416323],[416389],[416857],[419614],[426319],[435355],[435564],[435904],[439642],[441171],[441237],[441705],[444462],[449222],[451784],[452294],[458454],[458794],[464090],[464156],[464895],[466631],[467160],[467354],[468394],[472534],[475096],[475606],[482305],[482514],[482854],[488655],[492602],[493056],[493870],[494483],[494586],[496103],[497479],[503767],[503976],[504316],[508057],[509793],[510322],[510516],[519744],[519847],[520010],[521474],[522835],[524065],[527437],[529173],[529702],[529896],[533387],[533490],[535007],[544048],[544244],[544886],[545489],[550541],[550644],[552161],[555832],[557193],[565247],[565850],[565953],[570704],[572065],[575195],[583852],[587812],[598854],
     [170375,377341],[193687,403341],[201593,412106],[222958,433815],[223507,434285],[226441,436954],[233876,313800],[234850,377407],[243785,453439],[257258,465735],[257842,466163],[260850,403407],[269509,342916],[275418,480765],[275967,481235],[278901,483904],[283263,488121],[292752,495299],[293315,434351],[296223,369630],[302132,502227],[302681,502697],[308686,507252],[311182,508897],[311766,509325],[314774,453505],[319347,515696],[331248,523767],[335642,526632],[338138,528277],[338722,528705],[342757,531506],[344727,532774],[347172,534203],[347735,481301],[350643,422090],[355462,488187],[356552,541131],[357101,541601],[366558,547095],[367121,547446],[369471,548660],[371441,549928],[373886,551357],[374449,502763],[378089,554102],[378438,554205],[380346,507318],[385172,558125],[389566,560990],[390835,459206],[392062,562635],[392646,563063],[401653,567768],[402223,568070],[404089,568974],[404438,569077],[406346,526698],[411172,572997],[412790,573754],[413103,531960],[414794,486592],[419018,576801],[419581,577152],[421931,578366],[423901,579634],[426346,581063],[426909,541667],[435033,585291],[435382,585394],[437638,586371],[437951,549114],[443866,589418],[444429,589769],[445082,511556],[445734,554368],[445863,590366],[451751,592887],[452321,593189],[454187,594093],[454536,594196],[456444,561056],[466847,599992],[469046,569240],[469175,600828],[475063,603349],[475633,603651],[476017,536383],[476788,573950],[481983,606038],[482332,606141],[484588,607118],[484901,578820],[496232,611928],[498250,586567],[503445,614505],[503794,614608],[504685,558423],[510009,616704],[512208,594359],[512337,617540],[529389,623380],[535136,625031],[537154,607314],[552290,630148]
   ]
cell #2101 :
  |C| = 175
  W-rep = phi[[3, 1, 1, 1],[1]]+phi[[3, 1],[1, 1, 1]]
  special rep = phi[[3, 1],[1, 1, 1]] , dim = 105
  orbit = [6, 2, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [250377],[284372],[285988],[313677],[320384],[320510],[322272],[349609],[349735],[356254],[356496],[356688],[384874],[385116],[385308],[391765],[391790],[392028],[416755],[419284],[419309],[419547],[426004],[426050],[449604],[449629],[451979],[452025],[458492],[480285],[480331],[482552],[508115],[508483],[533540],
     [184708,395407],[190362,330646],[217164,429645],[221824,433237],[222902,366502],[240460,384570],[251435,461979],[256146,465225],[256961,401097],[257224,401619],[259753,340633],[266460,410570],[274284,480187],[275362,418962],[286908,491892],[291627,494811],[292456,434847],[295189,376323],[295315,376449],[300998,501649],[302076,443810],[310070,508387],[310885,451195],[311148,451717],[322669,519073],[323849,464522],[326378,521135],[327596,521602],[328470,466634],[330950,410874],[331192,411116],[331384,411308],[337026,527767],[337841,474507],[338104,475029],[346047,533715],[346876,481797],[360028,494252],[360053,494277],[362449,545216],[364295,441603],[366824,444132],[366849,444157],[367087,444395],[372761,550869],[373590,503259],[381520,555960],[382394,509796],[395505,521233],[395551,521279],[397772,566178],[399506,472916],[399531,472941],[401881,475291],[401927,475337],[407520,570832],[408394,529176],[429373,544944],[429741,545312],[431683,583980],[433335,501747],[433381,501793],[435602,504014],[461510,564954],[461663,598366],[461804,566003],[464953,527495],[465321,527863],[491651,583165],[494636,550694]
   ]
cell #2102 :
  |C| = 455
  W-rep = phi[[2, 1, 1, 1],[2]]+phi[[1, 1, 1, 1],[3]]+phi[[2, 1],[2, 1, 1]]+phi[[1, 1],[3, 1, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     35 tau_infinity subcells with 1 member(s)
     140 tau_infinity subcells with 2 member(s)
     35 tau_infinity subcells with 4 member(s)
  subcells = [
     [322291],[335979],[356707],[358543],[371185],[385327],[392000],[392225],[402991],[406069],[419519],[419744],[425901],[426206],[430890],[436589],[439545],[451876],[452181],[458365],[458682],[463068],[468077],[468297],[479730],[482425],[482742],[488575],[492739],[492959],[497426],[507968],[510436],[519957],[533410],
     [183498,393996],[214098,425006],[215957,358386],[238261,447655],[247815,457207],[248197,390682],[250264,322336],[250420,518800],[257196,400932],[264261,470967],[272826,478222],[273208,414641],[283157,487461],[283201,424745],[283600,357438],[285035,542703],[286003,543079],[286054,491385],[292612,434622],[299540,499684],[299922,439489],[305959,505747],[308580,506592],[308624,447394],[309023,389903],[311120,451030],[318185,514129],[319091,392390],[319207,457238],[319238,515102],[320525,562834],[320853,563752],[321235,518231],[328343,465998],[328660,466477],[329087,522351],[331403,411327],[331587,524033],[332915,525127],[335536,525972],[335580,470706],[338076,474342],[341992,531417],[342036,477840],[344471,423645],[344587,478253],[344618,532180],[347032,481572],[349750,577351],[353960,538588],[354342,486439],[355185,426632],[355350,487519],[356460,581181],[356995,582026],[357039,542442],[360892,544212],[363203,494421],[363261,545457],[364317,495536],[367059,444367],[367284,444592],[368706,548571],[368750,499302],[371301,499715],[371332,549334],[373746,503034],[376991,453089],[377678,506230],[377709,554125],[380069,456167],[380234,506650],[382267,509160],[382584,509639],[383011,556709],[385080,593307],[386839,559485],[389460,560330],[389504,513868],[390738,459109],[391956,596572],[392506,563783],[392537,597335],[395795,519682],[395853,565215],[398530,521421],[401778,475188],[402083,475493],[403678,525610],[403709,568997],[406234,526030],[408267,528540],[408584,529019],[409011,571581],[411741,483539],[411941,531643],[412420,531863],[414697,486495],[415663,533325],[415721,575163],[416777,534440],[419475,606463],[421166,578277],[421210,538206],[423761,538619],[423792,579040],[426237,609185],[426797,582084],[429989,543995],[432780,501192],[435475,503887],[435792,504204],[436789,548797],[437268,549017],[440511,550479],[440569,587780],[441625,551594],[444765,511239],[444985,511459],[445167,554315],[448628,555779],[452212,617051],[453776,559968],[453807,594116],[456332,560388],[462585,520678],[463430,565788],[463488,598822],[464806,527348],[467274,529816],[468479,569187],[471940,570651],[475964,536330],[483739,578503],[484218,578723],[492513,544797],[493276,583799],[494506,550564],[511641,594306],[519767,565873],
     [170269,377378,445893,554040],[193581,403378,469205,568912],[201484,412134,476939,573701],[222866,365780,495417,547026],[223401,434322,496262,585229],[226332,436982,498401,586318],[234738,445282,445951,590334],[243679,453476,512367,594031],[257152,400888,522223,567679],[257733,466191,522986,599939],[260738,468594,469263,600796],[269412,413352,476304,573918],[275326,418240,534321,576732],[275861,481272,535166,605976],[278792,483932,537305,607065],[292643,434653,546115,585314],[293203,495651,496320,611896],[295330,376464,547645,589968],[296126,438200,497766,586535],[302040,443088,551475,589349],[302575,502734,552320,614443],[304631,385511,504653,558391],[311076,450986,556581,592798],[311657,509353,557344,616651],[314662,511756,512425,617508],[331156,411080,568188,603769],[338032,474298,571453,603260],[338613,528733,572216,623327],[347063,481603,575821,606061],[347623,534555,535224,624999],[350546,485150,536670,607282],[367015,444323,585716,614930],[373777,503065,588438,614528],[374337,551709,552378,630116],[402114,475524,600339,623727]
   ]
cell #2103 :
  |C| = 140
  W-rep = phi[[3, 2, 1, 1],[]]+phi[[3],[2, 1, 1]]
  special rep = phi[[3],[2, 1, 1]] , dim = 105
  orbit = [6, 4, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     70 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [125995],[152463],[153332],[153403],[177125],[181254],[181983],[182410],[204173],[208462],[208889],[213128],[214165],[214217],[229021],[237291],[238982],[242064],[242116],[247100],[248239],[248261],[263291],[270879],[272111],[273870],[273922],[277095],[277117],[281481],[282448],[283659],[286126],[297593],[298825],[306589],[307871],[309320],[309645],[309667],[312964],[317215],[321927],[333545],[334827],[342281],[342628],[345207],[345364],[345680],[352013],[353245],[357903],[368995],[369342],[377975],[380864],[380956],[387469],[388751],[393437],[403975],[412642],[415469],[421455],[421802],[427733],[437490],[454073],[484440],
     [133963,200437],[161512,233310],[161939,233737],[188884,264982],[191966,268064],[192018,268116],[218419,289866],[221410,300584],[221462,300636],[224635,303809],[224657,303831],[252665,325964],[252717,326016],[255396,336276],[255721,336601],[255743,336623],[259040,339920],[287861,361699],[288186,362024],[288208,362046],[290787,371921],[290944,372078],[291260,372394],[323894,396932],[324051,397089],[324367,397405],[326940,406864],[327032,406956],[359075,429172],[360090,431027],[360182,431119],[363009,440317],[394705,461627],[395601,463236],[429032,491729]
   ]
cell #2104 :
  |C| = 175
  W-rep = phi[[3],[2, 1, 1]]+phi[[1],[4, 1, 1]]
  special rep = phi[[3],[2, 1, 1]] , dim = 105
  orbit = [6, 4, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [196625],[229138],[229619],[260448],[263662],[263706],[289068],[295958],[296002],[299239],[299270],[325183],[325227],[331735],[331955],[331986],[335277],[361040],[361260],[361291],[367393],[367613],[367827],[396249],[396469],[396683],[402505],[402649],[429109],[430404],[430548],[436207],[461575],[462686],[491693],
     [101540,215906],[124819,247487],[125961,183579],[144305,272498],[151797,282622],[151977,215264],[153359,216056],[153453,358756],[165767,299212],[173133,308045],[173313,246723],[181371,249006],[181574,318657],[181852,249487],[182912,393824],[196445,335001],[202789,343488],[204290,281598],[204493,344037],[204771,282079],[212717,353632],[213499,284436],[213543,284480],[213750,354790],[215084,427907],[227637,370202],[229341,370751],[234448,314372],[236051,379107],[237662,317586],[237706,317630],[237913,379674],[246543,388925],[247514,320552],[247545,320583],[249209,460327],[262051,405107],[263913,405674],[269244,350378],[269288,350422],[270260,413500],[270881,413751],[272525,353659],[272556,353690],[280097,422662],[281801,423211],[282898,356736],[284687,490454],[296974,438348],[297595,438599],[304779,385659],[304999,385879],[305030,385910],[306021,446567],[308321,389201],[315975,455205],[317837,455772],[332977,469879],[340679,419853],[340899,420073],[341113,420287],[342043,477498],[351394,485298],[352015,485549],[368757,498960],[376505,452603],[376649,452747],[386901,513041],[411359,483157],[421217,537864]
   ]
cell #2105 :
  |C| = 175
  W-rep = phi[[3, 1, 1, 1],[1]]+phi[[3, 1],[1, 1, 1]]
  special rep = phi[[3, 1],[1, 1, 1]] , dim = 105
  orbit = [6, 2, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [126007],[152475],[153407],[177137],[182234],[182414],[183531],[208713],[208893],[214221],[214424],[214702],[242120],[242323],[242601],[248284],[248328],[248535],[273926],[277140],[277184],[277391],[283666],[283697],[309690],[309734],[312971],[313002],[319784],[345687],[345718],[349009],[380871],[381305],[415487],
     [85334,190521],[107108,223069],[119692,240619],[131712,256782],[131963,257403],[133975,200449],[139072,266619],[146012,275529],[158213,291047],[159439,292289],[161763,233561],[161943,233741],[167474,302243],[174874,310706],[175125,311327],[185599,324154],[188516,327167],[189762,328311],[192022,268120],[192225,268323],[192503,268601],[198186,337662],[198437,338283],[205163,345467],[206389,346709],[218051,360317],[221056,363171],[221466,300640],[224680,303854],[224724,303898],[224931,304105],[230011,372181],[231237,373423],[238614,381091],[239860,382235],[252311,395763],[252721,326020],[253970,397192],[255176,398377],[255766,336646],[255810,336690],[259047,339927],[259078,339958],[264614,407091],[265860,408235],[273516,415631],[287641,429836],[288231,362069],[288275,362113],[289498,431254],[291267,372401],[291298,372432],[294589,375723],[300230,440479],[309100,448475],[322743,461521],[324374,397412],[324405,397443],[325610,463398],[326947,406871],[327381,407305],[336056,471787],[360097,431034],[360531,431468],[361479,493123],[363027,440335],[394712,461634],[394815,519139],[395619,463254],[429050,491747]
   ]
cell #2106 :
  |C| = 175
  W-rep = phi[[3, 1, 1, 1],[1]]+phi[[3, 1],[1, 1, 1]]
  special rep = phi[[3, 1],[1, 1, 1]] , dim = 105
  orbit = [6, 2, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [322309],[356725],[358570],[385345],[392205],[392252],[394190],[419724],[419771],[426095],[426451],[426545],[452070],[452426],[452520],[458571],[458573],[458918],[480376],[482631],[482633],[482978],[488698],[488755],[508562],[508564],[510559],[510616],[516232],[533858],[533915],[535705],[555968],[556224],[575329],
     [251514,395487],[257401,330554],[287099,429717],[291706,433317],[292857,366410],[311325,384478],[323296,462044],[327787,465297],[328549,401177],[328896,401524],[331421,411345],[338281,410478],[346126,480267],[347277,418870],[359449,491894],[363742,494876],[364497,434919],[367264,444572],[367311,444619],[372840,501729],[373991,443718],[381711,508459],[382473,451275],[382820,451622],[394635,519075],[395596,521324],[397851,521215],[398927,521604],[399660,466699],[401972,475382],[402328,475738],[402422,475832],[407711,527839],[408473,474587],[408820,474934],[416202,533780],[416957,481869],[429820,545391],[429822,545393],[431874,545288],[433426,501838],[435681,504093],[435683,504095],[436028,504440],[441050,550934],[441805,503331],[449025,555962],[449758,509861],[462122,566321],[462179,566378],[463969,566243],[465400,527942],[465402,527944],[467397,529939],[467454,529996],[472337,570834],[473070,529241],[491900,583988],[492156,584244],[493673,583982],[494954,551012],[495011,551069],[496801,552859],[519081,598374],[519175,598368],[519275,598988],[521610,570840],[521866,571096],[543532,610757],[545623,587946]
   ]
cell #2107 :
  |C| = 126
  W-rep = phi[[2],[3, 1, 1]]
  special rep = phi[[2],[3, 1, 1]] , dim = 126
  orbit = [5, 5, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [183440],[213420],[215868],[237583],[247152],[247449],[263583],[272163],[272460],[282206],[282426],[298877],[299174],[306641],[307629],[307849],[317507],[318242],[318500],[322434],[333597],[334585],[334805],[341107],[342606],[343622],[343880],[353297],[353594],[354398],[358195],[358718],[367821],[369320],[370336],[370594],[376842],[377818],[378291],[379282],[387521],[388509],[388729],[393489],[393786],[394019],[396677],[402842],[403818],[404291],[405282],[411535],[411654],[412550],[420281],[421780],[422796],[423054],[425029],[427491],[427711],[430741],[436383],[436502],[437398],[444803],[445699],[446775],[447678],[452940],[453916],[454389],[455380],[457397],[459912],[460170],[462862],[462981],[468115],[469011],[470087],[470990],[475982],[477691],[478412],[483333],[483452],[484348],[487622],[490062],[492777],[497444],[499153],[499874],[506024],[506143],[506753],[511277],[512173],[513249],[514152],[515244],[518823],[519975],[525404],[525523],[526133],[531681],[532322],[536348],[538057],[538778],[542726],[548835],[549476],[554333],[559762],[559881],[560491],[563942],[569205],[578541],[579182],[582187],[594324],[597477]
   ]
cell #2108 :
  |C| = 126
  W-rep = phi[[2],[3, 1, 1]]
  special rep = phi[[2],[3, 1, 1]] , dim = 126
  orbit = [5, 5, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [250219],[282869],[285790],[308292],[318701],[318926],[335248],[344081],[344306],[354454],[354759],[370795],[371020],[379151],[379338],[379643],[389172],[389994],[390311],[394399],[405151],[405338],[405643],[411710],[413720],[413953],[414270],[423255],[423480],[424358],[428154],[428711],[436558],[438568],[438801],[439118],[444927],[446347],[446781],[447007],[455249],[455436],[455741],[460371],[460596],[460831],[463037],[468239],[469659],[470093],[470319],[476059],[476099],[477354],[483508],[485518],[485751],[486068],[487841],[490118],[490423],[492901],[497521],[497561],[498816],[504737],[505848],[506199],[506972],[511401],[512821],[513255],[513481],[515300],[517543],[517860],[520052],[520092],[524117],[525228],[525579],[526352],[530597],[531805],[532378],[536425],[536465],[537720],[539975],[542055],[544296],[547751],[548959],[549532],[554410],[554450],[554915],[558475],[559586],[559937],[560710],[561629],[564631],[565455],[569282],[569322],[569787],[574002],[574426],[577457],[578665],[579238],[582406],[586619],[587043],[590574],[594401],[594441],[594906],[597533],[601036],[607366],[607790],[609975],[617748],[619895]
   ]
cell #2109 :
  |C| = 455
  W-rep = phi[[2, 1, 1, 1],[2]]+phi[[1, 1, 1, 1],[3]]+phi[[2, 1],[2, 1, 1]]+phi[[1, 1],[3, 1, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     35 tau_infinity subcells with 1 member(s)
     140 tau_infinity subcells with 2 member(s)
     35 tau_infinity subcells with 4 member(s)
  subcells = [
     [335210],[370387],[394232],[402893],[405289],[426587],[428510],[430792],[436509],[438787],[452562],[458985],[459009],[462988],[468122],[468225],[483045],[483069],[488616],[489078],[492784],[492887],[497462],[510477],[510939],[516147],[516581],[519993],[533451],[535620],[536054],[540765],[555874],[557759],[575247],
     [183444,460809],[213424,487819],[215894,428352],[237587,506950],[247156,515143],[247475,457572],[250181,394361],[263587,526330],[272167,532221],[272486,478587],[282471,539858],[282515,487673],[282831,428116],[298881,549375],[299200,500049],[306645,554166],[307894,554798],[307938,506804],[308254,389134],[317511,560688],[318293,459963],[318507,515251],[318538,561530],[322438,564609],[328963,401591],[333601,569038],[334850,569670],[334894,526184],[342651,573796],[342695,477742],[343673,422847],[343887,532329],[343918,574327],[353301,579081],[353620,538953],[354405,490069],[354650,539961],[358199,582384],[358604,582696],[358744,543277],[364820,435242],[369365,586413],[369409,499204],[370601,549483],[370632,586944],[376893,452991],[378298,506150],[378329,590418],[379289,455387],[379534,554901],[382887,451689],[387525,594157],[388774,594789],[388818,560542],[389980,517529],[392286,596671],[393493,597376],[393812,564117],[399575,466614],[400009,467048],[400957,522833],[402464,475874],[402667,524063],[404298,525530],[404329,600880],[405534,569773],[408887,475001],[411661,483459],[412557,531688],[412991,531791],[413939,485737],[417280,482192],[419805,606562],[421825,607160],[421869,538108],[423061,579189],[423092,607691],[426507,609226],[427756,609858],[427800,582238],[430566,544242],[432542,494466],[432645,545487],[433449,496086],[436095,504507],[436119,504531],[437405,548842],[437839,548945],[442128,503654],[444810,511284],[444913,511387],[445717,554351],[449673,509776],[450107,510210],[451055,557191],[452482,617092],[454396,559888],[454427,617592],[455632,594892],[458941,619265],[460177,597484],[460208,619796],[462347,519727],[462450,565245],[464630,521457],[467315,529857],[467777,530319],[469029,569223],[472985,529156],[473419,529590],[474367,572063],[476000,536366],[479492,533370],[479595,575193],[480399,534990],[483001,625352],[484355,578548],[484789,578651],[489109,627057],[490314,609961],[492337,544031],[494547,550605],[496716,552774],[497150,553208],[500954,550524],[501057,587810],[501861,552144],[507792,555815],[510970,631629],[512191,594342],[519808,565914],[520440,565833],[520543,598852],[521516,570746],[523401,572631],[527172,570687],[544090,583894],[544621,583835],[545541,587864],[565299,598906],
     [235697,378078,505509,554085],[261697,404078,524889,568957],[270511,412777,531241,573737],[292913,366466,546156,585355],[294162,435022,546788,585274],[297225,437625,548395,586354],[306235,445861,505612,590364],[315621,454176,559247,594076],[328919,401547,566972,600034],[330186,466834,567503,599975],[333191,469173,524992,600826],[342061,476786,477516,573948],[347333,418926,575862,606102],[348582,481972,576494,606021],[351645,484575,578101,607101],[364851,435273,584740,611980],[366056,496230,546891,611926],[367345,444653,585815,615029],[368775,498248,498978,586565],[374047,443774,588479,614569],[375296,503434,589111,614488],[376667,452765,504683,558421],[382843,451645,592091,616746],[384110,509996,592622,616687],[387115,512335,559350,617538],[402384,475794,600380,623768],[408843,474957,602553,623422],[410110,529376,603084,623363],[417311,482223,605487,625083],[418516,535134,576597,625029],[421235,537152,537882,607312],[436051,504463,612249,630469],[442159,503685,613954,630200],[443364,552288,589214,630146],[467808,530350,621654,635431]
   ]
cell #2110 :
  |C| = 175
  W-rep = phi[[3, 1, 1, 1],[1]]+phi[[3, 1],[1, 1, 1]]
  special rep = phi[[3, 1],[1, 1, 1]] , dim = 105
  orbit = [6, 2, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [153422],[182429],[183543],[208908],[214495],[214714],[216011],[242394],[242613],[248435],[248558],[248871],[277291],[277414],[277727],[283816],[283860],[283980],[309841],[313121],[313165],[313285],[319893],[319924],[345837],[345881],[349118],[349149],[356050],[381414],[381445],[384670],[415501],[415980],[448493],
     [107179,223140],[131986,257426],[146083,275600],[154653,360340],[159558,292312],[159722,292926],[161958,233756],[167545,302314],[175148,311350],[184780,395826],[189335,327190],[189902,328374],[192296,268394],[192515,268613],[198460,338306],[206508,346732],[206672,347346],[217211,429969],[221896,363234],[222456,364297],[224831,304005],[224954,304128],[225267,304441],[231356,373446],[231520,374060],[239433,381114],[240000,382298],[251294,462204],[255917,336797],[256193,398510],[259197,340077],[259241,340121],[259361,340241],[265433,407114],[266000,408298],[274356,415694],[274916,416757],[286362,491663],[288382,362220],[290317,431277],[291417,372551],[291461,372595],[291486,432399],[294698,375832],[294729,375863],[301070,440542],[301630,441605],[310117,448608],[324524,397562],[324568,397606],[326450,463461],[327490,407414],[327521,407445],[330746,410670],[337073,471920],[345906,479349],[360640,431577],[360671,431608],[362496,493256],[363041,440349],[363520,440828],[372620,500811],[395633,463268],[396112,463747],[397631,520297],[398395,471805],[429064,491761],[429212,543576],[429854,493141],[461539,519157]
   ]
cell #2111 :
  |C| = 427
  W-rep = phi[[2, 2, 1, 1],[1]]+phi[[2, 1, 1, 1],[2]]+phi[[2, 2],[1, 1, 1]]+phi[[2, 1],[2, 1, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     91 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     49 tau_infinity subcells with 4 member(s)
  subcells = [
     [250214],[250337],[282864],[284332],[285822],[308287],[313637],[318600],[318958],[319879],[335243],[343980],[344338],[349104],[354694],[354745],[355972],[370694],[371052],[378391],[379578],[379629],[381400],[384592],[389167],[390233],[390243],[391518],[394394],[404391],[405578],[405629],[413035],[413086],[414192],[414202],[415902],[419037],[423154],[423512],[424573],[428149],[428576],[428743],[437883],[437934],[439040],[439050],[446132],[446142],[447222],[448543],[448843],[454489],[455676],[455727],[459075],[460270],[460628],[469444],[469454],[470534],[476854],[477154],[479397],[483135],[484833],[484884],[485990],[486000],[489171],[490358],[490409],[498316],[498616],[505414],[511032],[512606],[512616],[513696],[516625],[517782],[517792],[524794],[536098],[537220],[537520],[541190],[542270],[558184],[559152],
     [183552,461054],[214723,489255],[216006,491140],[242622,511116],[248623,516676],[248866,516707],[259713,340593],[277479,536149],[277722,536180],[283759,540841],[283979,541180],[294684,375818],[306279,445923],[313064,557835],[313284,558174],[319828,562384],[320094,562684],[327476,407400],[330668,410592],[333235,469235],[342324,476963],[345780,575323],[349053,576901],[349319,577201],[355982,580848],[360626,431563],[363442,440750],[364913,435335],[366100,496292],[366577,443885],[369038,498425],[378010,505475],[380974,507708],[381349,591675],[384602,592974],[387159,512397],[396034,463669],[398445,471855],[398745,472155],[400053,467092],[401220,523010],[404010,524855],[412660,531157],[415912,605171],[417373,482285],[418560,535196],[421498,537329],[429904,493191],[430204,493491],[432447,500859],[433874,496511],[434954,546754],[436185,504597],[437508,548311],[442221,503747],[443408,552350],[450151,510254],[451318,557368],[454108,559213],[462252,520345],[467870,530412],[473463,529634],[474630,572240],[480824,535415],[481904,576460],[484458,578017],[497194,553252],[502286,552569],[503366,589077],[523826,573056],
     [132051,257491,400104,467143],[159721,292925,433864,496501],[175213,311415,450202,510305],[189806,328373,465484,522901],[190072,328970,465784,523201],[192524,268622,467954,530496],[198525,338371,473514,529685],[206671,347345,480814,535405],[221100,363233,494746,545765],[222388,364341,495084,546693],[225019,304193,497245,553303],[225262,304436,497276,553334],[231519,374059,502276,552559],[239904,382297,508646,557259],[240170,382894,508946,557559],[252355,395825,461914,519417],[255439,398554,521686,566667],[256714,399541,466717,567419],[259140,340020,523477,572707],[259360,340240,523816,573046],[265904,408297,528026,572131],[266170,408894,528326,572431],[273560,415693,533650,575471],[274848,416801,533988,576399],[287904,430013,491976,543785],[290979,432508,494894,584495],[291360,372494,545617,587940],[294633,375767,547195,589518],[294899,376033,547495,589818],[300274,440541,550804,588088],[301562,441649,551142,589016],[309363,448652,556044,591786],[310638,449639,509879,592538],[324086,462062,462313,565054],[324467,397505,565375,598982],[325654,463460,566113,599130],[327050,406974,464546,527088],[327425,407349,566556,602137],[330678,410602,567855,603436],[336319,471964,570916,602248],[337594,472951,529259,603000],[345399,479458,533798,605242],[360200,431137,492253,544537],[360575,431512,583478,611193],[361742,493300,584064,611304],[363452,440760,584424,613638],[372113,500920,550952,613709],[396044,463679,598590,620879],[397124,520406,566261,620950]
   ]
cell #2112 :
  |C| = 175
  W-rep = phi[[3, 1, 1, 1],[1]]+phi[[3, 1],[1, 1, 1]]
  special rep = phi[[3, 1],[1, 1, 1]] , dim = 105
  orbit = [6, 2, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [286009],[320531],[322279],[349756],[356558],[356695],[358562],[385178],[385315],[391797],[392051],[392244],[419316],[419570],[419763],[426073],[426087],[426333],[449636],[452048],[452062],[452308],[458496],[458548],[480354],[480368],[482556],[482608],[488695],[508487],[508539],[510556],[533544],[533855],[555965],
     [217187,429740],[222964,366564],[251491,462107],[256169,465320],[257247,401642],[275424,419024],[287039,492091],[291683,494939],[292479,434942],[292739,435369],[295336,376470],[302138,443872],[310093,508482],[311171,451740],[323182,519273],[327727,521801],[328526,466762],[331254,411178],[331391,411315],[337049,527862],[338127,475052],[346103,533843],[346899,481892],[347159,482319],[358983,543530],[360060,494284],[362472,545311],[363628,545621],[364437,496165],[366856,444164],[367110,444418],[367303,444611],[372817,550997],[373613,503354],[373873,503781],[381651,556159],[382450,509924],[395574,521302],[395588,521316],[397828,566306],[399538,472948],[401950,475360],[401964,475374],[402210,475620],[407651,571031],[408450,529304],[416088,575327],[416897,535069],[429745,545316],[429797,545368],[431814,584179],[433404,501816],[433418,501830],[435606,504018],[435658,504070],[440936,587944],[441745,552223],[461808,566007],[462119,566318],[463855,598986],[465325,527867],[465377,527919],[467394,529936],[491655,583169],[491777,610755],[491897,583985],[494640,550698],[494951,551009],[519078,598371],[521607,570837]
   ]
cell #2113 :
  |C| = 455
  W-rep = phi[[2, 1, 1, 1],[2]]+phi[[1, 1, 1, 1],[3]]+phi[[2, 1],[2, 1, 1]]+phi[[1, 1],[3, 1, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     35 tau_infinity subcells with 1 member(s)
     140 tau_infinity subcells with 2 member(s)
     35 tau_infinity subcells with 4 member(s)
  subcells = [
     [358592],[371811],[392274],[394172],[406129],[419793],[426400],[426527],[436649],[439559],[452375],[452502],[458403],[458791],[463128],[468311],[471041],[482463],[482851],[488589],[488969],[492973],[497476],[497624],[508006],[510450],[510830],[516133],[520007],[520155],[524081],[533424],[535606],[544260],[555860],
     [215969,428330],[248209,457550],[250291,394007],[273220,478565],[283308,487499],[283627,425017],[285881,358634],[286066,543255],[292806,435436],[299934,500027],[308731,506630],[309050,447666],[319357,515116],[319401,457298],[319717,393016],[321247,564095],[322303,564441],[322363,518811],[328769,467157],[335687,526010],[336006,470978],[342802,531455],[344737,532194],[344781,478313],[345097,424271],[347226,482386],[354354,538931],[355245,426692],[355459,487533],[355490,539844],[356719,581250],[357146,582064],[357465,542714],[364331,496100],[364711,496579],[365039,546645],[367333,444641],[367496,547721],[369516,548609],[371451,549348],[371495,499775],[373940,503848],[378448,554139],[378492,506290],[380129,456227],[380343,506664],[380374,554784],[382693,510319],[385339,593376],[389611,560368],[389930,514140],[390752,459123],[390997,515165],[392107,596610],[392656,597349],[392700,563843],[396352,565425],[398544,521471],[398593,566458],[399561,522851],[402277,475687],[402404,475814],[404448,569011],[404492,525670],[406343,526044],[406374,569656],[408693,529699],[411801,483599],[413100,531877],[413131,573782],[414711,486509],[414956,532243],[416791,535004],[417171,535483],[417499,576351],[419626,606501],[421976,578315],[423911,579054],[423955,538679],[425080,489297],[426356,609199],[426906,582098],[426937,609844],[430003,544045],[430052,583380],[432528,545505],[435513,503925],[435901,504313],[437948,549031],[437979,586399],[439804,549397],[441639,552158],[442019,552637],[442347,588968],[444999,511473],[445731,554365],[446210,554513],[447729,514203],[448642,555829],[448691,591577],[449659,557209],[452331,617065],[454546,594130],[454590,560028],[456441,560402],[456472,594775],[458822,619251],[459368,597398],[462333,565263],[464844,527386],[467288,529830],[467668,530210],[469043,569237],[469522,569385],[471954,570701],[472003,602039],[472971,572081],[476014,536380],[476162,536528],[476804,573966],[479478,575211],[482882,625338],[484898,578737],[484929,607146],[486754,579103],[492551,544835],[493290,583849],[493339,611095],[494520,550578],[496702,552760],[498266,586583],[500940,587828],[504701,558439],[512205,594356],[512684,594504],[519781,565887],[520426,598870],[521502,570732],[537170,607330],[544076,583880],
     [201603,412800,476953,573751],[226451,437648,498415,586368],[234878,445924,505495,590382],[257303,401698,522261,567717],[257852,466857,523000,599989],[260878,469236,524875,600844],[269671,476919,477002,604127],[278911,484598,537319,607115],[292762,435392,546129,585328],[293343,496293,546774,611944],[296385,498381,498464,612594],[305218,446450,505366,590544],[311227,451796,556619,592836],[311776,510019,557358,616701],[314802,512398,559233,617556],[328800,467188,566958,600020],[329346,522966,523049,621409],[331415,411339,568257,603838],[332174,469762,524746,601006],[338183,475108,571491,603298],[338732,529399,572230,623377],[340782,419956,530567,577427],[347182,482342,575835,606075],[347763,535197,576480,625047],[350805,537285,537368,625697],[367166,444474,585754,614968],[373896,503804,588452,614542],[374477,552351,589097,630164],[382724,510350,592077,616732],[383270,557324,557407,631384],[386098,512924,559104,617718],[402233,475643,600353,623741],[408724,529730,602539,623408],[409270,572196,572279,635186],[435932,504344,612235,630455]
   ]
cell #2114 :
  |C| = 175
  W-rep = phi[[3, 1, 1, 1],[1]]+phi[[3, 1],[1, 1, 1]]
  special rep = phi[[3, 1],[1, 1, 1]] , dim = 105
  orbit = [6, 2, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [286014],[320536],[322269],[349761],[356650],[356685],[358550],[385270],[385305],[391695],[392143],[392232],[419214],[419662],[419751],[425986],[425988],[426428],[449020],[451961],[451963],[452403],[458411],[458468],[479815],[479817],[482471],[482528],[488620],[508014],[508071],[510481],[533199],[533455],[555687],
     [223056,294503],[257339,330492],[275516,348923],[287202,359849],[292392,365945],[292834,366387],[295341,376475],[302230,375637],[311263,384416],[323431,395384],[327890,399327],[328446,401074],[331346,411270],[331381,411305],[338219,410416],[346812,418405],[347254,418847],[359611,429582],[363877,433214],[364362,434784],[366754,444062],[367202,444510],[367291,444599],[373526,443253],[373968,443695],[381814,449425],[382370,451172],[395051,461797],[398922,472332],[399089,465162],[401863,475273],[401865,475275],[402305,475715],[407814,472737],[408370,474484],[416337,480164],[416822,481734],[428996,491644],[430381,493668],[431977,494073],[432865,501277],[432867,501279],[432881,494629],[435521,503933],[435578,503990],[441185,501626],[441670,503196],[449187,508324],[462670,520763],[462672,520765],[464104,521112],[464852,527394],[464909,527451],[467319,529861],[472499,527704],[479831,533533],[492559,544843],[492616,544900],[493835,545153],[494295,550353],[494551,550609],[501293,550687],[519556,565662],[519812,565918],[520779,565996],[521329,570559],[543548,583149],[543606,583158],[543903,583707],[564891,598358]
   ]
cell #2115 :
  |C| = 553
  W-rep = phi[[2, 1],[2, 1, 1]]+phi[[1, 1],[3, 1, 1]]+phi[[2],[2, 2, 1]]+phi[[1],[3, 2, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     91 tau_infinity subcells with 4 member(s)
  subcells = [
     [365673],[400738],[418133],[434079],[434513],[440294],[442981],[450836],[464689],[465984],[471675],[471699],[474148],[481029],[481463],[492396],[494407],[495518],[497408],[500147],[500609],[502491],[502925],[507851],[509146],[519668],[519939],[521403],[524257],[526426],[526860],[527231],[528526],[533311],[534422],[543977],[544436],[544680],[547864],[549749],[550465],[551576],[555761],[565568],[565774],[568423],[570633],[583625],[583781],
     [299173,500718],[329756,567318],[334584,526439],[341622,531300],[358505,428673],[365629,585009],[367820,547877],[368336,548454],[370327,549737],[377355,554026],[383680,592437],[391487,459858],[394069,461095],[396676,565581],[400518,567562],[400769,599765],[402833,568411],[403355,568898],[405275,570009],[406823,601955],[409680,602899],[412071,573683],[415446,487244],[418089,605756],[420796,578160],[425714,489931],[425738,489955],[430732,583613],[434299,585215],[436320,585871],[436495,585929],[436919,586300],[440214,613454],[442937,614223],[445149,554297],[448363,514837],[448387,514861],[450616,592681],[450867,616477],[453453,594017],[457670,516848],[458132,517310],[462799,598633],[462974,598691],[466128,599921],[468063,600472],[468461,569169],[471631,622563],[473928,603143],[474179,623153],[475946,536312],[478685,539051],[479147,539513],[481249,605962],[483869,607047],[487915,541395],[488349,541829],[492725,610932],[500640,629560],[502711,614429],[504877,558615],[507046,560784],[507480,561218],[509290,616633],[511623,594288],[515517,562884],[528670,623309],[530710,577570],[532595,579455],[553551,593542],
     [153326,358483,428319,490963],[181248,391465,457539,515445],[183432,394018,394098,518394],[204167,415424,478554,532523],[213030,425409,487425,539939],[213412,425028,425767,540140],[215867,358717,428401,491232],[229015,440272,500016,549677],[237193,448058,506556,554879],[237575,447677,448416,555080],[247005,457912,515062,561589],[247049,457396,457914,561602],[247448,393785,458241,517419],[263193,471370,525936,569751],[263575,470989,471728,569952],[270081,477331,531056,574142],[272016,478927,532140,574386],[272060,478411,478929,574399],[272459,353593,479256,539622],[281475,487222,538920,579383],[282205,427490,487928,541408],[282321,487613,488078,580159],[282352,488135,539799,580171],[286120,428651,543244,582863],[296795,498793,548210,586759],[298730,500389,549294,587003],[298774,499873,500391,587016],[305808,505832,553820,590687],[305852,446774,505834,590700],[307628,388508,507059,560797],[307744,506744,507209,590881],[307775,507266,554739,590893],[317117,514532,560294,594870],[317499,514151,514890,595071],[318233,459903,515505,562872],[318398,515237,515661,595752],[321921,459836,564084,597678],[322223,394331,564350,598025],[322426,461124,518822,598091],[332764,525212,568692,601149],[332808,470086,525214,601162],[334700,526124,526589,601343],[334731,526646,569611,601355],[341106,420280,530723,577583],[341842,477682,531463,604360],[341873,531520,573527,604372],[343613,422787,532583,579443],[343778,532315,532739,604528],[351215,537697,577916,607506],[353150,539293,579000,607750],[353194,538777,539295,607763],[354391,490055,540197,581282],[355939,427386,580771,609686],[357805,489626,581990,609939],[358187,489984,542725,610140],[368556,499144,548617,612827],[368587,548674,586144,612839],[370492,549469,549893,612995],[376833,452931,553539,593530],[377135,505961,553914,615345],[377569,506136,554170,615403],[379275,455373,555137,595128],[380823,456921,591493,618667],[386688,559570,593811,617861],[386732,513248,559572,617874],[388624,560482,560947,618055],[388655,561004,594730,618067],[391407,459778,596211,619611],[393342,517090,597295,619855],[393386,517092,563941,619868],[403135,525341,568786,622021],[403569,525516,569042,622079],[411472,483270,573254,606618],[411647,483445,573312,606676],[411927,531629,573609,624035],[415366,487164,604987,626557],[421016,538048,578323,625930],[421047,578380,606891,625942],[422952,579175,579599,626098],[425670,489887,608880,627326],[427606,541558,582178,627520],[427637,541615,609799,627532],[436775,548783,586226,629152],[444751,511225,590010,617184],[448319,514793,615887,632538],[453233,559699,593905,631996],[453667,559874,594161,632054],[458163,517341,618996,633128],[460068,563028,597470,633284],[479178,539544,624443,636910],[483725,578489,606973,636502]
   ]
cell #2116 :
  |C| = 427
  W-rep = phi[[2, 2, 1, 1],[1]]+phi[[2, 1, 1, 1],[2]]+phi[[2, 2],[1, 1, 1]]+phi[[2, 1],[2, 1, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     91 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     49 tau_infinity subcells with 4 member(s)
  subcells = [
     [428331],[428506],[457551],[459005],[460805],[478566],[483065],[487500],[487815],[488612],[500028],[506631],[506946],[510473],[515125],[515139],[516121],[526011],[526326],[531456],[532203],[532217],[533447],[535594],[538932],[539832],[539851],[540747],[543256],[548610],[549357],[549371],[554148],[554162],[554772],[554791],[555848],[557741],[560369],[560684],[561512],[564096],[564442],[564605],[569020],[569034],[569644],[569663],[573770],[573789],[574309],[575135],[575229],[578316],[579063],[579077],[581251],[582065],[582380],[586387],[586406],[586926],[590306],[590400],[591533],[593377],[594139],[594153],[594763],[594782],[596611],[597358],[597372],[600768],[600862],[604083],[606502],[607134],[607153],[607673],[609208],[609832],[609851],[612550],[617074],[617480],[617574],[619258],[619778],[625345],[625653],
     [358600,582692],[392282,596667],[394173,597909],[419801,606558],[426503,609222],[426528,609245],[436115,504527],[452478,617088],[452503,617111],[458404,619118],[458896,619239],[467311,529853],[476962,531363],[479415,575129],[482464,625205],[482956,625326],[488598,626945],[489071,627039],[494543,550601],[496690,552748],[498424,548517],[505432,590300],[505502,554078],[508007,631121],[510459,631517],[510932,631611],[516140,632839],[519804,565910],[521490,570720],[522262,567718],[523009,567625],[523383,572613],[524812,600762],[524882,568950],[531223,573719],[533433,635884],[535613,636162],[537328,578223],[544064,583868],[545429,587752],[545523,587846],[546138,585337],[546781,585267],[548377,586336],[555867,639275],[556620,592837],[557367,592744],[559170,617474],[559240,594069],[565187,598794],[565281,598888],[566414,601995],[566965,600027],[567485,599957],[568258,603839],[571492,603299],[572239,603206],[575844,606084],[576487,606014],[578083,607083],[583336,611051],[585755,614969],[588461,614551],[589104,614481],[592084,616739],[592604,616669],[600362,623750],[602546,623415],[603066,623345],[612242,630462],
     [292909,366462,546152,585351],[328874,401502,566946,600008],[347329,418922,575858,606098],[364340,434762,584628,611868],[364813,435235,584722,611962],[367341,444649,585811,615025],[374043,443770,588475,614565],[382798,451600,592065,616720],[398553,464752,566591,621122],[399568,466607,599476,621365],[402380,475790,600376,623764],[402405,475815,600399,623787],[408798,474912,602527,623396],[416800,481712,605375,624971],[417273,482185,605469,625065],[430012,492459,543709,610808],[432465,500877,545423,587746],[432535,494459,584451,628518],[433431,496068,546711,611862],[435514,503926,612102,630322],[436006,504418,612223,630443],[441648,503174,613842,630088],[442121,503647,613936,630182],[448651,507914,591710,631097],[449666,509769,616188,631340],[462270,520363,565181,598788],[462340,519720,565010,620612],[464612,521439,566685,621116],[464845,527387,621146,634923],[467297,529839,621542,635319],[467770,530312,621636,635413],[471963,527294,602172,634899],[472978,529149,622864,635142],[479485,533363,605198,635868],[480381,534972,576417,624965],[492319,543803,544013,610802],[492552,544836,610832,638027],[493299,544743,611228,638003],[494529,550587,628534,638613],[496709,552767,628812,638891],[500947,550517,613665,638597],[501843,552126,589034,630082],[507774,555797,591804,631091],[519790,565896,620628,640795],[520433,565826,620906,640779],[521509,570739,634054,641159],[527154,570669,602266,634893],[544083,583887,628183,642628],[544603,583817,611322,637997]
   ]
cell #2117 :
  |C| = 427
  W-rep = phi[[2, 2, 1, 1],[1]]+phi[[2, 1, 1, 1],[2]]+phi[[2, 2],[1, 1, 1]]+phi[[2, 1],[2, 1, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     91 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     49 tau_infinity subcells with 4 member(s)
  subcells = [
     [393998],[394168],[425008],[426523],[428326],[447657],[452498],[457209],[457546],[458399],[470969],[478224],[478561],[482459],[487480],[487495],[488563],[499686],[500023],[505749],[506611],[506626],[508002],[510424],[514131],[515090],[515117],[516115],[518802],[525129],[525991],[526006],[531436],[531451],[532168],[532195],[533398],[535588],[538590],[538927],[539826],[542705],[543081],[543251],[548590],[548605],[549322],[549349],[554113],[554140],[554766],[555703],[555842],[559487],[560349],[560364],[562836],[563754],[564091],[568985],[569012],[569638],[573625],[573764],[575119],[577353],[578296],[578311],[579028],[579055],[581183],[582045],[582060],[586242],[586381],[590290],[593309],[594104],[594131],[594757],[596591],[597323],[597350],[600752],[606482],[606989],[607128],[609200],[609826],[617066],[617464],
     [322306,564437],[356722,581246],[358545,582652],[385342,593372],[392202,596606],[392227,596627],[402400,475810],[419721,606497],[419746,606518],[425903,608998],[426416,609173],[435509,503921],[445912,505645],[451878,616864],[452391,617039],[458384,619094],[458888,619233],[464840,527382],[467262,529804],[469224,525025],[476954,531355],[479732,624575],[482444,625181],[482948,625320],[488590,626929],[492547,544831],[494494,550552],[495419,547028],[496281,546924],[496684,552742],[498416,548509],[505477,554053],[507738,555712],[507987,631062],[510451,631501],[512386,559383],[519755,565861],[521345,570575],[521484,570714],[522242,567698],[523001,567617],[524857,568925],[531187,573634],[533425,635848],[534323,576734],[535185,576630],[537320,578215],[543919,583723],[544058,583862],[545413,587736],[546130,585329],[546756,585242],[547647,589970],[548341,586251],[551477,589351],[552339,589247],[556600,592817],[557359,592736],[559215,594044],[565171,598778],[568190,603771],[571472,603279],[572231,603198],[575836,606076],[576462,605989],[578047,606998],[585735,614949],[588453,614543],[589079,614456],[600354,623742],
     [257398,330551,522257,567713],[292822,366375,546103,585302],[311322,384475,556615,592832],[328362,400990,566801,599863],[328866,401494,566940,600002],[331418,411342,568253,603834],[338278,410475,571487,603294],[347242,418835,575809,606049],[363222,432678,584467,611504],[364332,434754,584612,611852],[367261,444569,585750,614964],[367286,444594,585771,614985],[373956,443683,588426,614516],[382286,451088,591920,616575],[382790,451592,592059,616714],[395814,462483,565026,598430],[398545,464744,599357,621106],[399543,466582,567449,599872],[401780,475190,600152,623540],[402293,475703,600327,623715],[408286,474400,602382,623251],[408790,474904,602521,623390],[415682,479628,605214,624607],[416792,481704,605359,624955],[430004,492451,583217,610792],[432510,494434,584525,611513],[432782,501194,611472,629692],[435494,503906,612078,630298],[435998,504410,612217,630437],[440530,501090,613681,629724],[441640,503166,613826,630072],[448643,507906,616069,631081],[449641,509744,592568,616584],[462315,519695,565084,598439],[462587,520680,620687,633944],[463449,520576,620922,633976],[464576,521354,527118,570584],[464825,527367,621087,634864],[467289,529831,621526,635303],[471955,527286,622745,634883],[472953,529124,603030,623260],[479460,533338,605272,624616],[492283,543928,544567,583732],[492532,544816,628219,637968],[493291,544735,628378,637987],[494521,550579,628498,638577],[500922,550492,613739,629733],[519782,565888,633849,640759],[520408,565801,620980,633985]
   ]
cell #2118 :
  |C| = 427
  W-rep = phi[[2, 2, 1, 1],[1]]+phi[[2, 1, 1, 1],[2]]+phi[[2, 2],[1, 1, 1]]+phi[[2, 1],[2, 1, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     91 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     49 tau_infinity subcells with 4 member(s)
  subcells = [
     [393997],[394169],[425007],[426524],[428327],[447656],[452499],[457208],[457547],[458400],[470968],[478223],[478562],[482460],[487470],[487496],[488568],[499685],[500024],[505748],[506601],[506627],[508003],[510429],[514130],[515095],[515109],[516118],[518801],[525128],[525981],[526007],[531426],[531452],[532173],[532187],[533403],[535591],[538589],[538928],[539829],[542704],[543080],[543252],[548580],[548606],[549327],[549341],[554118],[554132],[554769],[555723],[555845],[559486],[560339],[560365],[562835],[563753],[564092],[568990],[569004],[569641],[573645],[573767],[575132],[577352],[578286],[578312],[579033],[579047],[581182],[582035],[582061],[586262],[586384],[590303],[593308],[594109],[594123],[594760],[596581],[597328],[597342],[600765],[606472],[607009],[607131],[609192],[609829],[617058],[617477],
     [322299,564438],[356715,581247],[358544,582659],[385335,593373],[392103,596607],[392226,596634],[402401,475811],[419622,606498],[419745,606525],[425902,609026],[426311,609178],[435510,503922],[445902,554094],[448559,591531],[451877,616892],[452286,617044],[458374,619114],[458784,619236],[464841,527383],[467267,529809],[469214,568966],[476870,604081],[476946,573744],[479731,624659],[482434,625201],[482844,625323],[488582,626942],[492548,544832],[494499,550557],[495418,547027],[496271,585283],[496687,552745],[498332,612548],[498408,586361],[505480,590362],[507977,631117],[510443,631514],[512376,594085],[519760,565866],[521365,570595],[521487,570717],[522232,567688],[522993,599982],[524860,600824],[533417,635881],[534322,576733],[535175,606030],[537236,625651],[537312,607108],[543939,583743],[544061,583865],[545426,587749],[546122,585321],[546759,611924],[547646,589969],[551476,589350],[552329,614497],[556590,592807],[557351,616694],[559218,617536],[565184,598791],[568189,603770],[571462,603269],[572223,623370],[575828,606068],[576465,625027],[585725,614939],[588445,614535],[589082,630144],[600346,623734],
     [257299,401694,522258,567714],[292717,435347,546108,585307],[311223,451792,556616,592833],[328352,466623,566821,599883],[328762,467150,566943,600005],[331411,411335,568254,603835],[338179,475104,571488,603295],[347137,482297,575814,606054],[363212,494475,545659,611524],[364324,496093,584625,611865],[367162,444470,585751,614965],[367285,444593,585778,614992],[373851,503759,588431,614521],[382276,509785,591940,616595],[382686,510312,592062,616717],[395804,519311,519736,598450],[398461,471871,566412,601993],[398537,521464,566588,621119],[399546,522831,522917,621363],[401779,475189,600180,623568],[402188,475598,600332,623720],[408276,529165,602402,623271],[408686,529692,602524,623393],[415672,533379,575365,624627],[416784,534997,605372,624968],[429920,493207,583334,611049],[429996,543706,544038,610805],[432513,545485,545781,628516],[432781,501193,611556,629776],[435484,503896,612098,630318],[435894,504306,612220,630440],[440520,550533,587982,629744],[441632,552151,613839,630085],[448635,555822,591707,631094],[449644,557189,557275,631338],[462318,519433,565243,620610],[462586,520679,598482,634028],[463439,565842,599024,633996],[464815,527357,621142,634919],[467281,529823,621539,635316],[471947,570694,602169,634896],[472956,572061,572147,635140],[479463,575191,575487,635866],[492522,544806,610828,638023],[493283,583842,611225,638000],[494513,550571,628531,638610],[500925,587808,588104,638595],[519774,565880,620625,640792],[520411,598850,599146,640777]
   ]
cell #2119 :
  |C| = 189
  W-rep = phi[[2, 1, 1, 1],[1, 1]]+phi[[2, 1, 1],[1, 1, 1]]
  special rep = phi[[2, 1, 1],[1, 1, 1]] , dim = 105
  orbit = [4, 2, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     21 tau_infinity subcells with 1 member(s)
     84 tau_infinity subcells with 2 member(s)
  subcells = [
     [250366],[284361],[285991],[313666],[320194],[320513],[322253],[349419],[349738],[356353],[356669],[384973],[385289],[391592],[391806],[419111],[419325],[425852],[448917],[451827],[479681],
     [66530,222715],[85304,257033],[96236,275175],[107114,292503],[113390,301889],[119662,310957],[127208,395781],[131813,328329],[133794,331005],[139042,337913],[146018,346923],[152294,356309],[159000,363189],[160103,364970],[161733,366896],[167480,373637],[174975,382253],[176956,384929],[182204,391837],[190172,329070],[190491,400149],[192231,401974],[198287,408253],[200268,410929],[205950,415649],[207053,417430],[208683,419356],[214430,426097],[222759,365014],[223075,433942],[224781,435461],[230798,440497],[231901,442278],[233531,444204],[240270,382994],[240589,450247],[242329,452072],[248385,458351],[254757,463416],[255867,464792],[256788,465434],[257002,400118],[259742,340622],[266270,408994],[266589,473559],[268329,475384],[275219,417474],[275535,480892],[277241,482411],[288332,492499],[291053,494371],[292258,433463],[294999,376133],[295318,376452],[301933,442322],[302249,502354],[303955,503873],[309791,507954],[310712,508596],[310926,450216],[324160,519632],[327136,464644],[331049,410973],[331365,411289],[336747,527334],[337668,527976],[337882,473528],[345473,533275],[346678,480413],[360286,492351],[362170,544783],[366651,443959],[366865,444173],[372187,550429],[373392,501875],[381060,507806],[397198,565738],[398819,472229],[401729,475139],[407060,527186],[430278,493565],[431223,544635],[432731,501143],[462536,520629]
   ]
cell #2120 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[2, 1]]+phi[[1, 1, 1],[3, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [190159],[190369],[191294],[192889],[218864],[221309],[222426],[222668],[228410],[240257],[240467],[241392],[252564],[255477],[256735],[258886],[260291],[266257],[266467],[267392],[273769],[274886],[275128],[287942],[288911],[291000],[293873],[294986],[295196],[295669],[300483],[301600],[301842],[309401],[310659],[312810],[320181],[320391],[324107],[324894],[325863],[327351],[329057],[329888],[330716],[330958],[331688],[336357],[337615],[339766],[345420],[348293],[349406],[349616],[356020],[356262],[360501],[360993],[361780],[363362],[363490],[364923],[366598],[372134],[375007],[376120],[376330],[381275],[382981],[383812],[384640],[384882],[391539],[395954],[396082],[397145],[398766],[399582],[407275],[408981],[409812],[410640],[410882],[415822],[415950],[417383],[419058],[430225],[431438],[432549],[440670],[440798],[442231],[443906],[448864],[449680],[462354],[463589],[463717],[472176],[472992],[479499],[493512],[500961],[520447],
     [73355,378031],[88227,404031],[93313,342362],[100011,424594],[108266,434975],[110467,369076],[116296,306488],[117460,447243],[122585,454129],[124110,390281],[132258,465805],[133266,401258],[135676,333444],[136840,470555],[142036,271324],[142588,477175],[143596,414240],[147170,481925],[149371,421536],[151131,354903],[159802,495186],[160027,433912],[161097,366309],[163498,298038],[164050,498637],[165058,439088],[168632,503387],[169577,242987],[171172,505516],[171397,446180],[172467,379787],[175420,508967],[176428,451356],[178838,387368],[180002,513717],[180643,321316],[191846,523222],[194484,524896],[194709,469492],[195779,405787],[198732,528347],[199740,474668],[202427,412961],[202637,343331],[203562,280870],[206752,534090],[206977,480862],[208047,418769],[210448,352458],[211000,537541],[212008,486038],[215582,542291],[224304,546795],[224529,496549],[225226,547516],[227275,437809],[227485,370045],[231600,551244],[231825,502324],[232895,443617],[234291,314215],[235408,378818],[235650,446052],[241944,557580],[244582,559254],[244807,512654],[245877,455885],[248830,562705],[249838,517830],[258676,467018],[259441,567957],[259666,523864],[261408,404818],[261650,469364],[267944,572452],[268955,350089],[270213,413453],[276764,576501],[276989,535453],[277686,577222],[279735,484759],[279945,422505],[284060,580950],[284285,541228],[285355,490567],[293006,584806],[294115,496421],[296927,438301],[303478,589118],[303703,552607],[304400,589839],[304732,385612],[312600,510180],[313365,593076],[313590,558222],[315332,454916],[315574,512526],[339556,529560],[340321,603538],[340546,573094],[347426,605553],[348535,535325],[351347,485251],[374140,614020],[375249,552479]
   ]
cell #2121 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[2, 1]]+phi[[1, 1, 1],[3, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [222855],[225416],[252935],[257116],[275315],[287166],[287237],[292356],[292614],[293127],[302029],[311040],[323402],[327854],[327925],[328417],[331145],[337996],[346776],[347034],[347547],[356449],[363848],[365769],[366979],[373490],[373748],[374261],[381778],[381849],[382341],[385069],[391920],[400852],[401827],[402085],[406158],[407778],[407849],[408341],[411069],[416308],[418229],[419439],[425950],[426208],[431941],[432012],[432829],[434097],[434624],[435549],[436678],[441156],[443077],[444287],[450950],[451925],[452183],[458439],[462634],[463157],[464075],[464707],[464880],[466000],[468079],[474262],[475237],[475495],[479779],[481047],[481574],[482499],[492414],[492587],[492741],[494423],[495517],[497407],[501241],[502509],[503036],[503961],[507869],[508042],[509162],[519684],[519938],[520727],[521402],[527249],[527422],[528542],[533327],[534421],[543976],[544698],[544871],[550481],[551575],[555760],[565790],[570632],[583780],
     [141516,341586],[162978,368300],[170247,377326],[190263,399992],[190774,400482],[193559,403326],[200568,277876],[201455,341657],[209928,420760],[222809,433795],[223379,434270],[226303,368371],[234662,306859],[240361,450090],[240872,450580],[243657,453424],[247758,457876],[257130,465720],[257704,400553],[260662,333815],[266361,473402],[266872,473892],[272769,478891],[275269,480745],[275839,481220],[278763,420831],[283135,488106],[295090,497133],[299483,500353],[301983,502207],[302553,502682],[305902,505796],[308558,507237],[311054,508882],[311628,450651],[314586,387739],[319209,457947],[320285,516564],[320796,517054],[329847,523363],[331099,523747],[332858,525176],[335514,526617],[338010,528262],[338584,473963],[341541,531318],[341970,531491],[344589,478962],[349510,536037],[353903,539257],[355274,426721],[356403,541111],[356973,541586],[365723,547075],[366993,547431],[368255,548472],[368684,548645],[371303,500424],[376224,553191],[377284,554042],[377680,506319],[380158,456256],[383771,557721],[385023,558105],[386782,559534],[389438,560975],[391934,562620],[392508,517125],[400437,567580],[400866,567753],[403284,568914],[403680,525699],[409771,572593],[411023,572977],[411830,483628],[411943,531645],[412007,573682],[418183,576781],[419453,577137],[420715,578178],[421144,578351],[423763,539328],[434228,585231],[436791,548799],[436855,586299],[443031,589398],[444301,589754],[444767,511241],[445148,554296],[450535,592699],[450964,592872],[453382,594033],[453778,560057],[466064,599920],[468460,569168],[473847,603161],[474276,603334],[475945,536311],[481178,605978],[483741,578505],[483805,607046],[502640,614445],[509226,616632],[511622,594287],[528606,623308]
   ]
cell #2122 :
  |C| = 315
  W-rep = phi[[2, 2, 1],[1, 1]]+phi[[2, 1, 1],[2, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [306289],[309261],[333245],[342222],[342336],[354704],[366110],[368936],[369050],[378019],[379588],[387169],[390255],[391527],[400063],[401232],[404019],[405588],[413045],[414214],[418570],[419046],[421396],[421510],[424582],[433737],[433886],[434963],[437893],[439062],[443418],[446005],[446154],[447231],[448852],[450161],[451330],[454117],[455686],[467102],[469317],[469466],[470543],[473473],[474642],[477038],[477163],[479442],[480687],[480836],[481913],[484843],[486012],[490368],[496374],[496523],[497204],[498500],[498625],[502149],[502298],[503375],[505459],[505536],[507743],[510264],[512479],[512628],[513705],[516635],[517804],[523085],[523689],[523838],[524839],[524916],[529644],[531192],[535278],[535427],[536108],[537404],[537529],[541053],[541202],[542279],[546629],[546815],[548346],[552432],[552581],[553262],[557443],[558047],[558196],[559197],[559274],[572315],[572919],[573068],[576335],[576521],[578052],[588952],[589138],
     [132130,465668],[159818,495206],[175292,508830],[189816,521998],[190176,465793],[198604,528210],[206768,534110],[221110,494683],[222400,495129],[225098,547379],[231616,551264],[239914,556356],[240274,508955],[248702,562568],[252365,461851],[255337,336217],[255451,465027],[256723,401118],[258270,567376],[259457,567977],[265914,571228],[266274,528335],[273570,533587],[274860,534033],[277558,577085],[284076,580970],[287802,361640],[287916,429447],[290988,433258],[293722,585036],[294643,585491],[295003,547504],[300284,550741],[301574,551187],[304272,589702],[309375,508189],[310647,451216],[312194,592495],[313381,593096],[319838,596347],[320198,562693],[324095,395428],[325664,566050],[327435,599436],[329141,599642],[329760,523210],[330690,567900],[336331,527569],[337603,474528],[339150,602957],[340337,603558],[345408,480208],[348142,605783],[349063,606238],[349423,577210],[355994,580893],[360585,583296],[361754,545018],[363315,611493],[363464,584588],[365075,546738],[366586,443894],[372122,501670],[374856,614250],[375777,614705],[376137,589827],[381359,616148],[383065,616354],[383684,557568],[384614,593019],[395907,598419],[396056,565147],[397133,521156],[398629,566712],[398754,472164],[400222,567454],[407359,622824],[409065,623030],[409684,572440],[410614,603481],[415775,624596],[415924,605335],[417535,576444],[430088,543830],[430213,493500],[431522,628457],[432492,500904],[432569,584530],[440623,629713],[440772,613802],[442383,589061],[448727,591831],[450320,592573],[462297,520390],[462374,565089],[463542,633965],[463691,621043],[464581,527123],[472039,602293],[473632,603035],[479519,605277],[492288,544572],[493375,611349],[500981,613744],[520467,620985]
   ]
cell #2123 :
  |C| = 315
  W-rep = phi[[2, 2, 1],[1, 1]]+phi[[2, 1, 1],[2, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [270531],[273442],[297245],[306161],[306283],[318558],[330206],[333117],[333239],[342318],[343938],[351665],[354698],[355976],[364871],[366104],[369032],[370652],[378349],[379582],[384130],[384596],[387041],[387163],[390237],[399895],[400057],[401214],[404349],[405582],[410130],[412877],[413039],[414196],[415906],[417331],[418564],[421492],[423112],[435293],[437725],[437887],[439044],[442179],[443412],[445999],[446136],[448592],[449993],[450155],[451312],[454447],[455680],[460228],[466934],[467096],[467828],[469311],[469448],[473305],[473467],[474624],[476903],[476994],[479425],[482243],[484675],[484837],[485994],[489129],[490362],[496368],[497036],[497198],[498365],[498456],[503705],[505442],[510096],[510258],[510990],[512473],[512610],[516467],[516629],[517786],[522814],[523041],[524822],[529476],[529638],[530370],[535272],[535940],[536102],[537269],[537360],[552426],[553094],[553256],[557172],[557399],[559180],[572044],[572271],
     [107244,433731],[132063,465624],[146148,480681],[159459,495112],[159812,433868],[167610,502143],[175225,508786],[188536,465010],[189810,465533],[192361,523683],[198537,528166],[206409,534016],[206762,480818],[214560,541047],[218071,429430],[220982,300156],[221104,432998],[222382,365982],[223891,546623],[225031,547335],[231257,551170],[231610,502280],[238634,508172],[239908,508695],[242459,558041],[248635,562524],[252237,325536],[252359,395168],[255433,399364],[258203,567332],[259098,567883],[259451,523820],[264634,527552],[265908,528075],[268459,572913],[273564,479948],[274842,418442],[276351,576329],[277491,577041],[283717,580876],[284070,541184],[287898,359886],[289518,545001],[291318,584571],[293089,584842],[293716,496505],[294637,547244],[300278,501410],[301556,443290],[303065,588946],[304205,589658],[309357,449462],[312127,592451],[313022,593002],[313375,558178],[319832,562433],[324425,565130],[325658,520896],[327267,599377],[327429,566766],[329135,522950],[330672,410596],[336313,472774],[339083,602913],[339978,603464],[340331,573050],[345738,605318],[347509,605589],[348136,535409],[349057,576950],[360417,583237],[360579,543884],[361736,494110],[363309,545814],[363446,440754],[365031,546721],[372452,613785],[374223,614056],[374850,552563],[375771,589567],[381191,616089],[381353,591885],[383059,557308],[395901,519466],[396038,463673],[397463,621026],[398494,471904],[398585,566695],[407191,622765],[407353,602347],[409059,572180],[415769,575520],[417491,576427],[429953,493240],[430044,543813],[431354,628398],[431516,611403],[432475,500887],[440617,588137],[442339,589044],[448683,591814],[462280,520373],[463536,599179],[471995,602276],[493331,611332]
   ]
cell #2124 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[2, 1]]+phi[[1, 1, 1],[3, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [132124],[159817],[175286],[189815],[190177],[190553],[192768],[198598],[206767],[218743],[221109],[221188],[222401],[225092],[231615],[239913],[240275],[240651],[248696],[252364],[252443],[255452],[258264],[259456],[265913],[266275],[266651],[273569],[273648],[274861],[277552],[284075],[287917],[293721],[294642],[295004],[299262],[300283],[300362],[301575],[304266],[309376],[312188],[313380],[319837],[320199],[325663],[325742],[327434],[329140],[329761],[330691],[331978],[336332],[339144],[340336],[348141],[349062],[349424],[355995],[360584],[361283],[361755],[363314],[363465],[365076],[367533],[374855],[375776],[376138],[381358],[383064],[383685],[384615],[395906],[396057],[396389],[398630],[400227],[402596],[407358],[409064],[409685],[410615],[415774],[415925],[417536],[430089],[430495],[431521],[432574],[440622],[440773],[442384],[448728],[450325],[462379],[463541],[463692],[472040],[473637],[479524],[493376],[500986],[520472],
     [72744,306288],[87616,333244],[92617,342337],[107248,433736],[107655,366109],[109771,369051],[115533,306367],[121974,387168],[132099,400062],[132570,401233],[134913,333323],[141295,271203],[146152,480686],[146559,418569],[148675,421511],[151684,354703],[159845,433887],[160334,366188],[162757,297917],[167614,502148],[168021,443417],[169456,242866],[173020,379587],[175261,450160],[175732,451331],[178075,387247],[181507,390256],[192365,523688],[196332,405587],[198573,473472],[199044,474643],[201990,413044],[204426,414215],[206795,480837],[207284,418648],[209707,352337],[213655,354782],[214564,541052],[214971,490367],[223895,546628],[225067,497203],[226838,437892],[229274,439063],[231643,502299],[232132,443496],[234839,446004],[235284,446155],[237818,379666],[242463,558046],[246430,455685],[247537,320575],[248671,516634],[249142,517805],[258239,467101],[259484,523839],[260839,469316],[261284,469467],[263818,405666],[268463,572918],[269660,477039],[270086,413743],[272548,353682],[276355,576334],[277527,536107],[279298,484842],[281734,486013],[284103,541203],[284592,490446],[293304,496373],[293749,496524],[296374,498501],[296800,438591],[303069,588951],[304241,553261],[305022,385902],[305255,446487],[305362,505541],[312163,510263],[313408,558197],[314763,512478],[315208,512629],[317742,455764],[329335,523086],[332211,469799],[332318,524921],[339119,529643],[340364,573069],[340819,419993],[341331,477445],[347724,535277],[348169,535428],[350794,537405],[351220,485541],[365183,546820],[368045,498907],[374438,552431],[374883,552582],[376596,452694],[383259,557444],[386135,512961],[386242,559279],[409259,572316],[417643,576526],[420505,537811],[442491,589143]
   ]
cell #2125 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[2, 1]]+phi[[1, 1, 1],[3, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [159890],[190182],[206840],[222406],[222768],[223168],[225518],[231688],[240280],[253037],[255457],[255533],[256740],[259529],[266280],[274866],[275228],[275628],[284148],[287922],[287998],[291005],[293794],[295009],[301580],[301942],[302342],[309381],[309457],[310664],[313453],[320204],[324112],[329766],[330696],[331058],[335303],[336337],[336413],[337620],[340409],[345425],[348214],[349429],[356000],[356362],[361760],[361836],[363470],[365081],[365682],[366603],[367853],[372139],[374928],[376143],[383690],[384620],[384982],[391544],[396062],[396709],[397150],[398635],[398771],[400261],[402630],[409690],[410620],[410982],[415930],[417541],[418142],[419063],[430094],[430230],[430529],[432608],[434052],[436293],[440778],[442389],[442990],[443911],[448733],[448869],[450359],[462413],[462772],[463697],[464662],[472045],[472181],[473671],[479558],[481002],[492369],[493381],[493517],[501020],[502464],[507824],[520506],[527204],[544653],
     [92627,342342],[109781,369056],[115565,378036],[132134,465674],[132580,401238],[134945,404036],[141475,342418],[148685,421516],[159855,433892],[160366,434980],[162937,369132],[170036,306961],[175296,508836],[175742,451336],[178107,454134],[181517,390261],[190209,465810],[190733,401314],[193348,333917],[198608,528216],[199054,474648],[200670,277978],[204436,414220],[206805,480842],[207316,481930],[209887,421592],[213687,424599],[225102,547385],[229284,439068],[231653,502304],[232164,503392],[235294,446160],[237850,447248],[240307,508972],[240831,451412],[243446,387841],[247717,390337],[248706,562574],[249152,517810],[258274,567382],[259494,523844],[261294,469472],[263850,470560],[266307,528352],[266831,474724],[269670,477044],[270118,477180],[272728,414296],[277562,577091],[281744,486018],[282924,356762],[284113,541208],[284624,542296],[293759,496529],[295036,547521],[296384,498506],[296832,498642],[299442,439144],[304276,589708],[305439,505575],[305861,446807],[308347,389227],[312198,592501],[313418,558202],[315218,512634],[317774,513722],[320231,562710],[320755,517886],[329345,523091],[329793,523227],[332395,524955],[332817,470119],[339154,602963],[340374,573074],[341139,420313],[341365,477479],[341461,531273],[348179,535433],[349456,577227],[350804,537410],[351252,537546],[353862,486094],[365260,546854],[368079,498941],[368175,548427],[374893,552587],[376170,589844],[376630,452728],[377108,505934],[383269,557449],[383717,557585],[386319,559313],[386741,513281],[400357,567535],[403108,525314],[409269,572321],[409717,572457],[411445,483243],[417720,576560],[420539,537845],[420635,578133],[442568,589177],[450455,592654],[453206,559672],[473767,603116]
   ]
cell #2126 :
  |C| = 175
  W-rep = phi[[3, 1, 1, 1],[1]]+phi[[3, 1],[1, 1, 1]]
  special rep = phi[[3, 1],[1, 1, 1]] , dim = 105
  orbit = [6, 2, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [183559],[214730],[216024],[242629],[248710],[248884],[250353],[277566],[277740],[283968],[284102],[284348],[313273],[313407],[313653],[320055],[320086],[320219],[346648],[349280],[349311],[349444],[356158],[356202],[382196],[382227],[384778],[384822],[391698],[416659],[416703],[419217],[449056],[449537],[479850],
     [127119,323546],[132138,258278],[154546,359758],[158911,363992],[159844,293748],[175300,312202],[184641,395250],[189228,399236],[190033,329247],[190197,329781],[192531,268629],[198612,339158],[205861,416452],[206794,348168],[216953,429357],[221757,433080],[222608,365168],[225106,304280],[225280,304454],[230709,441300],[231642,374882],[239326,449334],[240131,383171],[240295,383705],[250708,461494],[252036,398373],[254668,464219],[255935,464937],[256894,400281],[259349,340229],[259483,340363],[259729,340609],[265326,472646],[266131,409171],[266295,409705],[274217,480030],[275068,417628],[287584,432359],[287615,432390],[290210,493982],[292228,373362],[294860,375994],[294891,376025],[295024,376158],[300931,501492],[301782,442476],[309859,508099],[310818,450379],[323753,464426],[323797,464470],[326311,520978],[328272,408196],[328303,408227],[330854,410778],[330898,410822],[336815,527479],[337774,473691],[359480,493704],[359961,494185],[362238,544928],[364199,441507],[364243,441551],[366757,444065],[394666,519206],[394888,564938],[395070,520798],[398958,472368],[399439,472849],[429015,543625],[432900,501312]
   ]
cell #2127 :
  |C| = 175
  W-rep = phi[[3],[2, 1, 1]]+phi[[1],[4, 1, 1]]
  special rep = phi[[3],[2, 1, 1]] , dim = 105
  orbit = [6, 4, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [165761],[196287],[196627],[226093],[229186],[229232],[253612],[260496],[260542],[263721],[263746],[289116],[289162],[295600],[296017],[296042],[299337],[324825],[325242],[325267],[331484],[331644],[332053],[360789],[360949],[361358],[367395],[367479],[394784],[396251],[396335],[402488],[429111],[430387],[461558],
     [80203,183510],[100601,214110],[101534,153447],[118050,238273],[124594,248006],[124813,182906],[125963,183581],[126029,250432],[137430,264273],[144080,273017],[144299,212711],[151639,214926],[151663,283356],[151979,215266],[152885,285047],[165542,299731],[170770,307536],[172975,246385],[172999,308779],[173315,246725],[180592,318197],[181419,249054],[181465,249100],[181483,319441],[182687,321044],[194082,334492],[196311,335735],[201245,278553],[201969,343536],[204338,281646],[204384,281692],[204402,344821],[212492,354151],[213558,284495],[213583,284520],[214950,357194],[226817,370250],[229250,371535],[234496,314420],[234542,314466],[234639,378749],[235260,379191],[237721,317645],[237746,317670],[244180,388416],[246409,389659],[247612,320650],[249118,392740],[260639,404749],[261260,405191],[268886,350020],[269303,350437],[269328,350462],[269469,413409],[272623,353757],[279277,422710],[281710,423995],[296183,438257],[304528,385408],[304688,385568],[305097,385977],[305201,446433],[314563,454847],[315184,455289],[332157,469745],[340681,419855],[340765,419939],[350603,485207],[376488,452586],[386081,512907]
   ]
cell #2128 :
  |C| = 126
  W-rep = phi[[2],[3, 1, 1]]
  special rep = phi[[2],[3, 1, 1]] , dim = 126
  orbit = [5, 5, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [125969],[151985],[153353],[173321],[181558],[181846],[183587],[196633],[204477],[204765],[213537],[213661],[215272],[216050],[229325],[229613],[235335],[237700],[237824],[246731],[247543],[247716],[249193],[249481],[250133],[261335],[263700],[263824],[269282],[270092],[272554],[272727],[281785],[282073],[282783],[282923],[284474],[284598],[295996],[296806],[299268],[299441],[305028],[305261],[305860],[308206],[308346],[315259],[317624],[317748],[318695],[320581],[320754],[325221],[331984],[332217],[332816],[335162],[335302],[340825],[341138],[341364],[344075],[350416],[351226],[353688],[353861],[354788],[356761],[361289],[367539],[367852],[368078],[370789],[376629],[377104],[379145],[379672],[385908],[386141],[386740],[389086],[389226],[390336],[396395],[396708],[402629],[403104],[405145],[405672],[411441],[413749],[414295],[419999],[420312],[420538],[423249],[428068],[430528],[436289],[438597],[439143],[446493],[446806],[452727],[453202],[455243],[455770],[460365],[461339],[462768],[469805],[470118],[477478],[483239],[485547],[486093],[490452],[498940],[505930],[512967],[513280],[517885],[525310],[537844],[559668]
   ]
cell #2129 :
  |C| = 126
  W-rep = phi[[2],[3, 1, 1]]
  special rep = phi[[2],[3, 1, 1]] , dim = 126
  orbit = [5, 5, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [215971],[248211],[250254],[273222],[283402],[283590],[286068],[299936],[308825],[309013],[319081],[319416],[321249],[322326],[335781],[335969],[343582],[344461],[344796],[354356],[355203],[355557],[357240],[357428],[358281],[370296],[371175],[371510],[376981],[379166],[380087],[380441],[389705],[389893],[390577],[390754],[392380],[392715],[402981],[405166],[406087],[406441],[411759],[413249],[413818],[414536],[414713],[422756],[423635],[423970],[424735],[426650],[427004],[430880],[436607],[438097],[438666],[439384],[439561],[444882],[445001],[446349],[447384],[453079],[455264],[456185],[456539],[457256],[459125],[463086],[468194],[468313],[469661],[470696],[476061],[477337],[477830],[478271],[483557],[485047],[485616],[486334],[486511],[487535],[492856],[492975],[497523],[498799],[499292],[499733],[504720],[506248],[506666],[511356],[511475],[512823],[513858],[518126],[520054],[524100],[525628],[526046],[531760],[531879],[536427],[537703],[538196],[538637],[542432],[543374],[544279],[548914],[549033],[554412],[558458],[559986],[560404],[563801],[569284],[573985],[578620],[578739],[582100],[586602],[594403],[607349]
   ]
cell #2130 :
  |C| = 455
  W-rep = phi[[2, 1, 1, 1],[2]]+phi[[1, 1, 1, 1],[3]]+phi[[2, 1],[2, 1, 1]]+phi[[1, 1],[3, 1, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     35 tau_infinity subcells with 1 member(s)
     140 tau_infinity subcells with 2 member(s)
     35 tau_infinity subcells with 4 member(s)
  subcells = [
     [250368],[264233],[284363],[285954],[299321],[313668],[320288],[320476],[332037],[335309],[349513],[349701],[356033],[356368],[361342],[367859],[371116],[384653],[384988],[391550],[391904],[396715],[402636],[402922],[415963],[419069],[419423],[425854],[430535],[430821],[436322],[448875],[451829],[462801],[479683],
     [125973,321995],[151989,355011],[153373,285736],[173325,379895],[181562,390294],[181866,318872],[183470,250392],[183591,518907],[190266,329850],[196637,405895],[204481,414253],[204785,344252],[213698,424605],[213744,354841],[214070,285007],[215276,490675],[216035,543091],[216070,491488],[222774,365688],[229329,439101],[229633,370966],[235339,446193],[237861,447254],[237907,379725],[238233,318157],[240364,383774],[246735,455993],[247596,320634],[247723,390343],[247748,457160],[248895,562846],[249197,517843],[249501,460542],[256746,400267],[257100,400836],[257517,465967],[259744,340624],[259962,468046],[261339,469505],[263861,470566],[263907,405725],[266364,409774],[270129,477186],[270175,413802],[272607,353741],[272734,414302],[272759,478175],[275234,418148],[277751,577363],[281789,486051],[282093,423426],[282930,356768],[283105,424676],[284158,541241],[284635,542302],[284681,490505],[288582,492708],[291011,432614],[291082,494390],[292260,434081],[295093,376227],[295281,376415],[296843,498648],[296889,438650],[299448,439150],[299473,499637],[301948,442996],[305081,385961],[305867,446813],[305892,505700],[308353,389233],[308528,447325],[310670,450365],[311024,450934],[311441,509129],[313463,558235],[315263,512667],[317785,513728],[317831,455823],[319022,392321],[320242,562716],[320761,517892],[320786,563705],[324118,462419],[324189,519651],[327138,464691],[330729,410653],[331064,410988],[332823,470125],[332848,525080],[335484,470637],[337626,473677],[337980,474246],[338397,528509],[341145,420319],[341371,477485],[341940,477771],[344402,423576],[345431,479564],[345502,533294],[346680,481031],[349467,577233],[351263,537552],[351309,485600],[353868,486100],[353893,538541],[356393,581134],[356943,542373],[360288,492398],[363503,440811],[366609,443917],[366963,444271],[368085,498947],[368654,499233],[372145,501026],[372216,550448],[373394,502493],[376636,452734],[376922,453020],[377137,505963],[381062,507853],[385013,593260],[386747,513287],[386772,559438],[389408,513799],[396095,463730],[397156,520512],[397227,565757],[398777,472187],[401731,475141],[403137,525343],[407062,527233],[411474,483272],[420545,537851],[421114,538137],[430236,493523],[431225,544682],[432733,501145],[453235,559701],[462538,520631],
     [115576,305450,378042,505581],[134956,332406,404042,524961],[141506,341531,412748,531302],[159900,293804,433925,496562],[160377,365271,434986,546860],[162968,368245,437596,548456],[170217,377221,378113,554009],[178118,386330,454140,559319],[190220,329804,465816,523233],[190764,400427,466805,567564],[193529,403221,404113,568881],[201268,343002,411910,531612],[206850,348224,480875,535466],[207327,417731,481936,576566],[209918,420705,484546,578162],[222799,365713,495370,546979],[223349,434165,435057,585198],[225291,304465,547657,589980],[226116,369716,436758,548766],[231698,374938,502337,552620],[232175,442579,503398,589183],[233962,313886,444734,511208],[240318,383728,508978,557591],[240862,450525,509967,592683],[243627,453319,454211,594000],[259539,340419,523877,573107],[266318,409728,528358,572463],[266862,473837,529347,603145],[275259,418173,534274,576685],[275809,481115,482007,605945],[278576,422176,483708,578472],[295047,376181,547527,589850],[301973,443021,551428,589302],[302523,502577,503469,614412],[331089,411013,568141,603722]
   ]
cell #2131 :
  |C| = 455
  W-rep = phi[[2, 1, 1, 1],[2]]+phi[[1, 1, 1, 1],[3]]+phi[[2, 1],[2, 1, 1]]+phi[[1, 1],[3, 1, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     35 tau_infinity subcells with 1 member(s)
     140 tau_infinity subcells with 2 member(s)
     35 tau_infinity subcells with 4 member(s)
  subcells = [
     [322290],[335967],[356706],[358531],[371173],[385326],[391999],[392213],[402979],[406068],[419518],[419732],[425889],[426205],[430878],[436588],[439546],[451864],[452180],[458364],[458683],[463067],[468076],[468298],[479718],[482424],[482743],[488576],[492738],[492960],[497427],[507967],[510437],[519958],[533411],
     [183499,393888],[214099,424898],[215956,358279],[238262,447547],[247816,457195],[248196,390575],[250252,322324],[250421,564714],[257195,400931],[264262,470859],[272827,478210],[273207,414534],[283169,487460],[283200,424733],[283588,357426],[285036,542595],[286004,582706],[286053,543372],[292611,434621],[299541,499672],[299921,439382],[305960,505735],[308592,506591],[308623,447382],[309011,389891],[311119,451029],[318186,514021],[319079,392378],[319206,457237],[319250,515103],[320526,596681],[320854,563740],[321234,518124],[328342,465997],[328661,466478],[329088,522354],[331402,411326],[331588,524036],[332916,525115],[335548,525971],[335579,470694],[338075,474341],[342004,531416],[342035,477828],[344459,423633],[344586,478252],[344630,532181],[347031,481571],[349751,606572],[353961,538576],[354341,486332],[355184,426631],[355351,487520],[356461,581169],[357007,582025],[357038,542430],[360893,544215],[363202,494420],[363262,545460],[364318,495537],[367058,444366],[367272,444580],[368718,548570],[368749,499290],[371300,499714],[371344,549335],[373745,503033],[376979,453077],[377677,506229],[377721,554126],[380068,456166],[380235,506651],[382266,509159],[382585,509640],[383012,556712],[385081,593295],[386840,559473],[389472,560329],[389503,513856],[390739,459110],[391968,596571],[392505,563782],[392549,597336],[395794,519681],[395854,565218],[398531,521422],[401766,475176],[402082,475492],[403677,525609],[403721,568998],[406235,526031],[408266,528539],[408585,529020],[409012,571584],[411740,483538],[411940,531642],[412421,531864],[414698,486496],[415662,533324],[415722,575166],[416778,534441],[419487,606462],[421178,578276],[421209,538194],[423760,538618],[423804,579041],[426249,609186],[426798,582085],[429990,543996],[432768,501180],[435474,503886],[435793,504205],[436788,548796],[437269,549018],[440510,550478],[440570,587783],[441626,551595],[444764,511238],[444986,511460],[445168,554316],[448629,555780],[452224,617052],[453775,559967],[453819,594117],[456333,560389],[462573,520666],[463429,565787],[463489,598825],[464805,527347],[467275,529817],[468480,569188],[471941,570652],[475965,536331],[483738,578502],[484219,578724],[492512,544796],[493277,583800],[494507,550565],[511642,594307],[519768,565874],
     [170281,377470,445892,554039],[193593,403470,469204,568911],[201496,412218,476940,573702],[222867,365781,495405,547014],[223413,434414,496261,585228],[226344,437066,498402,586319],[234739,445348,445952,590337],[243691,453568,512366,594030],[257164,400900,522222,567678],[257745,466275,522987,599940],[260739,468660,469264,600799],[269413,413353,476307,573921],[275327,418241,534309,576720],[275873,481364,535165,605975],[278804,484016,537306,607066],[292655,434665,546116,585315],[293204,495717,496321,611899],[295331,376465,585825,615039],[296127,438201,497769,586538],[302041,443089,551463,589337],[302587,502826,552319,614442],[304632,385512,504656,558394],[311088,450998,556580,592797],[311669,509437,557345,616652],[314663,511822,512426,617511],[331157,411081,568176,603757],[338044,474310,571452,603259],[338625,528817,572217,623328],[347075,481615,575822,606062],[347624,534621,535225,625002],[350547,485151,536673,607285],[367027,444335,585715,614929],[373789,503077,588439,614529],[374338,551775,552379,630119],[402126,475536,600340,623728]
   ]
cell #2132 :
  |C| = 175
  W-rep = phi[[3],[2, 1, 1]]+phi[[1],[4, 1, 1]]
  special rep = phi[[3],[2, 1, 1]] , dim = 105
  orbit = [6, 4, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [196626],[229139],[229618],[260449],[263674],[263705],[289069],[295970],[296001],[299238],[299282],[325195],[325226],[331834],[331954],[331998],[335278],[361139],[361259],[361303],[367392],[367705],[367828],[396248],[396561],[396684],[402506],[402725],[429108],[430405],[430624],[436211],[461576],[462690],[491697],
     [101543,215907],[124822,247488],[125962,183580],[144308,272499],[151863,282623],[151978,215265],[153358,216055],[153456,358757],[165770,299213],[173199,308046],[173314,246724],[181372,249007],[181658,318669],[181851,249486],[182915,393825],[196511,335002],[203514,343489],[204291,281599],[204577,344049],[204770,282078],[212720,353633],[213511,284448],[213542,284479],[213842,354802],[215150,427908],[228362,370203],[229425,370763],[234449,314373],[236821,379119],[237674,317598],[237705,317629],[238005,379686],[246609,388926],[247513,320551],[247557,320595],[249293,460339],[262821,405119],[264005,405686],[269256,350390],[269287,350421],[271059,413599],[271673,413763],[272524,353658],[272568,353702],[280822,422663],[281885,423223],[282899,356737],[284779,490466],[297773,438447],[298387,438611],[304878,385758],[304998,385878],[305042,385922],[306813,446659],[308322,389202],[316745,455217],[317929,455784],[333769,469971],[340678,419852],[340991,420165],[341114,420288],[342805,477574],[352193,485397],[352807,485561],[369519,499036],[376506,452604],[376725,452823],[387693,513133],[411363,483161],[421979,537940]
   ]
cell #2133 :
  |C| = 175
  W-rep = phi[[3, 1, 1, 1],[1]]+phi[[3, 1],[1, 1, 1]]
  special rep = phi[[3, 1],[1, 1, 1]] , dim = 105
  orbit = [6, 2, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [126010],[152478],[153408],[177140],[182300],[182415],[183530],[208779],[208894],[214222],[214508],[214701],[242121],[242407],[242600],[248296],[248327],[248627],[273927],[277152],[277183],[277483],[283665],[283709],[309702],[309733],[312970],[313014],[319785],[345686],[345730],[349010],[380870],[381306],[415488],
     [85400,191246],[107192,223839],[119758,241344],[131724,257581],[132055,258195],[133978,200452],[139138,267344],[146096,276299],[158225,291146],[159451,293081],[161829,233627],[161944,233742],[167558,303013],[174886,311505],[175217,312119],[185611,324253],[188528,327259],[189763,329073],[192023,268121],[192309,268407],[192502,268600],[198198,338461],[198529,339075],[205175,345566],[206401,347501],[218063,360409],[221057,363247],[221467,300641],[224692,303866],[224723,303897],[225023,304197],[230023,372280],[231249,374215],[238626,381183],[239861,382997],[252312,395839],[252722,326021],[253982,397291],[255177,398381],[255778,336658],[255809,336689],[259046,339926],[259090,339970],[264626,407183],[265861,408997],[273517,415707],[287642,429840],[288243,362081],[288274,362112],[289510,431346],[291266,372400],[291310,372444],[294590,375724],[300231,440555],[309101,448479],[322744,461525],[324373,397411],[324417,397455],[325611,463474],[326946,406870],[327382,407306],[336057,471791],[360096,431033],[360532,431469],[361480,493127],[363028,440336],[394711,461633],[394816,519143],[395620,463255],[429051,491748]
   ]
cell #2134 :
  |C| = 126
  W-rep = phi[[2],[3, 1, 1]]
  special rep = phi[[2],[3, 1, 1]] , dim = 126
  orbit = [5, 5, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [183446],[213426],[215857],[237589],[247250],[247438],[263589],[272261],[272449],[282195],[282530],[298975],[299163],[307439],[307618],[307953],[317513],[318251],[318605],[322440],[334395],[334574],[334909],[341096],[343396],[343631],[343985],[353395],[353583],[354407],[358201],[358707],[367810],[370110],[370345],[370699],[376851],[378549],[379055],[379291],[388319],[388498],[388833],[393587],[393775],[393912],[396666],[402851],[404549],[405055],[405291],[411607],[411663],[413233],[420270],[422570],[422805],[423159],[424922],[427480],[427815],[430750],[436455],[436511],[438081],[444866],[446319],[446764],[447571],[452949],[454647],[455153],[455389],[457386],[459921],[460275],[462934],[462990],[468178],[469631],[470076],[470883],[476031],[477700],[478401],[483405],[483461],[485031],[487631],[490071],[492840],[497493],[499162],[499863],[506096],[506152],[506762],[511340],[512793],[513238],[514045],[515253],[520024],[525476],[525532],[526142],[531744],[532331],[536397],[538066],[538767],[542619],[548898],[549485],[554382],[559834],[559890],[560500],[563931],[564738],[569254],[578604],[579191],[582196],[594373],[597486]
   ]
cell #2135 :
  |C| = 126
  W-rep = phi[[2],[3, 1, 1]]
  special rep = phi[[2],[3, 1, 1]] , dim = 126
  orbit = [5, 5, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [250218],[282868],[285778],[308291],[318700],[318914],[335247],[344080],[344294],[354442],[354758],[370794],[371008],[379150],[379326],[379642],[389171],[389993],[390312],[394398],[405150],[405326],[405642],[411698],[413719],[413952],[414271],[423254],[423468],[424359],[428153],[428699],[436546],[438567],[438800],[439119],[444926],[446346],[446782],[447008],[455248],[455424],[455740],[460370],[460584],[460727],[463025],[468238],[469658],[470094],[470320],[476058],[476100],[477355],[483496],[485517],[485750],[486069],[487737],[490106],[490422],[492900],[497520],[497562],[498817],[504738],[505852],[506187],[506868],[511400],[512820],[513256],[513482],[515288],[517542],[517861],[520051],[520093],[524118],[525232],[525567],[526248],[530601],[531804],[532366],[536424],[536466],[537721],[539974],[542056],[544297],[547755],[548958],[549520],[554409],[554451],[554914],[558476],[559590],[559925],[560606],[561630],[565459],[569281],[569323],[569786],[574003],[574427],[577461],[578664],[579226],[582302],[586620],[587044],[590578],[594400],[594442],[594905],[597521],[598202],[601040],[607367],[607791],[609974],[617752],[619896]
   ]
cell #2136 :
  |C| = 455
  W-rep = phi[[2, 1, 1, 1],[2]]+phi[[1, 1, 1, 1],[3]]+phi[[2, 1],[2, 1, 1]]+phi[[1, 1],[3, 1, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     35 tau_infinity subcells with 1 member(s)
     140 tau_infinity subcells with 2 member(s)
     35 tau_infinity subcells with 4 member(s)
  subcells = [
     [335198],[370375],[394231],[402881],[405288],[426586],[428499],[430780],[436508],[438788],[452561],[458984],[458998],[462987],[468121],[468226],[483044],[483058],[488605],[489077],[492783],[492888],[497463],[510466],[510938],[516146],[516582],[519994],[533440],[535619],[536055],[540766],[555873],[557760],[575248],
     [183445,460706],[213425,487716],[215893,428245],[237588,506847],[247157,515132],[247474,457465],[250169,394349],[263588,526227],[272168,532210],[272485,478480],[282483,539857],[282514,487661],[282819,428104],[298882,549364],[299199,499942],[306646,554155],[307906,554797],[307937,506792],[308242,389122],[317512,560585],[318281,459951],[318506,515250],[318550,561531],[322439,598181],[328962,401590],[333602,569027],[334862,569669],[334893,526172],[342663,573795],[342694,477730],[343661,422835],[343886,532328],[343930,574328],[353302,579070],[353619,538846],[354404,490068],[354651,539962],[358200,582281],[358605,610380],[358743,582976],[364819,435241],[369377,586412],[369408,499192],[370600,549482],[370644,586945],[376881,452979],[378297,506149],[378341,590419],[379288,455386],[379535,554902],[382886,451688],[387526,594146],[388786,594788],[388817,560530],[389981,517530],[392287,619335],[393494,597365],[393811,564010],[399574,466613],[400010,467049],[400958,522837],[402463,475873],[402668,524067],[404297,525529],[404341,600881],[405535,569774],[408886,475000],[411660,483458],[412556,531687],[412992,531792],[413940,485738],[417279,482191],[419806,625422],[421837,607159],[421868,538096],[423060,579188],[423104,607692],[426508,609215],[427768,609857],[427799,582226],[430567,544246],[432541,494465],[432646,545491],[433450,496087],[436094,504506],[436108,504520],[437404,548841],[437840,548946],[442127,503653],[444809,511283],[444914,511388],[445718,554352],[449672,509775],[450108,510211],[451056,557195],[452483,617081],[454395,559887],[454439,617593],[455633,594893],[458953,619264],[460176,597483],[460220,619797],[462346,519726],[462451,565249],[464631,521458],[467304,529846],[467776,530318],[469030,569224],[472984,529155],[473420,529591],[474368,572067],[476001,536367],[479491,533369],[479596,575197],[480400,534991],[483013,625351],[484354,578547],[484790,578652],[489121,627058],[490315,609962],[492338,544032],[494536,550594],[496715,552773],[497151,553209],[500953,550523],[501058,587814],[501862,552145],[507793,555816],[510982,631630],[512192,594343],[519797,565903],[520439,565832],[520544,598856],[521515,570745],[523402,572632],[527173,570688],[544089,583893],[544622,583836],[545542,587865],[565300,598907],
     [235709,378177,505508,554084],[261709,404177,524888,568956],[270523,412869,531242,573738],[292914,366467,546145,585344],[294174,435121,546787,585273],[297237,437717,548396,586355],[306236,445937,505613,590368],[315633,454275,559246,594075],[328931,401559,566971,600033],[330198,466926,567504,599976],[333192,469249,524993,600830],[342062,476790,477517,573952],[347334,418927,575851,606091],[348594,482071,576493,606020],[351657,484667,578102,607102],[364863,435285,584741,611981],[366057,496306,546892,611930],[367346,444654,612319,630539],[368776,498252,498979,586569],[374048,443775,588468,614558],[375308,503533,589110,614487],[376668,452766,504687,558425],[382855,451657,592090,616745],[384122,510088,592623,616688],[387116,512411,559351,617542],[402385,475795,600369,623757],[408855,474969,602552,623421],[410122,529468,603085,623364],[417323,482235,605488,625084],[418517,535210,576598,625033],[421236,537156,537883,607316],[436063,504475,612248,630468],[442171,503697,613955,630201],[443365,552364,589215,630150],[467820,530362,621655,635432]
   ]
cell #2137 :
  |C| = 175
  W-rep = phi[[3, 1, 1, 1],[1]]+phi[[3, 1],[1, 1, 1]]
  special rep = phi[[3, 1],[1, 1, 1]] , dim = 105
  orbit = [6, 2, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [153426],[182433],[183544],[208912],[214571],[214715],[216010],[242470],[242614],[248436],[248650],[248870],[277292],[277506],[277726],[283828],[283859],[284079],[309842],[313133],[313164],[313384],[319892],[319936],[345849],[345880],[349117],[349161],[356051],[381413],[381457],[384671],[415500],[415981],[448494],
     [107255,223902],[132078,258218],[146159,276362],[154665,360432],[159570,293104],[159821,293725],[161962,233760],[167621,303076],[175240,312142],[184792,395910],[189347,327282],[189914,329144],[192372,268470],[192516,268614],[198552,339098],[206520,347524],[206771,348145],[217212,430035],[221908,363318],[222457,365022],[224832,304006],[225046,304220],[225266,304440],[231368,374238],[231619,374859],[239445,381206],[240012,383068],[251295,462207],[255918,336798],[256194,398576],[259209,340089],[259240,340120],[259460,340340],[265445,407206],[266012,409068],[274368,415778],[274917,417482],[286363,491666],[288383,362221],[290329,431369],[291429,372563],[291460,372594],[291487,432402],[294697,375831],[294741,375875],[301082,440626],[301631,442330],[310118,448674],[324536,397574],[324567,397605],[326462,463545],[327489,407413],[327533,407457],[330747,410671],[337074,471986],[345907,479352],[360639,431576],[360683,431620],[362497,493322],[363040,440348],[363521,440829],[372621,500814],[395632,463267],[396113,463748],[397632,520300],[398396,471806],[429063,491760],[429213,543579],[429855,493142],[461540,519158]
   ]
cell #2138 :
  |C| = 427
  W-rep = phi[[2, 2, 1, 1],[1]]+phi[[2, 1, 1, 1],[2]]+phi[[2, 2],[1, 1, 1]]+phi[[2, 1],[2, 1, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     91 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     49 tau_infinity subcells with 4 member(s)
  subcells = [
     [285727],[285952],[318863],[320474],[321993],[344243],[349699],[354737],[355009],[356031],[370957],[379621],[379893],[384651],[390262],[390292],[391531],[405621],[405893],[413078],[414221],[414251],[415961],[419050],[423417],[424586],[424598],[425839],[437926],[439069],[439099],[446161],[446191],[447235],[447247],[448856],[451814],[455719],[455991],[457145],[460533],[469473],[469503],[470547],[470559],[477167],[477179],[478160],[479446],[479668],[484876],[486019],[486049],[490401],[490673],[491479],[498629],[498641],[499622],[505463],[505685],[507757],[512635],[512665],[513709],[513721],[516668],[517811],[517841],[518633],[518905],[524843],[525065],[531206],[536141],[537533],[537545],[538526],[541209],[541345],[542283],[542295],[548360],[558203],[558339],[559201],[559423],[562709],[563690],[577226],[578066],
     [216031,543089],[248891,562844],[250329,564402],[277747,577361],[284154,541239],[284324,581211],[295279,376413],[313459,558233],[313629,593337],[319871,596373],[320205,562697],[330727,410651],[342343,477045],[345320,533230],[349096,606264],[349430,577214],[356001,580897],[356361,581119],[363501,440809],[366590,443898],[369057,498507],[377931,553945],[378035,505574],[381392,616174],[384621,593023],[384981,593245],[391543,596361],[396093,463728],[398758,472168],[400096,467135],[401239,523092],[401716,475126],[403931,568817],[404035,524954],[412733,531269],[415931,605339],[419062,606252],[421517,537411],[430217,493504],[432496,500908],[432718,501130],[433893,496530],[434979,546853],[437581,548423],[448868,616162],[450194,510297],[451337,557450],[454029,593936],[454133,559312],[462301,520394],[462523,520616],[464595,527137],[465809,523226],[466790,567531],[473506,529677],[474649,572322],[480843,535434],[481929,576559],[484531,578129],[492302,544586],[497237,553295],[502305,552588],[503391,589176],[508971,557584],[509952,592650],[523845,573075],[523981,573211],[528351,572456],[529332,603112],[547520,589843],
     [159896,293800,433923,496560],[190183,329767,465797,523214],[206846,348220,480873,535464],[222407,365082,495133,546742],[222767,365681,495355,546964],[225287,304461,547655,589978],[231694,374934,502335,552618],[240281,383691,508959,557572],[255458,398636,465031,566716],[256739,400260,522012,567468],[259535,340415,523875,573105],[259705,340585,568218,603799],[266281,409691,528339,572444],[274867,417542,534037,576448],[275227,418141,534259,576670],[287923,429451,430095,543834],[290900,372034,494326,550384],[291004,432607,494697,584544],[292245,434048,434875,585134],[294676,375810,585517,614731],[295010,376144,547508,589831],[301581,442390,551191,589065],[301941,442989,551413,589287],[309382,448734,508193,591835],[310663,450358,556370,592587],[324007,397045,519587,565693],[324111,461865,462412,565103],[327123,464658,465253,599404],[327468,407392,599462,622850],[330697,410621,567904,603485],[331057,410981,568126,603707],[336338,472046,527573,602297],[337619,473670,571242,603049],[345424,479557,533601,605291],[346665,480998,481825,605881],[360273,429673,492365,583264],[360618,431555,583322,628483],[361761,493382,545022,611353],[363471,440779,584592,613806],[366602,443910,585505,614719],[372138,501019,550755,613758],[373379,502460,503287,614348],[381047,507820,508415,616116],[396063,463698,565151,621047],[397149,520505,566064,620999],[398770,472180,599450,622838],[407047,527200,527795,622792],[430229,493516,583310,628471],[431210,544649,545244,628425]
   ]
cell #2139 :
  |C| = 126
  W-rep = phi[[2],[3, 1, 1]]
  special rep = phi[[2],[3, 1, 1]] , dim = 126
  orbit = [5, 5, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [101535],[124814],[125952],[144300],[151720],[151968],[153448],[165762],[173056],[173304],[181362],[181481],[182907],[183570],[196368],[196616],[202026],[204281],[204400],[212712],[213486],[213653],[215007],[215255],[215825],[226874],[229129],[229248],[234439],[235258],[237649],[237816],[246466],[246714],[247406],[247535],[248997],[249116],[260439],[261258],[263649],[263816],[269231],[269467],[270084],[272417],[272546],[279334],[281589],[281708],[282613],[284423],[284590],[289059],[295945],[296181],[296798],[299131],[299260],[304686],[305020],[305253],[308036],[314363],[315182],[317573],[317740],[318644],[320573],[325170],[331642],[331976],[332209],[334992],[340817],[341322],[343479],[344024],[350365],[350601],[351218],[353551],[353680],[354780],[360947],[361281],[367531],[368036],[370193],[370738],[376587],[379094],[379664],[385566],[385900],[386133],[388916],[393743],[396387],[402587],[405094],[405664],[413407],[413741],[419991],[420496],[422653],[423198],[427898],[428843],[430486],[438255],[438589],[446485],[452685],[455192],[455762],[460314],[469797],[477436],[485205],[485539],[490444],[498898],[512959],[537802]
   ]
cell #2140 :
  |C| = 315
  W-rep = phi[[2, 2, 1],[1, 1]]+phi[[2, 1, 1],[2, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [270532],[297246],[306282],[318559],[330207],[333238],[342309],[343939],[345328],[351666],[354697],[355967],[364872],[366103],[369023],[370653],[377939],[378350],[379581],[384131],[384587],[387162],[390228],[399896],[400056],[401205],[403939],[404350],[405581],[410131],[412878],[413038],[414187],[415897],[417332],[418563],[421483],[423113],[435294],[437726],[437886],[439035],[442180],[443411],[445998],[446127],[448538],[449994],[450154],[451303],[454037],[454448],[455679],[460229],[466935],[467095],[467829],[469310],[469439],[473306],[473466],[474615],[476849],[476989],[479384],[482244],[484676],[484836],[485985],[489130],[490361],[496367],[497037],[497197],[498311],[498451],[503706],[505401],[510097],[510257],[510991],[512472],[512601],[516468],[516628],[517777],[522815],[523036],[524781],[529477],[529637],[530371],[535271],[535941],[536101],[537215],[537355],[552425],[553095],[553255],[557173],[557394],[559139],[572045],[572266],
     [107249,433730],[132064,465619],[146153,480680],[159460,495071],[159811,433859],[167615,502142],[175226,508781],[188537,521673],[189809,465479],[192366,523682],[198538,528161],[206410,533975],[206761,480809],[214565,541046],[218072,491963],[221103,494741],[222373,434883],[223896,546622],[225032,547330],[231258,551129],[231609,502271],[238635,556031],[239907,508641],[242464,558040],[248636,562519],[252358,461909],[255424,465261],[258204,567327],[259099,567842],[259450,523811],[264635,570903],[265907,528021],[268464,572912],[273563,533645],[274833,481833],[276356,576328],[277492,577036],[283718,580835],[284069,541175],[287889,429681],[289519,584051],[290908,372042],[291319,584411],[293090,584827],[293715,496496],[294636,547190],[300277,550799],[301547,503295],[303070,588945],[304206,589653],[309348,508423],[312128,592446],[313023,592961],[313374,558169],[319831,562379],[324015,397053],[324426,598577],[325657,566108],[327268,599278],[327428,566551],[329134,522896],[330663,410587],[336304,527803],[339084,602908],[339979,603423],[340330,573041],[345739,605158],[347510,605574],[348135,535400],[349056,576896],[360418,610853],[360578,583473],[361727,545252],[363308,545760],[363437,440745],[365026,546680],[372453,613625],[374224,614041],[374849,552554],[375770,589513],[381192,615990],[381352,591670],[383058,557254],[395900,519412],[396029,463664],[397464,620866],[398440,471850],[398580,566654],[407192,622666],[407352,602132],[409058,572126],[415768,575466],[417486,576386],[429899,493186],[430039,543772],[431355,628299],[431515,611188],[432434,500846],[440616,588083],[442334,589003],[448678,591773],[462239,520332],[463535,599125],[471990,602235],[493326,611291]
   ]
cell #2141 :
  |C| = 126
  W-rep = phi[[2],[3, 1, 1]]
  special rep = phi[[2],[3, 1, 1]] , dim = 126
  orbit = [5, 5, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [153384],[181877],[183472],[204796],[213922],[214072],[216081],[229644],[238085],[238235],[247598],[247925],[249512],[250394],[264085],[264235],[271753],[272609],[272936],[282104],[282953],[283311],[284859],[285009],[285738],[298467],[299323],[299650],[305083],[307455],[308376],[308734],[318009],[318159],[318874],[319041],[320636],[320963],[332039],[334411],[335332],[335690],[341168],[342874],[343491],[344254],[344421],[352887],[353743],[354070],[354843],[356791],[357149],[361344],[367882],[369588],[370205],[370968],[371135],[376794],[376941],[378552],[379727],[385963],[388335],[389256],[389614],[390366],[392340],[396738],[402794],[402941],[404552],[405727],[411610],[413200],[413804],[414325],[420342],[422048],[422665],[423428],[423595],[424695],[430693],[430840],[436458],[438048],[438652],[439173],[444833],[446836],[447344],[452892],[453039],[454650],[455825],[460544],[462937],[468145],[470148],[470656],[477643],[477790],[483408],[484998],[485602],[486123],[490507],[491490],[492807],[499105],[499252],[506099],[511307],[513310],[513818],[517915],[525479],[531711],[538009],[538156],[542392],[548865],[559837],[578571]
   ]
cell #2142 :
  |C| = 427
  W-rep = phi[[2, 2, 1, 1],[1]]+phi[[2, 1, 1, 1],[2]]+phi[[2, 2],[1, 1, 1]]+phi[[2, 1],[2, 1, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     91 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     49 tau_infinity subcells with 4 member(s)
  subcells = [
     [250125],[250326],[282775],[284321],[285724],[308198],[313626],[318591],[318860],[319868],[335154],[343971],[344240],[349093],[354705],[354734],[355971],[370685],[370954],[378382],[379589],[379618],[381389],[384591],[389078],[390232],[390254],[391519],[404382],[405589],[405618],[413046],[413075],[414191],[414213],[415901],[419038],[423145],[423414],[424574],[428060],[437894],[437923],[439039],[439061],[446131],[446153],[447223],[448542],[448844],[454480],[455687],[455716],[460261],[460530],[461331],[469443],[469465],[470535],[476853],[477155],[479398],[484844],[484873],[485989],[486011],[489162],[490369],[490398],[491207],[491476],[498315],[498617],[505415],[511023],[512605],[512627],[513697],[516636],[516774],[517781],[517803],[524795],[536109],[536247],[537219],[537521],[541201],[542271],[558195],[559153],
     [183556,518630],[214727,541342],[215997,543029],[242626,558336],[248707,516665],[248857,562784],[259702,340582],[277563,536138],[277713,577301],[283750,580861],[284077,541179],[294673,375807],[306290,446006],[313055,592987],[313382,558173],[319839,562383],[320197,562685],[327465,407389],[330667,410591],[333246,469318],[342335,477037],[345771,605184],[349064,576900],[349422,577202],[355993,580849],[360615,431552],[363441,440749],[364904,435326],[366111,496375],[366578,443886],[369049,498499],[378011,505532],[380975,507711],[381360,591674],[384613,592975],[387170,512480],[396033,463668],[398444,471854],[398746,472156],[400064,467103],[401231,523084],[404011,524912],[412661,531160],[415923,605172],[417364,482276],[418571,535279],[421509,537403],[429903,493190],[430205,493492],[432448,500860],[433885,496522],[434955,546811],[437509,548314],[442212,503738],[443419,552433],[450162,510265],[451329,557442],[454109,559270],[462253,520346],[467861,530403],[473474,529645],[474641,572314],[480835,535426],[481905,576517],[484459,578020],[497205,553263],[497343,553401],[502297,552580],[503367,589134],[523837,573067],
     [132135,258275,400093,467132],[159819,293723,433863,496500],[175297,312199,450191,510294],[189817,329142,465483,522900],[190175,329759,465785,523202],[192528,268626,523978,573208],[198609,339155,473503,529674],[206769,348143,480813,535404],[221111,363316,494745,545764],[222399,365074,495085,546694],[225103,304277,497234,553292],[225253,304427,547595,589918],[231617,374857,502275,552558],[239915,383066,508645,557258],[240273,383683,508947,557560],[252366,395908,461913,519416],[255450,398628,521687,566668],[256715,400218,466718,567422],[259131,340011,567868,603449],[259458,340338,523815,573045],[265915,409066,528025,572130],[266273,409683,528327,572432],[273571,415776,533649,575470],[274859,417534,533989,576400],[287915,430087,491977,543786],[290980,432565,494895,584498],[291351,372485,584437,613651],[294644,375778,547194,589517],[295002,376136,547496,589819],[300285,440624,550803,588087],[301573,442382,551143,589017],[309374,448726,556045,591787],[310639,450316,509880,592541],[324087,462063,462370,565057],[324458,397496,598603,620892],[325665,463543,566112,599129],[327051,406975,464549,527091],[327436,407360,566555,602136],[330689,410613,567856,603437],[336330,472038,570917,602249],[337595,473628,529260,603003],[345400,479515,533799,605245],[360201,431138,492256,544540],[360586,431523,583477,611192],[361753,493374,584065,611305],[363463,440771,584425,613639],[372114,500977,550953,613712],[396055,463690,598591,620880],[397125,520463,566262,620953]
   ]
cell #2143 :
  |C| = 455
  W-rep = phi[[2, 1, 1, 1],[2]]+phi[[1, 1, 1, 1],[3]]+phi[[2, 1],[2, 1, 1]]+phi[[1, 1],[3, 1, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     35 tau_infinity subcells with 1 member(s)
     140 tau_infinity subcells with 2 member(s)
     35 tau_infinity subcells with 4 member(s)
  subcells = [
     [358591],[371799],[392273],[394160],[406117],[419792],[426399],[426515],[436637],[439558],[452374],[452490],[458391],[458790],[463116],[468310],[471042],[482451],[482850],[488588],[488970],[492972],[497475],[497625],[507994],[510449],[510831],[516134],[520006],[520156],[524082],[533423],[535607],[544261],[555861],
     [215970,428223],[248210,457443],[250290,393899],[273221,478458],[283309,487487],[283626,424909],[285869,358622],[286067,582954],[292805,435435],[299935,499920],[308732,506618],[309049,447558],[319369,515115],[319400,457286],[319705,393004],[321248,563988],[322304,597952],[322362,564725],[328768,467156],[335688,525998],[336005,470870],[342803,531443],[344749,532193],[344780,478301],[345085,424259],[347225,482385],[354355,538824],[355233,426680],[355458,487532],[355502,539845],[356720,609288],[357147,582052],[357464,542606],[364330,496099],[364712,496580],[365040,546648],[367332,444640],[367497,547724],[369517,548597],[371463,549347],[371494,499763],[373939,503847],[378460,554138],[378491,506278],[380117,456215],[380342,506663],[380386,554785],[382692,510318],[385340,617154],[389612,560356],[389929,514032],[390751,459122],[390998,515166],[392108,596598],[392668,597348],[392699,563831],[396353,565428],[398543,521470],[398594,566461],[399562,522852],[402276,475686],[402392,475802],[404460,569010],[404491,525658],[406342,526043],[406386,569657],[408692,529698],[411789,483587],[413099,531876],[413143,573783],[414710,486508],[414957,532244],[416790,535003],[417172,535484],[417500,576354],[419627,606489],[421977,578303],[423923,579053],[423954,538667],[425081,489298],[426368,609198],[426905,582097],[426949,609845],[430002,544044],[430053,583383],[432529,545506],[435501,503913],[435900,504312],[437947,549030],[437991,586400],[439805,549398],[441638,552157],[442020,552638],[442348,588971],[444998,511472],[445730,554364],[446211,554514],[447730,514204],[448641,555828],[448692,591580],[449660,557210],[452343,617064],[454558,594129],[454589,560016],[456440,560401],[456484,594776],[458834,619252],[459369,597399],[462334,565264],[464832,527374],[467287,529829],[467669,530211],[469042,569236],[469523,569386],[471953,570700],[472004,602042],[472972,572082],[476013,536379],[476163,536529],[476805,573967],[479479,575212],[482894,625339],[484897,578736],[484941,607147],[486755,579104],[492539,544823],[493289,583848],[493340,611098],[494519,550577],[496703,552761],[498267,586584],[500941,587829],[504702,558440],[512204,594355],[512685,594505],[519780,565886],[520427,598871],[521503,570733],[537171,607331],[544077,583881],
     [201615,412892,476952,573750],[226463,437740,498414,586367],[234890,446008,505496,590383],[257304,401699,522249,567705],[257864,466949,522999,599988],[260890,469320,524876,600845],[269672,476985,477003,604130],[278923,484690,537318,607114],[292774,435404,546128,585327],[293355,496377,546775,611945],[296386,498447,498465,612597],[305219,446451,505369,590547],[311228,451797,556607,592824],[311788,510111,557357,616700],[314814,512482,559234,617557],[328812,467200,566959,600021],[329347,523032,523050,621412],[331416,411340,600442,623830],[332175,469763,524749,601009],[338184,475109,571479,603286],[338744,529491,572229,623376],[340783,419957,530570,577430],[347194,482354,575834,606074],[347775,535281,576481,625048],[350806,537351,537369,625700],[367167,444475,585742,614956],[373908,503816,588451,614541],[374489,552435,589098,630165],[382736,510362,592078,616733],[383271,557390,557408,631387],[386099,512925,559107,617721],[402245,475655,600352,623740],[408736,529742,602540,623409],[409271,572262,572280,635189],[435944,504356,612236,630456]
   ]
cell #2144 :
  |C| = 553
  W-rep = phi[[2, 1],[2, 1, 1]]+phi[[1, 1],[3, 1, 1]]+phi[[2],[2, 2, 1]]+phi[[1],[3, 2, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     91 tau_infinity subcells with 4 member(s)
  subcells = [
     [293707],[329664],[348127],[365071],[365577],[371863],[374841],[383588],[398625],[400251],[406738],[406752],[409588],[417531],[418037],[430084],[432598],[434051],[436292],[439598],[440122],[442379],[442885],[448723],[450349],[462403],[462771],[464661],[468350],[471073],[471579],[472035],[473661],[479548],[481001],[492368],[493012],[493371],[497656],[500122],[501010],[502463],[507823],[520187],[520496],[524232],[527203],[544411],[544652],
     [228987,440219],[258194,522722],[262974,471078],[269659,477034],[285933,358686],[293661,546535],[295890,497661],[296373,498496],[298503,500098],[305427,505565],[312118,557080],[319769,393068],[322152,394260],[325115,520192],[329334,523081],[329689,567293],[331878,524208],[332383,524945],[334515,526398],[336030,601967],[339074,571952],[341460,531272],[345149,424323],[348081,576241],[350793,537400],[355854,427301],[355868,427315],[361183,544387],[365248,546844],[367528,547712],[367751,547836],[368174,548426],[371793,587619],[374795,588858],[377107,505933],[380738,456836],[380752,456850],[383258,557439],[383613,592412],[386307,559303],[390791,459162],[391315,459686],[396384,565416],[396607,565540],[400356,567534],[402620,568309],[403107,525313],[406692,601874],[409258,572311],[409613,602874],[411444,483242],[414750,486548],[415274,487072],[417708,576550],[420634,578132],[425112,489329],[425618,489835],[430519,583511],[440147,613429],[442556,589167],[445038,511512],[447761,514235],[448267,514741],[450454,592653],[453205,559671],[457645,516823],[473766,603115],[476194,536560],[478660,539026],[504852,558590],
     [101506,285908,358259,428236],[124333,319744,390555,457456],[125927,322016,322180,460713],[143819,345124,414514,478471],[151125,355451,424546,487572],[151429,355032,355896,487723],[153298,286092,358430,428598],[165281,371838,439362,499933],[172461,380335,447195,506703],[172765,379916,380780,506854],[180848,390985,457104,515197],[180894,390502,390986,515202],[181220,321893,391412,459783],[195773,406335,470507,526083],[196077,405916,406780,526234],[201945,412521,476675,531916],[203767,414944,478119,532275],[203813,414461,414945,532280],[204139,281447,415371,487169],[212231,424298,486312,538837],[212811,357586,425117,489334],[212938,424784,425224,539890],[212963,425289,487400,539914],[216116,358661,543352,582967],[226793,437369,498137,549070],[228615,439792,499581,549429],[228661,439309,439793,549434],[235196,445684,505256,554545],[235242,379039,445685,554550],[236974,316898,447766,514240],[237101,447433,447873,554830],[237126,447938,506531,554854],[245871,456433,513669,560441],[246175,456014,456878,560592],[246778,393115,457621,516799],[246953,457327,457750,561561],[250061,393043,518104,564001],[250315,322387,564362,598037],[250467,394288,518928,598188],[261196,468996,524636,569417],[261242,405039,468997,569422],[263101,470745,471185,569702],[263126,471250,525911,569726],[269176,350310,476199,536565],[269989,413643,476694,574093],[270014,476759,531031,574117],[271789,352923,478636,539002],[271964,478342,478765,574358],[279253,484319,537041,578776],[281075,486742,538485,579135],[281121,486259,486743,579140],[282136,427421,487887,541367],[283651,357489,580783,609698],[285349,426898,542243,582137],[285653,427343,490696,582288],[296703,438491,498156,586710],[296728,498221,548185,586734],[298678,499804,500227,586975],[304922,385802,504828,558566],[305250,446482,504969,590535],[305756,446705,505282,590659],[307559,388439,507018,560756],[309074,389954,591505,618679],[315120,512158,558994,594536],[315166,455137,512159,594541],[317025,513907,514347,594821],[317050,514412,560269,594845],[319699,392998,562205,597071],[321521,459356,563649,597430],[321567,459357,518051,597435],[332206,469794,524349,600997],[332712,470017,524662,601121],[340814,419988,530558,577418],[341037,420211,530682,577542],[341355,477469,530802,604258],[345079,424253,575002,608366],[351123,485441,537060,607457],[351148,537125,577891,607481],[353098,538708,539131,607722],[355808,427255,580690,609605],[357713,489441,542481,609890],[357738,489506,581965,609914],[368069,498931,547956,612725],[376620,452718,553437,593428],[380692,456790,591412,618586],[386130,512956,558707,617709],[386636,513179,559020,617833],[391340,459711,596186,619586],[393290,516928,563872,619827],[415299,487097,604962,626532],[420529,537835,577662,625828]
   ]
cell #2145 :
  |C| = 553
  W-rep = phi[[2, 1],[2, 1, 1]]+phi[[1, 1],[3, 1, 1]]+phi[[2],[2, 2, 1]]+phi[[1],[3, 2, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     91 tau_infinity subcells with 4 member(s)
  subcells = [
     [365666],[400756],[418126],[429569],[434151],[434529],[436244],[442974],[450854],[461961],[462723],[465149],[466045],[471668],[474166],[481101],[481479],[491995],[494793],[495555],[500627],[500796],[502563],[502941],[508311],[509207],[521705],[526498],[526876],[526987],[527691],[528587],[533697],[534459],[545140],[547936],[549810],[549826],[550851],[551613],[556063],[565640],[566160],[568484],[568500],[570935],[583686],[583702],[584083],
     [229612,550258],[263699,570079],[295995,585999],[299257,587277],[325220,598761],[329747,466460],[331973,600545],[335293,570046],[341529,476519],[361278,611005],[365616,495918],[367465,612337],[367843,585966],[368243,497981],[377273,505123],[383671,509622],[396321,620693],[396699,598728],[400425,522566],[400759,522685],[402566,600467],[403273,524503],[409671,529002],[411396,483194],[412009,530899],[418076,534822],[420703,536885],[425707,489924],[428479,491310],[430465,610927],[434217,546402],[436857,548053],[440205,550225],[442924,551976],[445186,505885],[448356,514830],[450523,556924],[450857,557043],[453371,558861],[458150,517328],[458319,517497],[460895,518673],[466066,567161],[468498,525265],[471618,570409],[471773,570539],[473835,571796],[474169,571915],[479165,539531],[479334,539700],[481167,576108],[483807,577759],[487987,541467],[488365,541845],[488476,541956],[500630,587582],[502629,588725],[507118,560856],[507496,561234],[507607,561345],[509228,592280],[511660,559623],[515578,562945],[515594,562961],[528608,602742],[530782,577642],[532656,579516],[532672,579532],[553612,593603],[553628,593619],
     [153263,285715,428429,542961],[153352,216049,491030,543124],[181185,318851,458269,562264],[181845,249480,516026,563393],[183362,250132,460898,564325],[204104,344231,479284,575061],[204764,282072,533104,579964],[213021,354633,488073,580573],[213342,282782,488479,580746],[213536,284473,540267,581352],[228952,370945,500746,587678],[237184,379517,507204,591295],[237505,308205,507610,591468],[237699,317623,555207,595198],[246992,390164,457819,562049],[247042,318694,515651,596087],[247532,320570,561863,596729],[263184,405517,526584,601757],[263505,335161,526990,601930],[269281,350415,573382,606746],[270072,412403,531133,604449],[272003,414123,478834,574846],[272053,344074,532729,604863],[272543,353677,574660,608024],[281412,423405,539650,608425],[282339,354777,540277,608766],[282342,424509,488053,580557],[282914,356752,540234,581319],[296786,437251,548287,612916],[298717,438971,500296,587463],[298767,370788,549883,613330],[305017,385897,590083,617257],[305795,445549,505351,590759],[305845,379144,553895,615473],[307762,379661,555217,615773],[307765,447158,507184,591279],[308337,389217,555174,595165],[317108,455615,560942,618469],[317429,389085,561348,618642],[318414,390327,515599,596054],[321858,460521,517447,597130],[332751,468861,524731,601221],[332801,405144,568767,622149],[334718,405661,570089,622449],[334721,470470,526564,601741],[340751,419925,603870,625440],[341129,420303,573349,606713],[341860,413738,573553,624108],[341863,476638,531113,604433],[343794,414286,532677,604830],[351206,484201,577993,626019],[353137,485921,539200,608210],[353187,423248,579589,626433],[357796,490297,541553,609488],[358117,428067,541959,609661],[358810,491260,491467,582767],[368574,438586,586170,629225],[368577,498100,548267,612900],[370508,439134,549831,613297],[376566,452664,590005,617179],[377207,446419,590119,630668],[377585,446797,553843,615440],[386675,512023,559089,617933],[386725,455242,593886,632124],[388642,455759,595208,632424],[388645,513632,560922,618453],[391398,459769,515993,563360],[393329,516997,517713,596915],[393379,460364,563018,619487],[394143,461169,518529,564551],[394464,461338,518676,598000],[403207,469731,600581,634470],[403585,470109,568715,622116],[411988,477415,573394,624030],[415357,487155,533071,579931],[421034,485536,606917,636575],[421037,537004,577973,626003],[422968,486084,579537,626400],[425657,489874,540597,581682],[425812,490029,540727,581812],[427624,490441,581362,627212],[427627,541533,542206,609472],[436836,498877,586011,629147],[448306,514780,555537,595528],[448461,514935,555667,595658],[453305,512893,617293,639691],[453683,513271,593834,632091],[458153,517331,562168,597034],[460084,517876,562966,619454],[479168,539534,574965,608329],[483786,537781,606758,636497]
   ]
cell #2146 :
  |C| = 126
  W-rep = phi[[2],[3, 1, 1]]
  special rep = phi[[2],[3, 1, 1]] , dim = 126
  orbit = [5, 5, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [153334],[181256],[183407],[204175],[213217],[213387],[229023],[237380],[237550],[246833],[247167],[263380],[263550],[271668],[271844],[272178],[281483],[282163],[282523],[286128],[298382],[298558],[298892],[304977],[307356],[307586],[307946],[317304],[317474],[318244],[321929],[322401],[331933],[334312],[334542],[334902],[341064],[342862],[343389],[343624],[352802],[352978],[353312],[357992],[358162],[358293],[361238],[367778],[369576],[370103],[370338],[376782],[376844],[378542],[385857],[388236],[388466],[388826],[390589],[393170],[393504],[396634],[402782],[402844],[404542],[411600],[413203],[413698],[414548],[420238],[422036],[422563],[422798],[424839],[427448],[427808],[430681],[430743],[436448],[438051],[438546],[439396],[444836],[446732],[447488],[452880],[452942],[454640],[457354],[459914],[462927],[468148],[470044],[470800],[477631],[477693],[478369],[483398],[485001],[485496],[486346],[487624],[492810],[499093],[499155],[499831],[506089],[506755],[511310],[513206],[513962],[518138],[525469],[526135],[531714],[537997],[538059],[538735],[542536],[543386],[548868],[559827],[560493],[563899],[578574],[582189]
   ]
cell #2147 :
  |C| = 553
  W-rep = phi[[2, 1],[2, 1, 1]]+phi[[1, 1],[3, 1, 1]]+phi[[2],[2, 2, 1]]+phi[[1],[3, 2, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     91 tau_infinity subcells with 4 member(s)
  subcells = [
     [365672],[400737],[418132],[434078],[434514],[440293],[442980],[450835],[464688],[465985],[471674],[471688],[474147],[481028],[481464],[492395],[494408],[495522],[497412],[500136],[500608],[502490],[502926],[507850],[509147],[519669],[519943],[521407],[524246],[526425],[526861],[527230],[528527],[533312],[534426],[543981],[544425],[544679],[547863],[549750],[550466],[551580],[555765],[565567],[565775],[568424],[570637],[583626],[583785],
     [299161,500709],[329757,567307],[334572,526430],[341721,531299],[358504,428672],[365641,585008],[367808,547868],[368435,548453],[370326,549741],[377447,554027],[383681,592426],[391486,459857],[394058,461084],[396664,565572],[400617,567561],[400781,599766],[402832,568415],[403447,568899],[405276,570013],[406824,622633],[409681,602888],[412147,573687],[415445,487243],[418101,605755],[420895,578159],[425713,489930],[425727,489944],[430731,583617],[434391,585216],[436319,585890],[436496,585933],[436995,586304],[440215,613443],[442949,614222],[445153,554301],[448362,514836],[448376,514850],[450715,592680],[450879,616478],[453545,594018],[457659,516837],[458131,517309],[462798,598652],[462975,598695],[466204,599925],[468064,600486],[468465,569173],[471643,622562],[474027,603142],[474191,623154],[475950,536316],[478674,539040],[479146,539512],[481341,605963],[483945,607051],[487914,541394],[488350,541830],[492726,610946],[500652,629561],[502803,614430],[504866,558604],[507045,560783],[507481,561219],[509366,616637],[511627,594292],[515518,562885],[528746,623313],[530709,577569],[532596,579456],[553552,593543],
     [153327,358494,428213,490865],[181249,391476,457433,515347],[183431,393910,394109,518305],[204168,415435,478448,532425],[213031,425512,487414,539928],[213411,424920,425778,540051],[215855,358705,428392,491223],[229016,440283,499910,549579],[237194,448161,506545,554868],[237574,447569,448427,554991],[247017,458011,515061,561588],[247048,457384,458012,561593],[247436,393773,458232,517410],[263194,471473,525925,569740],[263574,470881,471739,569863],[270082,477948,531045,574131],[272028,479026,532139,574385],[272059,478399,479027,574390],[272447,353581,479247,539613],[281476,487233,538814,579285],[282193,427478,487919,541399],[282320,487612,488162,580163],[282364,488227,539800,580172],[286121,428662,582944,610595],[296796,499410,548199,586748],[298742,500488,549293,587002],[298773,499861,500489,587007],[305820,506383,553819,590686],[305851,446762,506384,590691],[307616,388496,507050,560788],[307743,506743,507293,590885],[307787,507358,554740,590894],[317118,514635,560283,594859],[317498,514043,514901,594982],[318232,459902,515509,562876],[318399,515238,515737,595756],[321922,459847,563978,597580],[322224,394332,597879,620313],[322425,461135,564736,620436],[332776,525763,568691,601148],[332807,470074,525764,601153],[334699,526123,526673,601347],[334743,526738,569612,601356],[341094,420268,530714,577574],[341841,477681,531935,604364],[341885,532000,573528,604373],[343612,422786,532587,579447],[343779,532316,532815,604532],[351216,538314,577905,607495],[353162,539392,578999,607749],[353193,538765,539393,607754],[354392,490056,540201,581286],[355940,427387,608950,627396],[357806,489729,581979,609928],[358186,489995,542617,610051],[368555,499143,549089,612831],[368599,549154,586145,612840],[370493,549470,549969,612999],[376832,452930,553543,593534],[377134,505960,554258,615364],[377570,506137,554571,615407],[379276,455374,555141,595132],[380824,456922,615957,632608],[386700,560121,593810,617860],[386731,513236,560122,617865],[388623,560481,561031,618059],[388667,561096,594731,618068],[391408,459779,596200,619600],[393354,517189,597294,619854],[393385,517190,563929,619859],[403134,525340,569130,622040],[403570,525517,569443,622083],[411471,483269,573273,606637],[411648,483446,573316,606680],[411928,531630,573888,624049],[415367,487165,604976,626546],[421015,538047,578795,625934],[421059,578860,606892,625943],[422953,579176,579675,626102],[425682,489899,608879,627325],[427605,541642,582177,627524],[427649,541707,609800,627533],[436776,548784,586505,629166],[444752,511226,590024,617198],[448331,514805,615886,632537],[453232,559698,594249,632015],[453668,559875,594562,632058],[458175,517353,618997,633129],[460069,563104,597471,633288],[479190,539556,624444,636911],[483726,578490,607252,636516]
   ]
cell #2148 :
  |C| = 553
  W-rep = phi[[2, 1],[2, 1, 1]]+phi[[1, 1],[3, 1, 1]]+phi[[2],[2, 2, 1]]+phi[[1],[3, 2, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     91 tau_infinity subcells with 4 member(s)
  subcells = [
     [434597],[466398],[481547],[492025],[495585],[495887],[497381],[503009],[509560],[519368],[519912],[521735],[522400],[526944],[528940],[534489],[534791],[543740],[545716],[546260],[550163],[550326],[551643],[551945],[556093],[556758],[566622],[570076],[570378],[570477],[570965],[571630],[575422],[575966],[584113],[585996],[587297],[587309],[588039],[588583],[591741],[598758],[599081],[600565],[600577],[602203],[611025],[611037],[611259],
     [299894,587647],[335361,601617],[367911,612412],[371113,613210],[396767,620768],[400822,522720],[402919,621770],[406056,601599],[412216,530929],[430818,628262],[434568,546516],[436274,628967],[436576,612394],[437064,548083],[445400,553726],[450920,557078],[462753,633859],[463055,620750],[466273,567191],[466420,567278],[468028,621741],[468712,568598],[474232,571950],[475919,536285],[476470,573446],[481518,576222],[484014,577789],[488433,541913],[491098,543192],[492690,628233],[495769,584915],[497932,586063],[500693,587617],[502980,588839],[504981,554270],[507564,561302],[509435,592310],[509582,592397],[511874,593717],[515931,563298],[516094,563461],[518467,564489],[522517,599684],[524361,569142],[526915,601855],[527053,601965],[528815,602772],[528962,602859],[533009,579869],[533172,580032],[534673,605662],[536836,606810],[540264,581349],[540566,581651],[540665,581750],[550185,613414],[551827,614129],[555204,595195],[555506,595497],[555605,595596],[556875,616396],[558719,594261],[561883,596749],[561895,596761],[571747,623072],[573379,606743],[574680,608044],[574692,608056],[590103,617277],[590115,617289],
     [215808,358257,491069,582596],[215929,286026,542930,582736],[247389,390553,516065,596246],[248169,321207,562233,597099],[250111,322004,518489,597850],[272400,414512,533143,605022],[273180,354314,575030,608394],[282405,424544,540468,608798],[282761,355020,540687,608921],[282982,356820,580433,609348],[299114,439360,550297,613489],[307828,447193,555408,615805],[308184,379904,555627,615928],[308405,389285,591155,618329],[318453,457085,515806,596084],[318482,390395,562052,618933],[319019,392318,595967,619367],[334784,470505,570280,622481],[335140,405904,570499,622604],[341197,420371,603945,625515],[341926,476673,574219,624140],[343833,478100,532884,604860],[343862,414354,574849,624380],[344399,423573,604743,626313],[353534,486310,580003,626592],[354571,424673,580522,626792],[354593,487385,540448,608786],[355172,426619,580415,609330],[368640,498135,586836,629257],[370547,499562,550038,613327],[370576,439202,587466,629497],[376919,453017,615094,631745],[377624,505237,554640,615470],[377653,446865,590762,630743],[379455,447322,591244,630905],[379477,506516,555388,615793],[380056,456154,591137,618311],[388708,513667,595399,632456],[389064,456002,595618,632579],[390133,457225,562000,618915],[393726,518102,563432,619646],[403624,524617,569512,622146],[403653,470177,601224,634545],[405455,470634,601706,634707],[405477,525896,570260,622469],[411426,483224,623850,636317],[411728,483526,603927,625497],[412341,477768,604398,635612],[412363,531016,574199,624128],[414092,478240,574797,624362],[421100,537039,607583,636607],[423007,538466,579744,626430],[423036,486152,608213,636847],[427690,542241,581553,627244],[428046,490684,581772,627367],[428826,543163,543350,610426],[437189,499230,612865,638341],[437211,548170,586816,629245],[438940,499702,587414,629479],[444716,511190,615065,631716],[445216,505915,615319,639080],[445518,506217,590710,630725],[453722,558975,594631,632121],[453751,513339,617936,639766],[455553,513796,618418,639928],[455575,560254,595379,632444],[458216,517394,562203,597069],[460123,563173,563630,619484],[460152,517944,596918,633065],[460961,518739,564360,598035],[461317,518916,564511,620284],[468528,525295,621995,640964],[468830,525597,601172,634527],[476353,531594,604239,635583],[479231,539597,575000,608364],[484139,538134,625968,641898],[484161,577876,607563,636595],[485890,538606,608161,636829],[488404,541884,580671,609586],[488542,542022,580781,609696],[490235,542370,609437,637285],[490257,581533,581950,627232],[497815,548748,612706,638312],[507535,561273,591393,618567],[507673,561411,591503,618677],[511690,559653,631970,643273],[511992,559955,617884,639748],[515953,563320,596171,619571],[517682,563770,596866,633047],[533031,579891,604947,626517],[536719,578454,625809,641869]
   ]
cell #2149 :
  |C| = 413
  W-rep = phi[[2, 2],[1, 1, 1]]+phi[[2, 1],[2, 1, 1]]+phi[[1],[3, 2, 1]]+phi[[],[3, 3, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     140 tau_infinity subcells with 2 member(s)
     21 tau_infinity subcells with 4 member(s)
  subcells = [
     [406747],[439593],[445994],[468345],[469306],[471033],[477027],[493007],[495951],[496363],[497616],[498489],[500092],[505535],[507742],[512468],[520147],[522712],[523074],[524024],[524202],[524915],[531191],[534855],[535267],[537393],[544203],[544381],[546528],[546814],[547691],[548345],[552009],[552421],[557070],[557432],[559273],[565395],[570442],[571942],[572304],[576234],[576520],[578051],[587609],[587711],[588851],[589137],[601867],
     [258190,522717],[293624,546495],[312114,557075],[321985,393902],[322147,394255],[329130,567085],[329657,567263],[336026,601962],[339070,571947],[348044,576201],[355001,424912],[355863,427310],[358254,428231],[363304,584486],[365064,584836],[371789,587614],[371802,613468],[374758,588818],[379885,447561],[380747,456845],[383054,592204],[383581,592382],[390197,457289],[390550,457451],[390786,459157],[395896,565045],[398618,599371],[400221,567453],[405885,470873],[406120,622396],[406655,601834],[409054,602666],[409581,602844],[414156,478304],[414509,478466],[414745,486543],[415764,605233],[417524,605583],[424536,487562],[424541,487567],[425072,489289],[430077,583231],[432568,584529],[436640,628997],[439004,499766],[439357,499928],[439588,613221],[440115,613399],[440612,613700],[442372,614050],[445033,511507],[445582,506281],[447185,506693],[447190,506698],[447721,514195],[448716,616083],[450319,592572],[455983,514035],[457064,515157],[457097,515190],[457615,516793],[462373,565088],[463119,633889],[463531,620941],[464580,527122],[468340,621781],[468894,525661],[470497,526073],[470502,526078],[471066,622390],[472028,622759],[473631,603034],[476154,536520],[476665,531906],[476670,531911],[478079,532235],[478112,532268],[478630,538996],[479518,605276],[485954,538670],[486307,538832],[487370,539884],[490665,542609],[492287,544571],[493002,628273],[493364,628392],[497649,628991],[498127,549060],[498132,549065],[499541,549389],[499574,549422],[500980,613743],[504644,558382],[504822,558560],[505216,554505],[505249,554538],[506501,554824],[512056,560019],[513659,560431],[513664,560436],[517746,563834],[518099,563996],[518897,564728],[520180,633883],[520466,620984],[524596,569377],[524629,569410],[525881,569696],[530537,577397],[530823,573909],[531001,574087],[537031,578766],[537036,578771],[538445,579095],[538478,579128],[540630,581715],[542233,582127],[542238,582132],[542994,582800],[543347,582962],[547977,586526],[548155,586704],[553647,590514],[555570,595561],[558954,594496],[558987,594529],[560239,594815],[562195,597061],[562297,597163],[563609,597390],[563642,597423],[568519,600976],[574992,608356],[575094,608458],[577683,607273],[577861,607451],[580683,609598],[581935,609884],[591405,618579],[593638,617688],
     [250311,322383,564357,598032],[283647,357485,580778,609693],[285872,358625,582575,610405],[309070,389950,591500,618674],[319695,392994,562200,597066],[319708,393007,596225,619625],[345075,424249,574997,608361],[345088,424262,605001,626571],[355236,426683,608713,627159],[355771,427218,580650,609565],[380120,456218,615720,632371],[380655,456753,591372,618546],[390781,459152,595978,619378],[391308,459679,596156,619556],[411792,483590,623880,636347],[414740,486538,604754,626324],[415267,487065,604932,626502],[425105,489322,608707,627153],[445028,511502,615105,631756],[447754,514228,615714,632365],[476187,536553,623874,636341]
   ]
cell #2150 :
  |C| = 189
  W-rep = phi[[2, 1, 1, 1],[1, 1]]+phi[[2, 1, 1],[1, 1, 1]]
  special rep = phi[[2, 1, 1],[1, 1, 1]] , dim = 105
  orbit = [4, 2, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     21 tau_infinity subcells with 1 member(s)
     84 tau_infinity subcells with 2 member(s)
  subcells = [
     [250367],[284362],[285990],[313667],[320195],[320512],[322241],[349420],[349737],[356352],[356657],[384972],[385277],[391580],[391805],[419099],[419324],[425851],[448905],[451826],[479680],
     [66531,222727],[85303,257045],[96237,275187],[107102,292504],[113391,301901],[119661,310969],[131706,328330],[133795,331017],[139041,337925],[146006,346924],[152295,356321],[158207,363190],[160104,364982],[161732,366908],[167468,373638],[174868,382254],[176957,384941],[182203,391849],[185593,395782],[190173,329071],[190490,400161],[192219,401975],[198180,408254],[200269,410941],[205157,415650],[207054,417442],[208682,419368],[214418,426098],[222758,365013],[223063,433943],[224674,435462],[230005,440498],[231902,442290],[233530,444216],[240271,382995],[240588,450259],[242317,452073],[248278,458352],[253964,463417],[255760,464793],[256776,465435],[257001,400117],[259743,340623],[266271,408995],[266588,473571],[268317,475385],[275218,417473],[275523,480893],[277134,482412],[288225,492500],[291041,494372],[292257,433462],[295000,376134],[295317,376451],[301932,442321],[302237,502355],[303848,503874],[309684,507955],[310700,508597],[310925,450215],[324148,519633],[327135,464643],[331048,410972],[331353,411277],[336640,527335],[337656,527977],[337881,473527],[345461,533276],[346677,480412],[360285,492350],[362063,544784],[366639,443947],[366864,444172],[372175,550430],[373391,501874],[381059,507805],[397186,565739],[398807,472217],[401728,475138],[407059,527185],[430266,493553],[431222,544634],[432730,501142],[462535,520628]
   ]
cell #2151 :
  |C| = 315
  W-rep = phi[[2, 2, 1],[1, 1]]+phi[[2, 1, 1],[2, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [144555],[171016],[194328],[202377],[202392],[214158],[227225],[227240],[235690],[242057],[244426],[247093],[247108],[258626],[258641],[261690],[272104],[272119],[273863],[279685],[279700],[282464],[292865],[294155],[298818],[298833],[306582],[306597],[307887],[309313],[312550],[312565],[315614],[328644],[328912],[333538],[333553],[334843],[339506],[339521],[342274],[342376],[342644],[345324],[347285],[348575],[353238],[353253],[366418],[368988],[369090],[369358],[373999],[375289],[377935],[378071],[382568],[382836],[387462],[387477],[388767],[393430],[393445],[401272],[401540],[402336],[403935],[404071],[408568],[408836],[412737],[418878],[421448],[421550],[421818],[426459],[427749],[435015],[435776],[436044],[437585],[443726],[451370],[451638],[452434],[454033],[454169],[458666],[458934],[465947],[466794],[474682],[474950],[475746],[481965],[482726],[482994],[484535],[503427],[504188],[504456],[509109],[509956],[528489],[529336],
     [66538,364593],[85268,399755],[96244,417053],[105651,166017],[106842,224148],[106857,364457],[107101,292850],[113398,441901],[119626,449853],[127854,187032],[130521,256540],[130536,327747],[131705,328542],[133802,467550],[139006,473165],[145746,276608],[145761,416917],[146005,347270],[152302,488851],[155427,217558],[155442,287059],[158206,291699],[160111,495495],[161697,496896],[167208,303322],[167223,441765],[167467,373984],[173683,310464],[173698,381671],[174867,382466],[176964,510712],[182168,516327],[185592,251507],[190455,522286],[191959,268057],[191974,467414],[192218,402321],[196995,337420],[197010,407671],[198179,408466],[200276,530092],[205156,346119],[207061,534399],[208647,535800],[214173,488715],[214417,426444],[219644,362843],[219659,431834],[221403,300577],[221418,494971],[222440,545957],[223062,366403],[224673,435674],[230004,372833],[231909,551553],[233495,552954],[240553,556644],[242072,510576],[242316,452419],[248277,458564],[252658,325957],[252673,462139],[253963,397844],[255389,336269],[255491,521663],[255759,465393],[256775,401170],[266553,571516],[268072,529956],[268316,475731],[273878,533875],[274900,575663],[275522,418863],[277133,482624],[287854,361692],[287956,491953],[288224,429813],[290904,372038],[291040,433310],[292249,434879],[300592,551029],[301614,588280],[302236,443711],[303847,504086],[309415,556021],[309683,508555],[310699,451268],[324011,397049],[324147,395480],[325972,566338],[327127,465257],[336371,570893],[336639,527935],[337655,474580],[345460,480260],[346669,481829],[360277,429677],[361794,584041],[362062,545384],[372174,501722],[373383,503291],[381051,508419],[397185,521208],[407051,527799],[431214,545248]
   ]
cell #2152 :
  |C| = 315
  W-rep = phi[[2, 2, 1],[1, 1]]+phi[[2, 1, 1],[2, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [141629],[144449],[163091],[170368],[170910],[190887],[193680],[194222],[201585],[210041],[222922],[223500],[226433],[240985],[243778],[244320],[247871],[257076],[257251],[257834],[266985],[272882],[275382],[275960],[278893],[283256],[283798],[299596],[302096],[302674],[306701],[308679],[311000],[311175],[311758],[313103],[319339],[320909],[331212],[333657],[335635],[337956],[338131],[338714],[342388],[342750],[344719],[345819],[354016],[356516],[357094],[366522],[366939],[367114],[369102],[369464],[371433],[378082],[378430],[381024],[385136],[387581],[389559],[391880],[392055],[392638],[400192],[401284],[401646],[404082],[404430],[411136],[412710],[412731],[415585],[418982],[419399],[419574],[421562],[421924],[423893],[435026],[437558],[437579],[443830],[444247],[444422],[445815],[450290],[451382],[451744],[454180],[454528],[466788],[469127],[473602],[474694],[475056],[481976],[484508],[484529],[503438],[509950],[512289],[529330],
     [66539,292575],[85280,328580],[96245,346995],[102725,287066],[105545,165911],[106961,364464],[107112,292744],[113399,373709],[119638,382504],[127206,251496],[127748,186926],[131299,327754],[131811,328531],[133803,402046],[139018,408504],[145865,416924],[146016,347164],[152303,426169],[154635,217452],[158998,291688],[159540,224042],[160112,434014],[161709,435712],[167327,441772],[167478,373878],[174461,381678],[174973,382455],[176965,452144],[182180,458602],[189317,256434],[190467,465883],[192078,467421],[192229,402215],[197773,407678],[198285,408455],[200277,475456],[205948,346108],[206490,276502],[207062,480964],[208659,482662],[214277,488722],[214428,426338],[220422,431841],[221522,494978],[222452,495096],[223073,435374],[224779,435663],[230796,372822],[231338,303216],[231910,502426],[233507,504124],[239415,310358],[240565,509045],[242176,510583],[242327,452313],[248383,458553],[252777,462146],[254755,397833],[255503,521698],[255865,465382],[256786,466767],[259179,340059],[265415,337314],[266565,528425],[268176,529963],[268327,475625],[273982,533882],[274912,534000],[275533,482324],[277239,482613],[287968,491988],[288330,429802],[290299,362737],[291051,494944],[291399,372533],[292243,496184],[300696,551036],[301626,551154],[302247,503786],[303953,504075],[309427,556056],[309789,508544],[310710,509929],[324158,462112],[324506,397544],[326076,566345],[327100,407024],[327121,521820],[336383,570928],[336745,527924],[337666,529309],[345471,533848],[346663,535088],[360250,431187],[360271,492110],[361806,584076],[362168,545373],[363125,440433],[372185,551002],[373377,552242],[381045,556178],[395717,463352],[397196,566311],[407045,571050],[431208,584198]
   ]
cell #2153 :
  |C| = 315
  W-rep = phi[[2, 2, 1],[1, 1]]+phi[[2, 1, 1],[2, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [202393],[205037],[227241],[235571],[235689],[247109],[258642],[261571],[261689],[270504],[272120],[279701],[282463],[283690],[292866],[294154],[297218],[298834],[306598],[307886],[312566],[312995],[315495],[315613],[318531],[328645],[328911],[330179],[333554],[334842],[339522],[342377],[342643],[343911],[345711],[347286],[348574],[351638],[353254],[366419],[369091],[369357],[370625],[374000],[375288],[378070],[378322],[381012],[382569],[382835],[384103],[387478],[388766],[393446],[401273],[401539],[402337],[404070],[404322],[408569],[408835],[410103],[412698],[412730],[415584],[418879],[421551],[421817],[423085],[426460],[427748],[435014],[435777],[436043],[437546],[437578],[443727],[445814],[451371],[451637],[452435],[454168],[454420],[458667],[458933],[460201],[465948],[466787],[469126],[474683],[474949],[475747],[481964],[482727],[482993],[484496],[484528],[503426],[504189],[504455],[509110],[509949],[512288],[528490],[529329],
     [66543,364592],[85269,399748],[96249,417052],[106858,433546],[107100,364844],[113403,441900],[119627,449846],[130537,399042],[131704,399716],[133807,467549],[139007,473158],[145762,480496],[146004,417304],[152307,488850],[155443,359564],[158087,229885],[158205,363798],[159432,294036],[160116,495494],[161698,496889],[167224,501958],[167466,442152],[173699,449140],[174866,449814],[176969,510711],[182169,516320],[185473,253844],[185591,323352],[188509,328134],[190456,522279],[191975,523498],[192217,467801],[197011,472452],[198178,473126],[200281,530091],[205155,416258],[206382,348456],[207066,534398],[208648,535793],[214174,540862],[214416,489102],[218044,287446],[219660,493788],[221419,545848],[222441,545929],[223061,435266],[224672,496857],[230003,441106],[231230,375170],[231914,551552],[233496,552947],[238607,382058],[240554,556637],[242073,557856],[242315,510963],[248276,516288],[252674,519500],[253962,464025],[255492,566616],[255758,521922],[256774,466755],[259071,339951],[264607,408058],[266554,571509],[268073,572728],[268315,530343],[273879,575554],[274901,575635],[275521,482216],[277132,535761],[287957,543734],[288223,492212],[289491,432221],[291039,494932],[291291,372425],[292242,496183],[300593,588171],[301615,588252],[302235,503678],[303846,552915],[309416,591735],[309682,556280],[310698,509917],[324146,462100],[324398,397436],[325973,599213],[327088,407012],[327120,521819],[336372,602197],[336638,571152],[337654,529297],[345459,533836],[346662,535087],[360238,431175],[360270,492109],[361795,611253],[362061,584300],[363124,440432],[372173,550990],[373376,552241],[381044,556177],[395716,463351],[397184,566299],[407044,571049],[431207,584197]
   ]
cell #2154 :
  |C| = 315
  W-rep = phi[[2, 2, 1],[1, 1]]+phi[[2, 1, 1],[2, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [141630],[144437],[163092],[170367],[170898],[190888],[193679],[194210],[201573],[210042],[222923],[223499],[226421],[240986],[243777],[244308],[247872],[257077],[257250],[257822],[266986],[272883],[275383],[275959],[278881],[283255],[283786],[299597],[302097],[302673],[306702],[308678],[311001],[311174],[311746],[313091],[319327],[320910],[331213],[333658],[335634],[337957],[338130],[338702],[342389],[342749],[344707],[345807],[354017],[356517],[357093],[366523],[366940],[367113],[369103],[369463],[371421],[378081],[378418],[380949],[385137],[387582],[389558],[391881],[392054],[392626],[400193],[401285],[401645],[404081],[404418],[411137],[412635],[412725],[415525],[418983],[419400],[419573],[421563],[421923],[423881],[435025],[437483],[437573],[443831],[444248],[444421],[445755],[450291],[451383],[451743],[454179],[454516],[466782],[469067],[473603],[474695],[475055],[481975],[484433],[484523],[503437],[509944],[512229],[529324],
     [66544,292574],[85281,328579],[96250,346994],[102726,287065],[105533,165899],[106962,364463],[107111,292732],[113404,373708],[119639,382503],[127205,251484],[127736,186914],[131300,327753],[131810,328519],[133808,402045],[139019,408503],[145866,416923],[146015,347152],[152308,426168],[154623,217440],[158997,291676],[159528,224030],[160117,434013],[161710,435711],[167328,441771],[167477,373866],[174462,381677],[174972,382443],[176970,452143],[182181,458601],[189305,256422],[190468,465882],[192079,467420],[192228,402203],[197774,407677],[198284,408443],[200282,475455],[205947,346096],[206478,276490],[207067,480963],[208660,482661],[214278,488721],[214427,426326],[220423,431840],[221523,494977],[222453,495095],[223072,435362],[224778,435651],[230795,372810],[231326,303204],[231915,502425],[233508,504123],[239403,310346],[240566,509044],[242177,510582],[242326,452301],[248382,458541],[252778,462145],[254754,397821],[255504,521697],[255864,465370],[256785,466692],[259167,340047],[265403,337302],[266566,528424],[268177,529962],[268326,475613],[273983,533881],[274913,533999],[275532,482312],[277238,482601],[287969,491987],[288329,429790],[290287,362725],[291050,494869],[291387,372521],[292237,496124],[300697,551035],[301627,551153],[302246,503774],[303952,504063],[309428,556055],[309788,508532],[310709,509854],[324157,462037],[324494,397532],[326077,566344],[327025,406949],[327115,521760],[336384,570927],[336744,527912],[337665,529234],[345470,533773],[346657,535028],[360175,431112],[360265,492050],[361807,584075],[362167,545361],[363065,440373],[372184,550927],[373371,552182],[381039,556118],[395657,463292],[397195,566236],[407039,570990],[431202,584138]
   ]
cell #2155 :
  |C| = 315
  W-rep = phi[[2, 2, 1],[1, 1]]+phi[[2, 1, 1],[2, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [202394],[227242],[235688],[247110],[258643],[261688],[270493],[272121],[273451],[279702],[282462],[283679],[292867],[294153],[297207],[298835],[306170],[306599],[307885],[312567],[312984],[315612],[318520],[328646],[328910],[330168],[333126],[333555],[334841],[339523],[342378],[342642],[343900],[345700],[347287],[348573],[351627],[353255],[366420],[369092],[369356],[370614],[374001],[375287],[378069],[378311],[380938],[382570],[382834],[384092],[387050],[387479],[388765],[393447],[401274],[401538],[402338],[404069],[404311],[408570],[408834],[410092],[412624],[412724],[415524],[418880],[421552],[421816],[423074],[426461],[427747],[435013],[435778],[436042],[437472],[437572],[443728],[445754],[451372],[451636],[452436],[454167],[454409],[458668],[458932],[460190],[465949],[466781],[469066],[474684],[474948],[475748],[481963],[482728],[482992],[484422],[484522],[503425],[504190],[504454],[509111],[509943],[512228],[528491],[529323],
     [66547,364591],[85270,399742],[96253,417051],[106859,433486],[107099,364833],[113407,441899],[119628,449840],[130538,465055],[131703,399642],[133811,467548],[139008,473152],[145763,480436],[146003,417293],[152311,488849],[155444,429475],[158204,433061],[159421,365991],[160120,495493],[161699,496883],[167225,501898],[167465,442141],[173700,508217],[174865,449740],[176973,510710],[182170,516314],[185590,395231],[188498,399373],[190457,522273],[191976,523438],[192216,467790],[197012,527597],[198177,473052],[200285,530090],[205154,480011],[206371,418451],[207070,534397],[208649,535787],[214175,540802],[214415,489091],[218033,359895],[219661,545046],[220991,300165],[221420,545578],[222442,545908],[223060,435255],[224671,496783],[230002,501473],[231219,443299],[231918,551551],[233497,552941],[238596,449471],[240555,556631],[242074,557796],[242314,510952],[248275,516214],[252246,325545],[252675,565336],[253961,520959],[255493,566434],[255757,521583],[256773,466681],[259060,339940],[264596,472783],[266555,571503],[268074,572668],[268314,530332],[273880,575284],[274902,575614],[275520,482205],[277131,535687],[287958,583356],[288222,544157],[289480,494119],[291038,494858],[291280,372414],[292236,496123],[300594,587901],[301616,588231],[302234,503667],[303845,552841],[309417,591553],[309681,555941],[310697,509843],[324145,462026],[324387,397425],[325974,598943],[327014,406938],[327114,521759],[336373,602015],[336637,570813],[337653,529223],[345458,533762],[346656,535027],[360164,431101],[360264,492049],[361796,611071],[362060,583961],[363064,440372],[372172,550916],[373370,552181],[381038,556117],[395656,463291],[397183,566225],[407038,570989],[431201,584137]
   ]
cell #2156 :
  |C| = 175
  W-rep = phi[[3, 1, 1, 1],[1]]+phi[[3, 1],[1, 1, 1]]
  special rep = phi[[3, 1],[1, 1, 1]] , dim = 105
  orbit = [6, 2, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [320464],[322314],[349689],[356594],[356730],[358559],[385214],[385350],[391684],[392133],[392241],[394178],[419203],[419652],[419760],[425976],[425997],[426533],[449009],[451951],[451972],[452508],[458414],[458481],[479805],[479826],[482474],[482541],[488622],[508017],[508084],[510483],[533202],[533457],[555689],
     [190442,258959],[223000,294447],[240540,312883],[251612,323632],[256880,330033],[257329,330482],[266540,339839],[275460,348867],[287192,359839],[291804,364078],[292382,365935],[295269,376403],[302174,375581],[310804,383957],[311253,384406],[322617,394608],[323377,395330],[327880,399317],[328392,401020],[331290,411214],[331426,411350],[337760,409957],[338209,410406],[346224,416538],[346802,418395],[359503,429393],[363823,433160],[366743,444051],[367192,444500],[367300,444608],[372938,441386],[373516,443243],[381804,449415],[382316,451118],[397949,464305],[398911,472321],[398981,464973],[401853,475263],[401874,475284],[402410,475820],[407804,472727],[408316,474430],[416283,480110],[430370,493657],[431967,494063],[432855,501267],[432876,501288],[435524,503936],[435591,504003],[441131,501572],[449079,508135],[462660,520753],[462681,520774],[464050,521058],[464855,527397],[464922,527464],[467321,529863],[472391,527515],[492562,544846],[492629,544913],[493727,544964],[494298,550356],[494553,550611],[519229,564974],[519559,565665],[519814,565920],[521331,570561],[543551,583152],[543905,583709],[564893,598360]
   ]
cell #2157 :
  |C| = 126
  W-rep = phi[[2],[3, 1, 1]]
  special rep = phi[[2],[3, 1, 1]] , dim = 126
  orbit = [5, 5, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [80204],[100602],[101522],[118051],[124658],[124801],[126030],[137431],[144144],[144287],[151540],[151734],[152886],[153435],[165606],[165749],[171493],[172876],[173070],[180593],[181326],[181564],[182751],[182894],[183381],[194805],[196188],[196382],[201146],[202726],[204245],[204483],[212556],[212699],[213361],[213489],[214827],[215021],[225994],[227574],[229093],[229331],[234403],[235425],[236041],[237524],[237652],[244903],[246286],[246480],[247248],[248961],[249199],[253513],[260403],[261425],[262041],[263524],[263652],[268972],[269234],[270250],[272259],[278454],[280034],[281553],[281791],[282577],[284426],[289023],[295686],[295948],[296964],[298973],[304769],[305967],[307437],[308000],[314327],[315349],[315965],[317448],[317576],[318647],[324911],[325173],[331725],[332923],[334393],[334956],[340845],[343443],[344027],[350106],[350368],[351384],[353393],[358136],[361030],[367559],[370157],[370741],[378835],[379097],[385649],[386847],[388317],[388880],[393585],[394483],[396415],[404835],[405097],[413490],[420019],[422617],[423201],[427862],[438338],[446513],[454933],[455195],[460317],[469825],[485288],[512987]
   ]
cell #2158 :
  |C| = 175
  W-rep = phi[[3, 1, 1, 1],[1]]+phi[[3, 1],[1, 1, 1]]
  special rep = phi[[3, 1],[1, 1, 1]] , dim = 105
  orbit = [6, 2, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [356645],[358610],[385265],[392154],[392292],[394199],[419673],[419811],[426084],[426441],[426554],[428527],[452059],[452416],[452529],[458561],[458582],[459026],[480365],[482621],[482642],[483086],[488701],[488768],[508552],[508573],[510562],[510629],[516234],[533861],[533928],[535707],[555971],[556226],[575331],
     [217198,359947],[223051,294498],[251504,395477],[256180,399425],[257350,330503],[275511,348918],[286290,428977],[287045,429663],[291696,433307],[292490,366043],[292847,366400],[302225,375632],[310104,449523],[311274,384427],[323242,461827],[327733,465243],[328539,401167],[331341,411265],[337060,472835],[338230,410427],[346116,480257],[346910,418503],[347267,418860],[362483,494171],[363688,494659],[364443,434865],[367213,444521],[367351,444659],[372830,501719],[373624,443351],[373981,443708],[381657,508405],[382463,451265],[395585,521313],[397841,521205],[401961,475371],[402318,475728],[402431,475841],[407657,527785],[408463,474577],[416148,533563],[416903,481815],[429810,545381],[429831,545402],[431820,545234],[433415,501827],[435671,504083],[435692,504104],[436136,504548],[440996,550717],[441751,503277],[462125,566324],[462192,566391],[463915,566026],[465390,527932],[465411,527953],[467400,529942],[467467,530009],[491837,583188],[491903,583991],[492158,584246],[494957,551015],[495024,551082],[496803,552861],[519084,598377],[519277,598990],[521613,570843],[521868,571098],[543534,610759],[545625,587948]
   ]
cell #2159 :
  |C| = 126
  W-rep = phi[[2],[3, 1, 1]]
  special rep = phi[[2],[3, 1, 1]] , dim = 126
  orbit = [5, 5, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [125882],[151384],[153234],[172720],[180981],[181156],[196032],[203900],[204075],[212801],[213040],[228748],[228923],[236029],[236964],[237203],[246130],[246788],[247058],[262029],[262964],[263203],[269166],[270791],[271799],[272069],[281208],[281383],[282146],[285608],[295880],[297505],[298513],[298783],[304932],[306018],[306547],[307569],[315953],[316888],[317127],[321654],[321829],[322494],[325105],[331888],[332974],[333503],[334525],[340896],[341047],[342087],[350300],[351925],[352933],[353203],[357576],[357815],[358781],[361193],[367610],[367761],[368801],[376693],[377786],[379029],[385812],[386898],[387427],[388449],[390492],[393125],[393395],[393923],[396466],[396617],[402693],[403786],[405029],[411503],[413653],[414451],[420070],[420221],[421261],[424794],[424933],[427431],[430592],[436351],[438501],[439299],[446564],[446715],[447443],[447582],[452791],[453884],[455127],[457337],[462830],[469876],[470027],[470755],[470894],[477542],[478352],[483301],[485451],[486249],[499004],[499814],[505992],[513038],[513189],[513917],[514056],[518041],[525372],[537908],[538718],[542491],[542630],[559730],[563882],[564749]
   ]
cell #2160 :
  |C| = 126
  W-rep = phi[[2],[3, 1, 1]]
  special rep = phi[[2],[3, 1, 1]] , dim = 126
  orbit = [5, 5, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [183376],[213356],[215773],[237519],[247243],[247354],[263519],[272254],[272365],[282183],[282529],[298968],[299079],[307432],[307606],[307952],[317443],[318250],[318606],[334388],[334562],[334908],[341084],[343395],[343630],[343986],[353388],[353499],[354408],[358131],[367798],[370109],[370344],[370700],[376850],[378548],[379056],[379292],[388312],[388486],[388832],[393580],[393691],[394478],[396654],[402850],[404548],[405056],[405292],[411606],[411664],[413234],[420258],[422569],[422804],[423160],[427468],[427814],[428791],[430749],[436454],[436512],[438082],[444867],[446324],[446752],[452948],[454646],[455154],[455390],[457374],[459920],[460276],[460739],[462933],[462991],[468179],[469636],[470064],[476036],[477699],[478389],[483404],[483462],[485032],[487630],[487749],[490072],[492841],[497498],[499161],[499851],[506095],[506153],[506761],[506880],[511341],[512798],[513226],[515254],[520029],[525475],[525533],[526141],[526260],[531745],[532332],[536402],[538065],[538755],[548899],[549486],[554387],[559833],[559891],[560499],[560618],[563919],[569259],[578605],[579192],[582195],[582314],[594378],[597487],[598214]
   ]
cell #2161 :
  |C| = 427
  W-rep = phi[[2, 2, 1, 1],[1]]+phi[[2, 1, 1, 1],[2]]+phi[[2, 2],[1, 1, 1]]+phi[[2, 1],[2, 1, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     91 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     49 tau_infinity subcells with 4 member(s)
  subcells = [
     [153272],[153395],[181194],[182402],[183369],[204113],[208881],[213122],[213349],[214209],[228961],[237285],[237512],[242108],[247111],[247144],[248247],[263285],[263512],[270873],[272122],[272155],[273914],[277103],[281421],[282434],[282461],[283669],[297587],[298836],[298869],[306600],[306633],[307857],[307884],[309653],[312974],[317209],[317436],[318510],[321867],[333556],[333589],[334813],[334840],[342614],[342641],[343890],[345278],[345690],[352007],[353256],[353289],[357897],[358124],[358819],[369328],[369355],[370604],[377889],[378301],[380928],[387480],[387513],[388737],[388764],[392199],[393448],[393481],[394244],[394471],[403889],[404301],[412614],[419718],[421788],[421815],[423064],[426462],[426599],[427719],[427746],[437462],[452437],[452574],[453987],[454399],[458931],[460180],[482991],[484412],
     [101563,428581],[125230,459080],[125989,460990],[147761,483140],[152314,426495],[152457,489191],[161931,233729],[176976,452470],[177119,511052],[181977,516164],[182171,458904],[192010,268108],[202395,342379],[208456,535637],[208650,482964],[214176,488669],[214414,489081],[221454,300628],[224643,303817],[227243,369093],[235687,378068],[238976,555891],[242075,510530],[242313,510942],[248274,516204],[252709,326008],[255729,336609],[257395,330548],[258644,401275],[259050,339930],[261687,404068],[270483,412723],[273354,415523],[273881,533504],[277130,535677],[279703,421553],[288194,362032],[290858,371992],[291270,372404],[292868,366421],[294152,435012],[297197,437571],[306073,445753],[309680,555931],[311319,384472],[312568,451373],[315611,454166],[323965,397003],[324377,397415],[327004,406928],[328909,401537],[330158,466780],[333029,469065],[338275,410472],[339524,474685],[347288,418881],[348572,481962],[351617,484521],[360154,431091],[367258,444566],[374002,443729],[375286,503424],[382833,451635],[384082,509942],[386953,512227],[402339,475749],[402476,475886],[408833,474947],[410082,529322],[436041,504453],
     [66550,160123,292901,366454],[85271,190458,328882,401510],[96256,207073,347321,418914],[106860,222443,364411,434833],[107098,223059,364823,435245],[108857,169223,436190,504602],[113410,231921,374035,443762],[119629,240556,382806,451608],[130539,255494,399138,465211],[131702,256772,399632,466671],[133814,200288,402372,475782],[133957,200431,467890,530432],[139009,266556,408806,474920],[145764,274903,416871,481783],[146002,275519,417283,482195],[155445,287959,359660,429631],[158203,291037,433051,494848],[159411,292235,365894,496122],[161506,233304,496733,552791],[161700,233498,436014,504426],[167226,301617,441719,503245],[167464,302233,442131,503657],[173701,309418,449236,508373],[174864,310696,449730,509833],[185589,324144,395221,462016],[188488,327113,399276,521758],[188878,264976,521533,570763],[191977,268075,467368,529910],[192215,268313,467780,530322],[197013,336374,472548,527753],[198176,337652,473042,529213],[205153,345457,480001,533752],[206361,346655,418354,535026],[218023,359798,360263,492048],[218413,289860,544107,583911],[219662,361797,493884,545202],[220894,300068,363063,440371],[221421,300595,494600,550658],[224670,303844,496773,552831],[230001,372171,501463,550906],[231209,373369,443202,552180],[238586,381037,449374,556116],[252149,325448,395655,463290],[252676,325975,519861,565967],[253960,397182,520949,566215],[255756,336636,521573,570803],[264586,407037,472686,570988],[288221,362059,544147,583951],[289470,431200,494022,584136]
   ]
cell #2162 :
  |C| = 315
  W-rep = phi[[2, 2, 1],[1, 1]]+phi[[2, 1, 1],[2, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [202404],[205038],[227252],[235572],[235701],[247120],[258653],[261572],[261701],[270505],[272131],[279712],[282475],[283691],[292877],[294166],[297219],[298845],[306609],[307898],[312577],[312996],[315496],[315625],[318532],[328748],[328923],[330180],[333565],[334854],[339533],[342480],[342655],[343912],[345712],[347297],[348586],[351639],[353265],[366430],[369194],[369369],[370626],[374011],[375300],[378169],[378323],[381013],[382672],[382847],[384104],[387489],[388778],[393457],[401376],[401551],[402348],[404169],[404323],[408672],[408847],[410104],[412699],[412817],[415591],[418890],[421654],[421829],[423086],[426471],[427760],[435113],[435880],[436055],[437547],[437665],[443738],[445821],[451474],[451649],[452446],[454267],[454421],[458770],[458945],[460202],[466565],[466874],[469133],[474786],[474961],[475758],[482063],[482830],[483005],[484497],[484615],[503525],[504292],[504467],[509727],[510036],[512295],[529107],[529416],
     [66597,364691],[85343,399835],[96303,417151],[106869,433553],[107184,364845],[113457,441999],[119701,449933],[130548,399049],[131716,399717],[133861,467648],[139081,473245],[145773,480503],[146088,417305],[152361,488949],[155454,359571],[158088,229886],[158217,363799],[159433,294037],[160790,496045],[161772,496976],[167235,501965],[167550,442153],[173710,449147],[174878,449815],[177023,510810],[182243,516407],[185474,253845],[185603,323353],[188510,328135],[191189,522754],[191986,523505],[192301,467802],[197022,472459],[198190,473127],[200335,530190],[205167,416259],[206383,348457],[207740,534949],[208722,535880],[214185,540869],[214500,489103],[218045,287447],[219671,493795],[221430,545855],[223230,546282],[223831,435267],[224684,496858],[230015,441107],[231231,375171],[232588,552103],[233570,553034],[238608,382059],[241287,557112],[242084,557863],[242399,510964],[248288,516289],[252685,519507],[253974,464026],[255595,566644],[255770,521923],[257573,466756],[259072,339952],[264608,408059],[267287,571984],[268084,572735],[268399,530344],[273890,575561],[275690,575988],[276291,482217],[277144,535762],[288060,543762],[288235,492213],[289492,432222],[291138,494933],[291292,372426],[293029,496190],[300604,588178],[302404,588605],[303005,503679],[303858,552916],[309519,591763],[309694,556281],[311497,509918],[324245,462101],[324399,397437],[325984,599220],[327089,407013],[327207,521826],[336475,602225],[336650,571153],[338453,529298],[345558,533837],[347449,535094],[360239,431176],[360357,492116],[361898,611281],[362073,584301],[363131,440439],[372272,550991],[374163,552248],[381131,556184],[395723,463358],[397283,566300],[407131,571056],[431294,584204]
   ]
cell #2163 :
  |C| = 315
  W-rep = phi[[2, 2, 1],[1, 1]]+phi[[2, 1, 1],[2, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [141640],[144438],[163102],[170379],[170899],[190898],[193691],[194211],[201574],[210052],[222933],[223511],[226422],[240996],[243789],[244309],[247882],[257183],[257262],[257823],[266996],[272893],[275393],[275971],[278882],[283267],[283787],[299607],[302107],[302685],[306712],[308690],[311107],[311186],[311747],[313092],[319328],[320920],[331223],[333668],[335646],[338063],[338142],[338703],[342491],[342761],[344708],[345808],[354027],[356527],[357105],[366533],[367046],[367125],[369205],[369475],[371422],[378180],[378419],[380950],[385147],[387592],[389570],[391987],[392066],[392627],[400919],[401387],[401657],[404180],[404419],[411147],[412636],[412811],[415531],[418993],[419506],[419585],[421665],[421935],[423882],[435124],[437484],[437659],[443841],[444354],[444433],[445761],[451017],[451485],[451755],[454278],[454517],[466868],[469073],[474329],[474797],[475067],[482074],[484434],[484609],[503536],[510030],[512235],[529410],
     [66598,292681],[85354,328680],[96304,347101],[102736,287074],[105534,165900],[106972,364472],[107195,292733],[113458,373815],[119712,382604],[127217,251485],[127737,186915],[131310,327762],[131822,328520],[133862,402152],[139092,408604],[145876,416932],[146099,347153],[152362,426275],[154624,217441],[159009,291677],[159529,224031],[160791,434691],[161783,435812],[167338,441780],[167561,373867],[174472,381686],[174984,382444],[177024,452250],[182254,458702],[189306,256423],[191200,466497],[192089,467429],[192312,402204],[197784,407686],[198296,408444],[200336,475562],[205959,346097],[206479,276491],[207741,481641],[208733,482762],[214288,488730],[214511,426327],[220433,431849],[221533,494986],[223241,495592],[223842,435363],[224790,435652],[230807,372811],[231327,303205],[232589,503103],[233581,504224],[239404,310347],[241298,509659],[242187,510591],[242410,452302],[248394,458542],[252788,462154],[254766,397822],[255606,521742],[255876,465371],[257584,466693],[259168,340048],[265404,337303],[267298,529039],[268187,529971],[268410,475614],[273993,533890],[275701,534496],[276302,482313],[277250,482602],[288071,492032],[288341,429791],[290288,362726],[291149,494870],[291388,372522],[293023,496130],[300707,551044],[302415,551650],[303016,503775],[303964,504064],[309530,556100],[309800,508533],[311508,509855],[324256,462038],[324495,397533],[326087,566353],[327026,406950],[327201,521766],[336486,570972],[336756,527913],[338464,529235],[345569,533774],[347443,535034],[360176,431113],[360351,492056],[361909,584120],[362179,545362],[363071,440379],[372283,550928],[374157,552188],[381125,556124],[395663,463298],[397294,566237],[407125,570996],[431288,584144]
   ]
cell #2164 :
  |C| = 315
  W-rep = phi[[2, 2, 1],[1, 1]]+phi[[2, 1, 1],[2, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [202405],[227253],[235700],[247121],[258654],[261700],[270494],[272132],[273452],[279713],[282474],[283680],[292878],[294165],[297208],[298846],[306171],[306610],[307897],[312578],[312985],[315624],[318521],[328749],[328922],[330169],[333127],[333566],[334853],[339534],[342481],[342654],[343901],[345701],[347298],[348585],[351628],[353266],[366431],[369195],[369368],[370615],[374012],[375299],[378168],[378312],[380939],[382673],[382846],[384093],[387051],[387490],[388777],[393458],[401377],[401550],[402349],[404168],[404312],[408673],[408846],[410093],[412625],[412810],[415530],[418891],[421655],[421828],[423075],[426472],[427759],[435112],[435881],[436054],[437473],[437658],[443739],[445760],[451475],[451648],[452447],[454266],[454410],[458771],[458944],[460191],[466566],[466867],[469072],[474787],[474960],[475759],[482062],[482831],[483004],[484423],[484608],[503524],[504293],[504466],[509728],[510029],[512234],[529108],[529409],
     [66601,364690],[85344,399828],[96307,417150],[106870,433492],[107183,364834],[113461,441998],[119702,449926],[130549,465061],[131715,399643],[133865,467647],[139082,473238],[145774,480442],[146087,417294],[152365,488948],[155455,429481],[158216,433062],[159422,365992],[160794,496044],[161773,496969],[167236,501904],[167549,442142],[173711,508223],[174877,449741],[177027,510809],[182244,516400],[185602,395232],[188499,399374],[191190,522747],[191987,523444],[192300,467791],[197023,527603],[198189,473053],[200339,530189],[205166,480012],[206372,418452],[207744,534948],[208723,535873],[214186,540808],[214499,489092],[218034,359896],[219672,545052],[220992,300166],[221431,545584],[223231,546254],[223830,435256],[224683,496784],[230014,501474],[231220,443300],[232592,552102],[233571,553027],[238597,449472],[241288,557105],[242085,557802],[242398,510953],[248287,516215],[252247,325546],[252686,565342],[253973,520960],[255596,566455],[255769,521584],[257572,466682],[259061,339941],[264597,472784],[267288,571977],[268085,572674],[268398,530333],[273891,575290],[275691,575960],[276290,482206],[277143,535688],[288061,583377],[288234,544158],[289481,494120],[291137,494859],[291281,372415],[293022,496129],[300605,587907],[302405,588577],[303004,503668],[303857,552842],[309520,591574],[309693,555942],[311496,509844],[324244,462027],[324388,397426],[325985,598949],[327015,406939],[327200,521765],[336476,602036],[336649,570814],[338452,529224],[345557,533763],[347442,535033],[360165,431102],[360350,492055],[361899,611092],[362072,583962],[363070,440378],[372271,550917],[374156,552187],[381124,556123],[395662,463297],[397282,566226],[407124,570995],[431287,584143]
   ]
cell #2165 :
  |C| = 315
  W-rep = phi[[2, 2, 1],[1, 1]]+phi[[2, 1, 1],[2, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [202406],[227254],[235699],[247122],[258655],[261699],[270484],[272133],[273355],[279714],[282473],[283670],[292879],[294164],[297198],[298847],[306074],[306611],[307896],[312579],[312975],[315623],[318511],[328750],[328921],[330159],[333030],[333567],[334852],[339535],[342482],[342653],[343891],[345691],[347299],[348584],[351618],[353267],[366432],[369196],[369367],[370605],[374013],[375298],[378167],[378302],[380929],[382674],[382845],[384083],[386954],[387491],[388776],[393459],[401378],[401549],[402350],[404167],[404302],[408674],[408845],[410083],[412615],[412809],[415529],[418892],[421656],[421827],[423065],[426473],[427758],[435111],[435882],[436053],[437463],[437657],[443740],[445759],[451476],[451647],[452448],[454265],[454400],[458772],[458943],[460181],[466567],[466866],[469071],[474788],[474959],[475760],[482061],[482832],[483003],[484413],[484607],[503523],[504294],[504465],[509729],[510028],[512233],[529109],[529408],
     [66604,364689],[85345,399827],[96310,417149],[106871,433491],[107182,364824],[113464,441997],[119703,449925],[130550,465060],[131714,399633],[133868,467646],[139083,473237],[145775,480441],[146086,417284],[152368,488947],[155456,429480],[158215,433052],[159412,365895],[160797,496043],[161774,496968],[167237,501903],[167548,442132],[173712,508222],[174876,449731],[177030,510808],[182245,516399],[185601,395222],[188489,399277],[191191,522746],[191988,523443],[192299,467781],[197024,527602],[198188,473043],[200342,530188],[205165,480002],[206362,418355],[207747,534947],[208724,535872],[214187,540807],[214498,489082],[218024,359799],[219673,545051],[220895,300069],[221432,545583],[223232,546253],[223829,435246],[224682,496774],[230013,501464],[231210,443203],[232595,552101],[233572,553026],[238587,449375],[241289,557104],[242086,557801],[242397,510943],[248286,516205],[252150,325449],[252687,565341],[253972,520950],[255597,566454],[255768,521574],[257571,466672],[259051,339931],[264587,472687],[267289,571976],[268086,572673],[268397,530323],[273892,575289],[275692,575959],[276289,482196],[277142,535678],[288062,583376],[288233,544148],[289471,494023],[291136,494849],[291271,372405],[293021,496128],[300606,587906],[302406,588576],[303003,503658],[303856,552832],[309521,591573],[309692,555932],[311495,509834],[324243,462017],[324378,397416],[325986,598948],[327005,406929],[327199,521764],[336477,602035],[336648,570804],[338451,529214],[345556,533753],[347441,535032],[360155,431092],[360349,492054],[361900,611091],[362071,583952],[363069,440377],[372270,550907],[374155,552186],[381123,556122],[395661,463296],[397281,566216],[407123,570994],[431286,584142]
   ]
cell #2166 :
  |C| = 175
  W-rep = phi[[3],[2, 1, 1]]+phi[[1],[4, 1, 1]]
  special rep = phi[[3],[2, 1, 1]] , dim = 105
  orbit = [6, 4, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [165750],[196189],[196612],[225995],[229105],[229125],[253514],[260415],[260435],[263615],[263663],[289035],[289055],[295790],[295911],[295959],[299234],[325015],[325136],[325184],[331473],[331823],[331950],[360778],[361128],[361255],[367388],[367639],[394773],[396244],[396495],[402496],[429104],[430395],[461566],
     [80206,183382],[100604,213362],[101523,153436],[118053,237525],[124714,247249],[124802,182895],[125948,183566],[126032,394484],[137433,263525],[144200,272260],[144288,212700],[151541,214828],[151809,282589],[151964,215251],[152888,358137],[165662,298974],[172169,307438],[172877,246287],[173145,308012],[173300,246710],[180595,317449],[181338,248973],[181358,248993],[181647,318658],[182807,393586],[195481,334394],[196457,334968],[201147,278455],[203460,343455],[204257,281565],[204277,281585],[204566,344038],[212612,353394],[213452,284389],[213500,284437],[215096,427874],[228308,370169],[229414,370752],[234415,314339],[234435,314359],[236215,378939],[236810,379108],[237615,317539],[237663,317587],[245579,388318],[246555,388892],[247509,320547],[249282,460328],[262215,404939],[262810,405108],[269076,350210],[269197,350331],[269245,350379],[271048,413588],[272520,353654],[280768,422629],[281874,423212],[297762,438436],[304517,385397],[304867,385747],[304994,385874],[306747,446593],[316139,455037],[316734,455206],[333703,469905],[340674,419848],[340925,420099],[352182,485386],[376496,452594],[387627,513067]
   ]
cell #2167 :
  |C| = 175
  W-rep = phi[[3, 1, 1, 1],[1]]+phi[[3, 1],[1, 1, 1]]
  special rep = phi[[3, 1],[1, 1, 1]] , dim = 105
  orbit = [6, 2, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [101565],[125232],[125990],[147763],[152370],[152458],[153394],[177032],[177120],[181978],[182246],[182401],[208457],[208725],[208880],[214188],[214208],[214497],[238977],[242087],[242107],[242396],[248237],[248285],[273893],[273913],[277093],[277141],[283661],[309643],[309691],[312966],[345205],[345682],[380866],
     [66606,160799],[85346,191192],[96312,207749],[106872,223233],[107181,223828],[108859,169225],[113466,232597],[119704,241290],[130551,255598],[131713,257570],[133870,200344],[133958,200432],[139084,267290],[145776,275693],[146085,276288],[155457,288063],[158214,291135],[159403,293015],[161507,233305],[161775,233573],[161930,233728],[167238,302407],[167547,303002],[173713,309522],[174875,311494],[185600,324242],[188480,327193],[188879,264977],[191989,268087],[192009,268107],[192298,268396],[197025,336478],[198187,338450],[205164,345555],[206353,347435],[218015,360343],[218414,289861],[219674,361901],[220806,363018],[221433,300607],[221453,300627],[224633,303807],[224681,303855],[230012,372269],[231201,374149],[238578,381117],[252061,395610],[252688,325987],[252708,326007],[253971,397280],[255719,336599],[255767,336647],[259042,339922],[264578,407117],[273266,415478],[286443,429041],[288184,362022],[288232,362070],[289462,431280],[290785,371919],[291262,372396],[299980,440326],[323892,396930],[324369,397407],[325360,463245],[326942,406866],[359073,429170],[359196,491738],[360092,431029],[394707,461629]
   ]
cell #2168 :
  |C| = 315
  W-rep = phi[[2, 2, 1],[1, 1]]+phi[[2, 1, 1],[2, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [202416],[227264],[235711],[247132],[258665],[261711],[270485],[272143],[273356],[279724],[282485],[283671],[292889],[294176],[297199],[298857],[306075],[306621],[307908],[312589],[312976],[315635],[318512],[328855],[328933],[330160],[333031],[333577],[334864],[339545],[342587],[342665],[343892],[345692],[347309],[348596],[351619],[353277],[366442],[369301],[369379],[370606],[374023],[375310],[378271],[378303],[380930],[382779],[382857],[384084],[386955],[387501],[388788],[393469],[401483],[401561],[402360],[404271],[404303],[408779],[408857],[410084],[412616],[412903],[415536],[418902],[421761],[421839],[423066],[426483],[427770],[435215],[435987],[436065],[437464],[437751],[443750],[445766],[451581],[451659],[452458],[454369],[454401],[458877],[458955],[460182],[466960],[467243],[469078],[474893],[474971],[475770],[482165],[482937],[483015],[484414],[484701],[503627],[504399],[504477],[510122],[510405],[512240],[529502],[529785],
     [66649,364793],[85409,399921],[96355,417253],[106881,433498],[107257,364825],[113509,442101],[119767,450019],[130560,465067],[131726,399634],[133913,467750],[139147,473331],[145785,480448],[146161,417285],[152413,489051],[155466,429487],[158227,433053],[159413,365896],[161413,496661],[161838,497062],[167247,501910],[167623,442133],[173722,508229],[174888,449732],[177075,510912],[182309,516493],[185613,395223],[188490,399278],[191875,523292],[191998,523450],[192374,467782],[197034,527609],[198200,473044],[200387,530292],[205177,480003],[206363,418356],[208363,535565],[208788,535966],[214197,540814],[214573,489083],[218025,359800],[219683,545058],[220896,300070],[221442,545590],[223996,546669],[224563,435247],[224694,496775],[230025,501465],[231211,443204],[233211,552719],[233636,553120],[238588,449376],[241973,557650],[242096,557808],[242472,510944],[248298,516206],[252151,325450],[252697,565348],[253984,520951],[255702,566482],[255780,521575],[258361,466673],[259052,339932],[264588,472688],[267973,572522],[268096,572680],[268472,530324],[273902,575296],[276456,576375],[277023,482197],[277154,535679],[288167,583404],[288245,544149],[289472,494024],[291240,494850],[291272,372406],[293815,496135],[300616,587913],[303170,588992],[303737,503659],[303868,552833],[309626,591601],[309704,555933],[312285,509835],[324347,462018],[324379,397417],[325996,598955],[327006,406930],[327293,521771],[336582,602063],[336660,570805],[339241,529215],[345660,533754],[348235,535039],[360156,431093],[360443,492061],[362005,611119],[362083,583953],[363076,440384],[372374,550908],[374949,552193],[381217,556129],[395668,463303],[397385,566217],[407217,571001],[431380,584149]
   ]
cell #2169 :
  |C| = 126
  W-rep = phi[[3, 1, 1],[1, 1]]
  special rep = phi[[3, 1, 1],[1, 1]] , dim = 126
  orbit = [6, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [66651],[85410],[96357],[106882],[107256],[113511],[119768],[130561],[131725],[133915],[139148],[145786],[146160],[152415],[155467],[158226],[159404],[161415],[161839],[167248],[167622],[173723],[174887],[177077],[182310],[185612],[188481],[191876],[191999],[192373],[197035],[198199],[200389],[205176],[206354],[208365],[208789],[214198],[214572],[218016],[219684],[220807],[221443],[223997],[224562],[224693],[230024],[231202],[233213],[233637],[238579],[241974],[242097],[242471],[248297],[252062],[252698],[253983],[255703],[255779],[258360],[259043],[264579],[267974],[268097],[268471],[273267],[273903],[276457],[277022],[277153],[283662],[286444],[288168],[288244],[289463],[291239],[291263],[293808],[299981],[300617],[303171],[303736],[303867],[309627],[309703],[312284],[312967],[324346],[324370],[325361],[325997],[326943],[327286],[336583],[336659],[339240],[339923],[345659],[345683],[348228],[359197],[360093],[360436],[362006],[362082],[363024],[372373],[372397],[374942],[380867],[381210],[394708],[395616],[397384],[397408],[406867],[407210],[415484],[429047],[431030],[431373],[440332],[461630],[463251],[491744]
   ]
cell #2170 :
  |C| = 175
  W-rep = phi[[3],[2, 1, 1]]+phi[[1],[4, 1, 1]]
  special rep = phi[[3],[2, 1, 1]] , dim = 105
  orbit = [6, 4, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [162454],[164818],[165219],[186514],[193014],[193124],[195550],[195568],[195998],[218989],[219099],[225702],[225870],[225888],[228367],[228440],[253221],[253389],[253407],[259798],[260248],[260321],[262889],[288418],[288868],[288941],[295387],[295805],[322834],[324612],[325030],[331463],[359134],[360768],[394763],
     [73899,307331],[79077,318794],[80157,322030],[88771,334287],[93926,271559],[94386,344174],[100095,282700],[100167,355046],[101444,286151],[111080,298273],[111540,370888],[116691,236612],[117029,307313],[117544,308123],[117616,379930],[123129,388211],[123870,249598],[124208,318776],[124271,249999],[125848,322460],[136071,262612],[136409,334269],[136924,335079],[136996,405930],[140992,209404],[142732,271449],[143356,211768],[143694,344156],[143757,212169],[149984,352693],[150444,423348],[150902,285126],[150920,285144],[151350,285574],[164194,298163],[165156,370870],[169702,243112],[169812,243222],[171499,307145],[172238,245648],[172256,245666],[172686,246096],[179233,316536],[179571,388193],[180086,389003],[180158,456028],[180600,321273],[180673,321346],[183276,460464],[194811,334101],[200854,278162],[201022,278330],[201040,278348],[203519,280827],[203592,280900],[211144,352583],[212106,423330],[212726,357501],[215666,427985],[215738,490710],[233798,313722],[234248,314172],[234321,314245],[236889,316813],[244909,388025],[249936,460446],[250523,518942],[268673,349807],[269091,350225],[304507,385387]
   ]
cell #2171 :
  |C| = 175
  W-rep = phi[[3],[2, 1, 1]]+phi[[1],[4, 1, 1]]
  special rep = phi[[3],[2, 1, 1]] , dim = 105
  orbit = [6, 4, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [165263],[195576],[196053],[225774],[225896],[228439],[228450],[253293],[253415],[260202],[260320],[260331],[262890],[262947],[288822],[288940],[288951],[295701],[295806],[295863],[298473],[324926],[325031],[325088],[331454],[331464],[331848],[360759],[360769],[361153],[367381],[394754],[394764],[396237],[429097],
     [80185,250145],[100195,282795],[101488,216098],[117083,307339],[117644,308218],[124262,318802],[124315,250043],[125903,250443],[136463,334295],[137024,335174],[143125,343360],[143748,344182],[143801,212213],[150928,285152],[151295,354932],[151405,285629],[164587,370074],[165210,370896],[171571,307217],[171975,379012],[172264,245674],[172631,379816],[172741,246151],[179625,388219],[180186,389098],[180672,321345],[180683,321356],[181076,390475],[183629,461351],[194883,334173],[195287,405012],[195943,405816],[200926,278234],[201048,278356],[202853,343242],[203591,280899],[203602,280910],[203995,414434],[211537,422534],[212160,423356],[212727,357502],[212784,357559],[215766,428080],[227701,369956],[228843,439282],[234202,314126],[234320,314244],[234331,314255],[236126,378850],[236890,316814],[236947,316871],[244981,388097],[245385,455110],[246041,455914],[246748,393085],[249990,460472],[262126,404850],[268987,350121],[269092,350226],[269149,350283],[271759,352893],[280161,422416],[281303,486232],[285519,490596],[304498,385378],[304508,385388],[304892,385772],[316050,454948],[321749,518024],[340667,419841]
   ]
cell #2172 :
  |C| = 140
  W-rep = phi[[3, 1],[1, 1, 1]]+phi[[],[4, 2, 1]]
  special rep = phi[[3, 1],[1, 1, 1]] , dim = 105
  orbit = [6, 2, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     70 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [67075],[85916],[96781],[107497],[107835],[113935],[120274],[130662],[132402],[137384],[139654],[146401],[146739],[155568],[158332],[160129],[165291],[165671],[167863],[168201],[173824],[175564],[185718],[188586],[196061],[196174],[196512],[197136],[198876],[205282],[207079],[218121],[219785],[220816],[225980],[228458],[228983],[229106],[230130],[231927],[238684],[252071],[253499],[254089],[260339],[260416],[262970],[263613],[264684],[273276],[286453],[288959],[289036],[289568],[295886],[295909],[298475],[299990],[325111],[325134],[325370],[331471],[331850],[359206],[360776],[361155],[367383],[394771],[396239],[429099],
     [100555,152839],[101516,216126],[118004,180546],[124343,250071],[124723,182816],[125911,250451],[143829,212241],[144209,212621],[151413,285637],[151526,214813],[151864,215151],[153294,286088],[172749,246159],[172862,246272],[173200,246610],[180691,321364],[181216,321889],[181339,248974],[201132,278440],[203610,280918],[204135,281443],[204258,281566],[212807,357582],[213450,284387],[234339,314263],[234416,314340],[236970,316894],[237613,317537],[246750,393087],[269172,350306],[269195,350329],[271761,352895],[304515,385395],[304894,385774],[340669,419843]
   ]
cell #2173 :
  |C| = 175
  W-rep = phi[[3],[2, 1, 1]]+phi[[1],[4, 1, 1]]
  special rep = phi[[3],[2, 1, 1]] , dim = 105
  orbit = [6, 4, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [196630],[229235],[229628],[260545],[263745],[263810],[289165],[296041],[296106],[299354],[299355],[325266],[325331],[331571],[332070],[332071],[335387],[360876],[361375],[361376],[367412],[367467],[367937],[396268],[396323],[396793],[402520],[402529],[429128],[430419],[430428],[436204],[461590],[462683],[491690],
     [125966,183584],[151982,215269],[153368,216065],[153376,215974],[173318,246728],[181468,249103],[181861,249496],[181869,248214],[204387,281695],[204780,282088],[204788,273225],[213582,284519],[213647,284584],[213747,283405],[216073,286071],[229636,299939],[234545,314469],[237745,317669],[237810,317734],[237910,308828],[247629,320667],[247630,320668],[247747,319440],[249504,321252],[263910,335784],[269327,350461],[269392,350526],[270178,343585],[272640,353774],[272641,353775],[272758,344820],[282096,354359],[283008,356846],[283123,355575],[284684,357243],[296892,370299],[299472,371534],[304615,385495],[305114,385994],[305115,385995],[305891,379190],[308431,389311],[308546,380459],[317834,389708],[320785,392739],[332847,405190],[335502,406459],[340698,419872],[340753,419927],[341223,420397],[341458,413336],[341958,413836],[351312,422759],[353892,423994],[356961,427022],[368172,438184],[368672,438684],[376520,452618],[376529,452627],[377209,446421],[386771,455288],[389426,456557],[403209,469733],[411356,483154],[411951,477378],[420632,485134],[421132,485634],[436799,498840],[453307,512895],[483749,537744]
   ]
cell #2174 :
  |C| = 126
  W-rep = phi[[2],[3, 1, 1]]
  special rep = phi[[2],[3, 1, 1]] , dim = 126
  orbit = [5, 5, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [183495],[214095],[215951],[238258],[247812],[248191],[250417],[264258],[272823],[273202],[283099],[283122],[285032],[286048],[299537],[299916],[305956],[308522],[308545],[318182],[319131],[319208],[320850],[321229],[322205],[332912],[335478],[335501],[341314],[341957],[344511],[344588],[353957],[354336],[355273],[355921],[356937],[356960],[368028],[368671],[371225],[371302],[377031],[377154],[377679],[380157],[380805],[386836],[389402],[389425],[391198],[392430],[392507],[394313],[396884],[403031],[403154],[403679],[406157],[406805],[411491],[411829],[411942],[415157],[420488],[421131],[423685],[423762],[425444],[426720],[427368],[430930],[436339],[436677],[436790],[440005],[444766],[445146],[446982],[448093],[453129],[453252],[453777],[456255],[456903],[457946],[459569],[462818],[463156],[468078],[468458],[470294],[471405],[475943],[477880],[478961],[483289],[483627],[483740],[486955],[489661],[492740],[497405],[499342],[500423],[505980],[506318],[511240],[511620],[513456],[514567],[517124],[519936],[525360],[525698],[531644],[536309],[538246],[539327],[548798],[554294],[559718],[560056],[569166],[578504],[594285]
   ]
cell #2175 :
  |C| = 175
  W-rep = phi[[3, 1, 1, 1],[1]]+phi[[3, 1],[1, 1, 1]]
  special rep = phi[[3, 1],[1, 1, 1]] , dim = 105
  orbit = [6, 2, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [286001],[320523],[322277],[349748],[356458],[356693],[358564],[385078],[385313],[391795],[391932],[392246],[419314],[419451],[419765],[426049],[426089],[426216],[449634],[452024],[452064],[452191],[458509],[458527],[480330],[480370],[482569],[482587],[488704],[508500],[508518],[510565],[533578],[533864],[555989],
     [216260,491626],[217163,429581],[222864,365778],[251360,519282],[251470,461969],[256145,465161],[257128,400864],[275324,418238],[287048,491991],[291552,545630],[291662,494801],[292455,434163],[292622,434632],[295328,376462],[302038,443086],[310069,508323],[311052,450962],[327736,521701],[328505,466053],[331154,411078],[331389,411313],[337025,527703],[338008,474274],[345972,575336],[346082,533705],[346875,481113],[347042,481582],[360058,494282],[362448,545152],[364446,495551],[366854,444162],[366991,444299],[367305,444613],[372686,587953],[372796,550859],[373589,502575],[373756,503044],[381660,556059],[382429,509215],[395550,521278],[395590,521318],[397697,598995],[397807,566168],[399536,472946],[401926,475336],[401966,475376],[402093,475503],[407660,570931],[408429,528595],[416906,534455],[428992,583203],[429278,610764],[429758,545329],[429776,545347],[431823,584079],[433380,501792],[433420,501832],[435619,504031],[435637,504049],[441754,551609],[461484,598395],[461842,566041],[462128,566327],[465338,527880],[465356,527898],[467403,529945],[491921,584009],[494674,550732],[494960,551018],[521631,570861]
   ]
cell #2176 :
  |C| = 126
  W-rep = phi[[2],[3, 1, 1]]
  special rep = phi[[2],[3, 1, 1]] , dim = 126
  orbit = [5, 5, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [250300],[283636],[285894],[309059],[319505],[319730],[322372],[336015],[344885],[345110],[355345],[355574],[357474],[358647],[371599],[371824],[379255],[380229],[380458],[389939],[390851],[391107],[392804],[393029],[394115],[405255],[406229],[406458],[411901],[413835],[414810],[415066],[424059],[424284],[425167],[425784],[426792],[427021],[436749],[438683],[439658],[439914],[445098],[446366],[446891],[447816],[448433],[455353],[456327],[456556],[458018],[459222],[459478],[461141],[463228],[468410],[469678],[470203],[471128],[471745],[476078],[476249],[477369],[479033],[483699],[485633],[486608],[486864],[488203],[489384],[490001],[493072],[497540],[497711],[498831],[500495],[504752],[505845],[506390],[507334],[511572],[512840],[513365],[514290],[514907],[515766],[517196],[520071],[520242],[524132],[525225],[525770],[526714],[530594],[531976],[532844],[536444],[536615],[537735],[539399],[541683],[544311],[547748],[549130],[549998],[554429],[554600],[558490],[559583],[560128],[561072],[563133],[565452],[569301],[569472],[574017],[577454],[578836],[579704],[586634],[590571],[594420],[594591],[601033],[607381],[617745]
   ]
cell #2177 :
  |C| = 455
  W-rep = phi[[2, 1, 1, 1],[2]]+phi[[1, 1, 1, 1],[3]]+phi[[2, 1],[2, 1, 1]]+phi[[1, 1],[3, 1, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     35 tau_infinity subcells with 1 member(s)
     140 tau_infinity subcells with 2 member(s)
     35 tau_infinity subcells with 4 member(s)
  subcells = [
     [264251],[299435],[322293],[332151],[335405],[356709],[358567],[361456],[367955],[371207],[385329],[392002],[392249],[396811],[402583],[403013],[419521],[419768],[426092],[426225],[430482],[430912],[436276],[452067],[452200],[458536],[458697],[462755],[480373],[482596],[482757],[488725],[508527],[510586],[533885],
     [183488,250410],[192651,468006],[214088,285025],[215959,285921],[218626,492668],[238251,318175],[247710,320748],[248199,319757],[250285,322186],[251479,461978],[251640,519346],[257198,400934],[257608,522378],[272721,353855],[273210,345137],[283026,356864],[283203,355655],[283621,355902],[286056,358674],[287069,492027],[291671,494810],[291832,545694],[292631,434641],[299924,371851],[305195,386075],[308449,389329],[308626,380539],[309044,380786],[311122,451032],[311532,556736],[319113,392412],[319226,391125],[319299,390992],[321237,393056],[322357,394294],[327757,521737],[328514,466062],[328675,466492],[331405,411329],[335582,406539],[336000,406786],[338078,474344],[338488,571608],[341241,420415],[342038,413916],[344493,423667],[344606,415084],[344679,414951],[346091,533714],[346252,575400],[347051,481591],[354344,424311],[355365,425426],[355383,425265],[357041,427102],[357459,427349],[358586,428556],[364467,495587],[367061,444369],[367308,444616],[368752,438764],[371320,439932],[371393,439799],[372805,550868],[372966,588017],[373765,503053],[376583,452681],[377013,453111],[377697,446909],[377770,445691],[380249,448075],[380267,447914],[381681,556095],[382438,509224],[382599,509654],[389506,456637],[389924,456884],[390920,457779],[392268,459055],[392525,459496],[392598,459363],[395593,521321],[397816,566177],[397977,599059],[401969,475379],[402102,475512],[403697,470221],[403770,469003],[406249,471387],[406267,471226],[407681,570967],[408438,528604],[408599,529034],[411428,483226],[412005,477432],[412435,477862],[412453,476735],[414879,478794],[416927,534491],[419787,483115],[421212,485714],[423780,486882],[423853,486749],[426298,488964],[426812,489643],[426830,489482],[429785,545356],[431844,584115],[433423,501835],[435646,504058],[435807,504219],[436853,498894],[437283,499324],[437301,498197],[439727,500256],[441775,551645],[445218,505917],[445619,505311],[452273,510825],[453795,513383],[453868,512165],[456347,514549],[456365,514388],[458715,516435],[459291,516957],[462149,566348],[465365,527907],[467424,529966],[468530,525297],[468931,524691],[482775,535908],[483803,537798],[484233,538228],[484251,537101],[486677,539160],[488892,541014],[494981,551039],[510753,558008],[511692,559655],[512093,559049],
     [169339,242749,444694,511168],[201359,271086,476331,531572],[226207,297800,497793,548726],[234753,305564,505005,553704],[234771,305403,445281,505140],[260753,332520,524385,568576],[260771,332359,468593,524520],[269594,341489,476403,530931],[278667,352220,536697,578432],[292704,364706,434714,496060],[293218,365385,546284,584893],[293236,365224,495650,546419],[296308,368203,497865,548085],[314677,386444,558743,593695],[314695,386283,511755,558878],[328693,399863,466510,522782],[329269,400385,522450,567193],[347124,417166,481664,534964],[347638,417845,575990,605640],[347656,417684,534554,576125],[350728,420663,536769,577791],[364634,433698,495988,546590],[367327,436165,444635,504577],[373838,442014,503126,552118],[374352,442693,588607,614107],[374370,442532,551708,588742],[382617,449961,509672,557140],[383193,450483,556808,592312],[402175,467663,475585,530205],[408617,473273,529052,572012],[409193,473795,571680,602774],[417094,480648,534892,576296],[435825,497004,504237,553062],[441942,502110,552046,588913],[467591,523650,530133,572880]
   ]
cell #2178 :
  |C| = 175
  W-rep = phi[[3],[2, 1, 1]]+phi[[1],[4, 1, 1]]
  special rep = phi[[3],[2, 1, 1]] , dim = 105
  orbit = [6, 4, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [165760],[196286],[196628],[226092],[229174],[229233],[253611],[260484],[260543],[263722],[263734],[289104],[289163],[295508],[296018],[296030],[299336],[324733],[325243],[325255],[331485],[331560],[332052],[360790],[360865],[361357],[367394],[367413],[394785],[396250],[396269],[402485],[429110],[430384],[461555],
     [101533,153446],[124812,182905],[125964,183582],[125972,183509],[144298,212710],[151638,214925],[151980,215267],[151988,214109],[172974,246384],[173316,246726],[173324,238272],[181407,249042],[181466,249101],[181561,248005],[183590,250431],[196636,264272],[201244,278552],[204326,281634],[204385,281693],[204480,273016],[213559,284496],[213571,284508],[213686,283344],[215275,285046],[229328,299730],[234484,314408],[234543,314467],[235338,307535],[237722,317646],[237734,317658],[237849,308767],[246734,318196],[247611,320649],[247736,319429],[249196,321043],[261338,334491],[263849,335723],[268794,349928],[269304,350438],[269316,350450],[270117,343524],[272622,353756],[272747,344809],[281788,354150],[284623,357182],[296831,370238],[299461,371523],[304529,385409],[304604,385484],[305096,385976],[305358,378657],[305880,379179],[315262,388415],[317773,389647],[320774,392728],[332314,404657],[332836,405179],[340680,419854],[340699,419873],[341447,413325],[351251,422698],[353881,423983],[368161,438173],[376485,452583],[377155,446367],[386238,454755],[386760,455277],[403155,469679],[420621,485123],[453253,512841]
   ]
cell #2179 :
  |C| = 175
  W-rep = phi[[3, 1, 1, 1],[1]]+phi[[3, 1],[1, 1, 1]]
  special rep = phi[[3, 1],[1, 1, 1]] , dim = 105
  orbit = [6, 2, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [216034],[248894],[250359],[277750],[284157],[284354],[285982],[313462],[313659],[320092],[320230],[320504],[349317],[349455],[349729],[356213],[356248],[356381],[382233],[384833],[384868],[385001],[391703],[391742],[416714],[416749],[419222],[419261],[425999],[449542],[449581],[451974],[479855],[480280],[508110],
     [154557,359769],[159899,293803],[184685,395312],[189239,399247],[190208,329792],[206849,348223],[217113,429517],[221801,433142],[222619,365179],[222787,365701],[225290,304464],[231697,374937],[239337,449345],[240306,383716],[251288,461795],[256095,465097],[256938,400343],[259538,340418],[259735,340615],[265337,472657],[266306,409716],[274261,480092],[275079,417639],[275247,418161],[286356,491642],[287621,432396],[290221,493993],[291480,494627],[292405,434099],[294897,376031],[295035,376169],[295309,376443],[300975,501554],[301793,442487],[301961,443009],[310019,508259],[310862,450441],[323808,464481],[323843,464516],[326355,521040],[328309,408233],[330909,410833],[330944,410868],[331077,411001],[336975,527639],[337818,473753],[345900,533531],[346825,481049],[359966,494190],[360005,494229],[362398,545088],[364254,441562],[364289,441597],[366762,444070],[366801,444109],[372614,550685],[373539,502511],[395075,520803],[395500,521228],[397625,565994],[399444,472854],[399483,472893],[401876,475286],[429020,543630],[429206,583156],[429368,544939],[432905,501317],[433330,501742],[461505,564949],[464948,527490]
   ]
cell #2180 :
  |C| = 126
  W-rep = phi[[2],[3, 1, 1]]
  special rep = phi[[2],[3, 1, 1]] , dim = 126
  orbit = [5, 5, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [153374],[181867],[183480],[204786],[213745],[214080],[216071],[229634],[237908],[238243],[247606],[247724],[249502],[250402],[263908],[264243],[270176],[272617],[272735],[282094],[282931],[283104],[284682],[285017],[285833],[296890],[299331],[299449],[305091],[305868],[308354],[308527],[317832],[318167],[318969],[319021],[320644],[320762],[332047],[332824],[335310],[335483],[341146],[341372],[341939],[344349],[344401],[351310],[353751],[353869],[354851],[356769],[356942],[361352],[367860],[368086],[368653],[371063],[371115],[376637],[376921],[377136],[379735],[385971],[386748],[389234],[389407],[390344],[392320],[396716],[402637],[402921],[403136],[405735],[411473],[411907],[413812],[414303],[420320],[420546],[421113],[423523],[423575],[424675],[428754],[430536],[430820],[436321],[436755],[438660],[439151],[444731],[446814],[447324],[452735],[453019],[453234],[455833],[460639],[462800],[468043],[470126],[470636],[477486],[477770],[483271],[483705],[485610],[486101],[490515],[492705],[498948],[499232],[505962],[511205],[513288],[513798],[517893],[525342],[531609],[537852],[538136],[542372],[548763],[559700],[578469]
   ]
cell #2181 :
  |C| = 315
  W-rep = phi[[2, 2, 1],[1, 1]]+phi[[2, 1, 1],[2, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [269725],[273346],[296439],[305493],[306065],[328842],[329400],[332449],[333021],[341563],[350859],[364765],[365314],[368277],[382766],[383324],[386373],[386945],[391051],[399953],[400459],[408766],[409324],[415010],[417225],[417774],[420737],[425355],[425927],[435974],[439858],[442073],[442622],[446264],[448004],[450051],[450557],[451902],[457853],[458864],[459422],[467230],[467722],[469576],[471316],[473363],[473869],[477056],[477277],[478868],[479756],[482924],[486808],[489023],[489572],[496633],[497094],[498518],[498739],[500330],[504386],[505585],[505773],[507765],[510392],[510884],[512738],[514478],[516525],[517031],[523103],[523324],[524965],[525153],[529772],[530264],[531214],[531270],[533231],[535537],[535998],[537422],[537643],[539234],[546864],[548368],[548424],[552691],[553152],[553946],[557461],[557682],[559323],[559511],[567532],[568818],[572333],[572554],[576570],[578074],[578130],[589187],[592651],[593937],[603113],
     [159891,364784],[190194,399938],[206841,417244],[217265,359587],[220886,300060],[222510,433569],[222778,433772],[231689,442092],[240292,450036],[251569,395159],[252141,325440],[256247,399065],[256837,465524],[259530,467741],[266292,473348],[274970,480519],[275238,480722],[284149,489042],[287143,359790],[291761,432989],[292333,365886],[293795,496652],[295021,497079],[301684,501981],[301952,502184],[310171,449163],[310761,508686],[313454,510903],[320216,516510],[327831,399268],[329778,523309],[330800,523521],[331068,523724],[337127,472475],[337717,528066],[340410,530283],[346181,479939],[346753,418346],[348215,535556],[349441,535983],[356104,540885],[356372,541088],[362550,493811],[363574,545871],[365093,546750],[365692,547052],[366700,547235],[372895,501401],[373467,443194],[374929,552710],[376155,553137],[381755,449366],[383702,557667],[384724,557879],[384992,558082],[391641,562424],[396166,519523],[397906,520887],[398647,566724],[398868,566757],[400271,567476],[401804,475214],[407755,472678],[409702,572539],[410724,572751],[410992,572954],[416034,575577],[417553,576456],[418152,576758],[419160,576941],[430106,543842],[430327,543875],[431918,494014],[432618,584552],[432806,501218],[434049,585135],[440882,588194],[442401,589073],[443000,589375],[444008,589558],[448745,591843],[448966,591876],[450369,592595],[462423,565111],[462611,520704],[463801,599236],[464603,527145],[464659,599405],[472057,602305],[472278,602338],[473681,603057],[479568,605299],[480999,605882],[492310,544594],[492366,583265],[493393,611361],[493614,611394],[494327,550385],[501030,613766],[502461,614349],[507821,616117],[519588,565694],[520516,621007],[527201,622793],[544650,628426]
   ]
cell #2182 :
  |C| = 126
  W-rep = phi[[2],[3, 1, 1]]
  special rep = phi[[2],[3, 1, 1]] , dim = 126
  orbit = [5, 5, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [215972],[248212],[250266],[273223],[283403],[283602],[286069],[299937],[308826],[309025],[319093],[319417],[321250],[322338],[335782],[335981],[343583],[344473],[344797],[354357],[355204],[355556],[357241],[357440],[358388],[370297],[371187],[371511],[376993],[379167],[380088],[380440],[389706],[389905],[390684],[390753],[392392],[392716],[402993],[405167],[406088],[406440],[411760],[413250],[413817],[414643],[414712],[422757],[423647],[423971],[424747],[426651],[427003],[430892],[436608],[438098],[438665],[439491],[439560],[444883],[445000],[446348],[447396],[453091],[455265],[456186],[456538],[457257],[459124],[463087],[468195],[468312],[469660],[470708],[476060],[477334],[477842],[478272],[483558],[485048],[485615],[486441],[486510],[487534],[491387],[492857],[492974],[497522],[498796],[499304],[499734],[504717],[506249],[506665],[511357],[511474],[512822],[513870],[518233],[520053],[524097],[525629],[526045],[531761],[531878],[536426],[537700],[538208],[538638],[542444],[544276],[548915],[549032],[554411],[558455],[559987],[560403],[563802],[569283],[573982],[578621],[578738],[582099],[586599],[594402],[607346]
   ]
cell #2183 :
  |C| = 427
  W-rep = phi[[2, 2, 1, 1],[1]]+phi[[2, 1, 1, 1],[2]]+phi[[2, 2],[1, 1, 1]]+phi[[2, 1],[2, 1, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     91 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     49 tau_infinity subcells with 4 member(s)
  subcells = [
     [322099],[322252],[355115],[356668],[358374],[379999],[385288],[390306],[390670],[391591],[405999],[414265],[414629],[419110],[424606],[424646],[425844],[439113],[439477],[446205],[447255],[447295],[448916],[451819],[456097],[457150],[457159],[458345],[461233],[469517],[470567],[470607],[477187],[477227],[478165],[478174],[479673],[482405],[486063],[486427],[487441],[490779],[491196],[491373],[498649],[498689],[499627],[499636],[505690],[505699],[506572],[507762],[507948],[512679],[513729],[513769],[516763],[517855],[518219],[525070],[525079],[525952],[531211],[531397],[533241],[536236],[537553],[537593],[538531],[538540],[541253],[542303],[542343],[548365],[548551],[553956],[558247],[559428],[559437],[560310],[562717],[563695],[563704],[568828],[577234],[578071],[578257],[581133],[582006],[593259],[593947],
     [250369,518619],[284364,541331],[285966,543037],[313669,558325],[320289,562757],[320488,562792],[331364,411288],[349514,577274],[349713,577309],[356045,580905],[356369,581124],[366650,443958],[378043,505582],[380968,555710],[384665,593031],[384989,593250],[391551,596366],[391903,596552],[398818,472228],[401721,475131],[404043,524962],[412654,573632],[412747,531301],[415975,605347],[419070,606257],[419422,606443],[425853,609016],[430277,493564],[432723,501135],[433937,496574],[434987,546861],[435455,503867],[437502,586249],[437595,548455],[445873,554006],[448876,616167],[451828,616882],[454141,559320],[462528,520621],[464600,527142],[464786,527328],[465817,523234],[466804,567563],[469185,568878],[479682,624649],[480887,535478],[481937,576567],[484452,606996],[484545,578161],[492307,544591],[492493,544777],[494337,550395],[495369,546978],[496242,585195],[497332,553390],[502349,552632],[503399,589184],[508979,557592],[509966,592682],[512347,593997],[519598,565704],[523889,573119],[528359,572464],[529346,603144],[534273,576684],[535146,605942],[547528,589851],[551427,589301],[552300,614409],[568140,603721],
     [190267,329851,465857,523274],[222775,365689,495360,546969],[240365,383775,509019,557632],[256747,400268,522017,567473],[257099,400835,522203,567659],[259745,340625,523967,573197],[266365,409775,528399,572504],[275235,418149,534264,576675],[291012,432615,494702,584549],[292259,434080,545946,585145],[295094,376228,547568,589891],[295293,376427,547603,589926],[301949,442997,551418,589292],[310671,450366,556375,592592],[311023,450933,556561,592778],[324119,461870,462420,565108],[327044,406968,521352,570582],[327137,464690,521652,599415],[328323,465964,466711,599870],[330741,410665,567912,603493],[331065,410989,568131,603712],[337627,473678,571247,603054],[337979,474245,571433,603240],[345432,479565,533606,605296],[346679,481030,575652,605892],[360194,431131,543926,583730],[360287,491942,492397,583275],[363183,494387,494888,611511],[363515,440823,584600,613814],[366610,443918,585510,614724],[366962,444270,585696,614910],[372146,501027,550760,613763],[373393,502492,588269,614359],[381061,507852,556010,616127],[382247,509126,509873,616582],[395775,462056,519648,598437],[396107,463742,565159,621055],[397157,520513,566069,621004],[398778,472188,599455,622843],[401730,475140,600170,623558],[407061,527232,570882,622803],[408247,528506,529253,623258],[415643,533291,533792,624614],[430237,493524,583315,628476],[431224,544681,584030,628436],[432732,501144,611546,629766],[440491,550445,550946,629731],[462537,520630,598472,634018],[463410,565754,566255,633983]
   ]
cell #2184 :
  |C| = 175
  W-rep = phi[[3, 1, 1, 1],[1]]+phi[[3, 1],[1, 1, 1]]
  special rep = phi[[3, 1],[1, 1, 1]] , dim = 105
  orbit = [6, 2, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [250371],[284366],[285987],[313671],[320291],[320509],[322273],[349516],[349734],[356253],[356392],[356689],[384873],[385012],[385309],[391753],[391791],[391922],[416754],[419272],[419310],[419441],[426011],[426039],[449592],[449630],[451986],[452014],[458497],[480292],[480320],[482557],[508122],[508488],[533545],
     [184696,395323],[190269,329853],[217153,429571],[221812,433153],[222798,365712],[240367,383777],[250629,519072],[251440,461924],[256135,465151],[256949,400354],[257118,400854],[259747,340627],[266367,409777],[274272,480103],[275258,418172],[286976,491891],[291632,494756],[292445,434153],[295096,376230],[295314,376448],[300986,501565],[301972,443020],[310059,508313],[310873,450452],[311042,450952],[323848,464521],[326366,521051],[327664,521601],[328475,466008],[330949,410873],[331088,411012],[331385,411309],[337015,527693],[337829,473764],[337998,474264],[346052,533660],[346865,481103],[360016,494240],[360054,494278],[362438,545142],[364294,441602],[366812,444120],[366850,444158],[366981,444289],[372766,550814],[373579,502565],[381588,555959],[382399,509170],[395512,521240],[395540,521268],[397777,566123],[399494,472904],[399532,472942],[401888,475298],[401916,475326],[407588,570831],[408399,528550],[429380,544951],[429746,545317],[431751,583979],[433342,501754],[433370,501782],[435607,504019],[461517,564961],[461731,598365],[461809,566008],[464960,527502],[465326,527868],[491656,583170],[494641,550699]
   ]
cell #2185 :
  |C| = 427
  W-rep = phi[[2, 2, 1, 1],[1]]+phi[[2, 1, 1, 1],[2]]+phi[[2, 2],[1, 1, 1]]+phi[[2, 1],[2, 1, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     91 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     49 tau_infinity subcells with 4 member(s)
  subcells = [
     [358480],[358553],[391462],[392235],[394101],[415421],[419754],[425406],[425770],[425991],[428648],[440269],[448055],[448419],[451966],[457877],[457917],[458429],[459833],[461046],[461127],[471367],[471731],[477328],[478892],[478932],[479820],[482489],[487219],[488096],[488105],[488632],[489247],[489623],[489987],[498790],[500354],[500394],[505797],[505837],[507227],[507236],[508032],[510493],[511108],[514529],[514893],[515673],[516576],[517055],[517095],[525177],[525217],[526607],[526616],[531481],[531490],[532751],[533253],[533467],[536049],[537694],[539258],[539298],[541112],[541576],[541585],[548635],[548644],[549905],[553968],[554182],[555724],[558106],[559535],[559575],[560965],[560974],[562619],[563040],[568840],[569054],[573646],[577136],[578341],[578350],[579611],[586263],[593959],[594173],[607010],
     [286000,491182],[320522,516749],[322266,518576],[341587,531319],[345241,575126],[349747,536222],[356457,541152],[356682,541288],[367294,444602],[368301,548473],[377325,554041],[377852,590297],[385077,558146],[385302,558282],[391692,562445],[391921,562610],[400004,523375],[400483,567581],[401868,475278],[403325,568913],[403852,600759],[412083,573680],[419211,576962],[419440,577127],[420761,578179],[425951,580890],[426207,581040],[432870,501282],[433796,547076],[434269,585230],[435539,503951],[436931,586297],[449017,591897],[450102,557733],[450581,592700],[451926,593016],[452182,593166],[453423,594032],[453950,617471],[458438,596354],[462675,520768],[464870,527412],[465719,567752],[466140,599918],[467331,529873],[467946,530488],[473414,572605],[473893,603162],[479780,605332],[480746,576782],[481219,605977],[482498,606245],[483881,607044],[492577,544861],[494349,550407],[494563,550621],[497145,553203],[502208,589399],[502681,614444],[508041,616155],[508881,592871],[509302,616630],[519610,565716],[519824,565930],[521366,570596],[523748,572978],[528261,603333],[528682,623306],[543940,583744],[547430,589753],
     [222863,365777,433836,547116],[257117,400853,465710,567743],[275323,418237,480786,576822],[287167,429444,492415,583287],[290821,371955,545420,587743],[292357,434098,495126,585157],[292613,434623,495276,585371],[295327,376461,497318,553376],[302037,443085,502248,589439],[311041,450951,508872,592862],[323401,461858,519683,598451],[323928,396966,565178,598785],[327855,464708,465024,599427],[328416,465999,522005,599884],[331153,411077,523788,573018],[331378,411302,523924,573154],[337997,474263,528252,603324],[346777,481048,534030,605904],[347033,481573,534180,606118],[359623,429594,543974,610799],[363847,494422,494690,611525],[364374,434796,495515,611859],[366751,444059,547256,589579],[366980,444288,547421,589744],[373491,502510,551184,614371],[373747,503035,551334,614585],[381779,507870,508186,616139],[382340,509161,556363,616596],[398919,472329,566778,602359],[399101,465174,521400,621113],[401828,475238,567897,603478],[402084,475494,568047,603628],[407779,527250,527566,622815],[408340,528541,571235,623272],[416307,533326,533594,624628],[416834,481746,534419,624962],[430378,493665,543896,611415],[431942,544699,545015,628448],[432830,501242,584585,613799],[435548,503960,585498,614712],[441155,550480,550748,629745],[441682,503208,551573,630079],[449199,508336,555758,631088],[462635,520728,565144,621040],[464074,565789,566057,633997],[464879,527421,599443,622831],[472511,527716,570630,634890],[492586,544870,583303,628464],[493847,545165,583778,637994]
   ]
cell #2186 :
  |C| = 553
  W-rep = phi[[2, 1],[2, 1, 1]]+phi[[1, 1],[3, 1, 1]]+phi[[2],[2, 2, 1]]+phi[[1],[3, 2, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     91 tau_infinity subcells with 4 member(s)
  subcells = [
     [365675],[400757],[418135],[429570],[434152],[434528],[436241],[440296],[442983],[450855],[461960],[462720],[465150],[466044],[471677],[471712],[474167],[481102],[481478],[491992],[494792],[495552],[500223],[500628],[502564],[502940],[508312],[509206],[521702],[524333],[526499],[526875],[527692],[528586],[533696],[534456],[544512],[545141],[547937],[549809],[550850],[551610],[556060],[565641],[566159],[568483],[570932],[583685],[584080],
     [229621,500727],[263708,526502],[296004,547940],[299258,549778],[325229,565644],[331974,568452],[335292,570043],[358507,428675],[361279,583654],[367466,585851],[367842,585963],[391489,459860],[394082,461108],[396322,598613],[396698,598725],[400830,466472],[402565,600461],[411393,483191],[412059,476520],[415448,487246],[425716,489933],[425751,489968],[430464,610921],[434546,495919],[436907,497982],[445183,505882],[445263,505122],[448365,514839],[448400,514874],[450928,509634],[457746,516924],[458151,517329],[466116,522567],[466400,522684],[468495,525262],[468575,524502],[471764,527042],[474240,529014],[476368,530896],[478761,539127],[479166,539532],[481496,534823],[483857,536886],[487988,541468],[488364,541844],[495632,546401],[497830,548050],[500701,550237],[502958,551977],[504953,558691],[507119,560857],[507495,561233],[509278,556925],[509562,557042],[511657,559620],[511737,558860],[515577,562944],[522415,567158],[526893,570410],[528658,571797],[528942,571914],[530783,577643],[532655,579515],[534536,576107],[536734,577756],[550165,587581],[551690,588724],[553611,593602],[556773,592277],[571645,602739],
     [153361,216058,428410,491241],[181854,249489,458250,517428],[183434,250221,460899,518490],[204773,282081,479265,539631],[213414,282871,488480,540688],[213545,284482,487991,541471],[215888,285814,428428,491068],[237577,308294,507611,555628],[237708,317632,507122,560860],[247051,318703,515652,562053],[247469,318950,458268,516064],[247533,320571,515546,562913],[263577,335250,526991,570500],[269290,350424,530786,577646],[272062,344083,532730,574850],[272480,344330,479283,533142],[272544,353678,532624,579484],[282340,354778,540280,580525],[282413,354645,488072,540467],[282913,356751,540231,581316],[298776,370797,549884,587467],[299194,371044,500745,550296],[305018,385898,553580,593571],[305854,379153,553896,590763],[307763,379662,555220,591247],[307836,379529,507203,555407],[308336,389216,555171,595162],[317501,389174,561349,595619],[318413,390326,561898,596051],[318431,390165,515649,562050],[322428,394401,518677,564512],[332810,405153,568768,601225],[334719,405662,570092,601709],[334792,405529,526583,570279],[340752,419926,573234,606598],[341128,420302,573346,606710],[341861,413739,573556,604401],[341934,412415,531132,574218],[343793,414285,574695,604827],[343811,414124,532727,574847],[353196,423257,579590,608214],[353614,423504,539649,580002],[354573,424508,540311,580556],[358189,428156,541960,581773],[358738,428735,491259,543162],[368575,438587,586173,612868],[368648,437263,548286,586835],[370507,439133,587312,613294],[370525,438972,549881,587464],[376565,452663,589999,617173],[377208,446420,590125,615325],[377584,446796,590237,615437],[377602,445550,553893,590760],[379457,447157,555251,591278],[386734,455251,593887,617937],[388643,455760,595211,618421],[388716,455627,560941,595398],[393388,460373,563019,596919],[393806,460620,517446,563431],[394134,460950,461160,518728],[403208,469732,600587,622001],[403584,470108,600699,622113],[403602,468862,568765,601222],[405457,470469,570123,601740],[411987,477414,603953,624024],[412343,476637,573587,604432],[421035,485537,606920,625971],[421108,484213,577992,607582],[422967,486083,608059,626397],[422985,485922,579587,608211],[425803,488531,490020,542011],[427625,490442,581365,609440],[427698,490309,541552,581552],[436835,498876,612420,629141],[437191,498099,586204,612899],[448452,507662,514926,561400],[453306,512894,617299,631976],[453682,513270,617411,632088],[453700,512024,593884,617934],[455555,513631,595242,618452],[458224,516005,517402,563372],[460083,517875,596764,619451],[460101,517714,563016,596916],[479239,533083,539605,579943],[483785,537780,625523,636491],[484141,537003,606951,626002],[488382,540598,541862,581683],[490237,542205,581396,609471],[507513,555538,561251,595529],[515933,562167,563300,597033],[533011,574964,579871,608328]
   ]
cell #2187 :
  |C| = 189
  W-rep = phi[[2, 1, 1, 1],[1, 1]]+phi[[2, 1, 1],[1, 1, 1]]
  special rep = phi[[2, 1, 1],[1, 1, 1]] , dim = 105
  orbit = [4, 2, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     21 tau_infinity subcells with 1 member(s)
     84 tau_infinity subcells with 2 member(s)
  subcells = [
     [394193],[394207],[426548],[426562],[428542],[452523],[452537],[458576],[458677],[459041],[482636],[482737],[483101],[488716],[488863],[508567],[510577],[510724],[516328],[533876],[535801],
     [81211,323308],[106375,363754],[131904,399672],[145279,416214],[159750,433605],[159764,364565],[166741,441062],[175066,449770],[187756,463981],[190121,399765],[198378,473082],[206700,480555],[206714,417025],[217662,492168],[224872,496813],[231548,502017],[231562,441873],[240219,449863],[248476,516244],[251519,519312],[256644,521878],[259389,523557],[259403,467522],[266219,473175],[277332,535717],[284008,540921],[284022,488823],[287060,491954],[291711,545660],[292954,546172],[292968,495467],[294948,496906],[304046,552871],[310568,556236],[313313,557915],[313327,510684],[320143,516337],[327748,521664],[328554,566822],[328655,465958],[329019,522296],[337524,571108],[340269,572787],[340283,530064],[346131,575366],[347374,575878],[347388,534371],[349368,535810],[362947,584256],[364458,545958],[364605,495507],[372845,587983],[374088,588495],[374102,551525],[376082,552964],[381672,556022],[382478,591941],[382579,509120],[382943,556654],[397856,599025],[399756,522287],[402425,475835],[402439,475849],[407672,570894],[408478,602403],[408579,528500],[408943,571526],[416918,575664],[417065,534411],[429825,545396],[431835,584042],[435686,504098],[435787,504199],[436151,504563],[441766,588281],[441913,551565],[449854,556645],[462140,566339],[465405,527947],[467415,529957],[467562,530104],[473166,571517],[494972,551030],[496897,552955]
   ]
cell #2188 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[2, 1]]+phi[[1, 1, 1],[3, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [190260],[192662],[218637],[222784],[240358],[251575],[251651],[256843],[257110],[257619],[266358],[275244],[287160],[291767],[291843],[292350],[295087],[301958],[310767],[311034],[311543],[320282],[327848],[329844],[331074],[337723],[337990],[338499],[346187],[346263],[346770],[349507],[356378],[365698],[366706],[366973],[371218],[372901],[372977],[373484],[376221],[381772],[383768],[384998],[391647],[391914],[397912],[397988],[398874],[400277],[400846],[401821],[403024],[407772],[409768],[410998],[418158],[419166],[419433],[425944],[430333],[430923],[431935],[432624],[432823],[434091],[436332],[443006],[444014],[444281],[448972],[450375],[450944],[451919],[462429],[462628],[462811],[464701],[465968],[468047],[472284],[473687],[474256],[475231],[479574],[479773],[481041],[492408],[492709],[493620],[494391],[501036],[501235],[502503],[507863],[509130],[519652],[520522],[520721],[527243],[528510],[533295],[544692],[550449],[565758],
     [115575,305499],[134955,332455],[141507,341580],[159894,364786],[160376,365320],[162969,368294],[169350,242760],[170227,305575],[178117,386379],[190219,399959],[190765,400476],[193539,332531],[201370,271097],[206844,417246],[207326,417780],[209919,420754],[213697,425361],[222800,433789],[223359,365396],[226218,297811],[231692,442094],[232174,442628],[237860,448010],[240317,450057],[240863,450574],[243637,386455],[247749,457870],[259533,467743],[263860,471322],[266317,473369],[266863,473886],[270128,477283],[272760,478885],[275260,480739],[275819,417856],[278678,352231],[283115,425437],[284152,489044],[284634,489578],[293798,496654],[295046,497100],[296842,498745],[299474,500347],[301974,502201],[302533,442704],[305449,505591],[305893,505790],[308538,448086],[313457,510905],[317784,514484],[319124,392423],[320241,516531],[320787,517048],[329803,523330],[331090,523741],[332405,524971],[332849,525170],[335494,471398],[340413,530285],[341532,531312],[341950,477873],[344504,423678],[348218,535558],[349466,536004],[351262,537649],[353894,539251],[356394,541105],[356953,489654],[365270,546870],[365714,547069],[368246,548466],[368664,499335],[374932,552712],[376180,553158],[377024,453122],[377147,505973],[377222,554010],[383727,557688],[385014,558099],[386329,559329],[386773,559528],[389418,514560],[400428,567574],[403147,525353],[403222,568882],[409727,572560],[411014,572971],[411484,483282],[411911,531613],[417730,576576],[418174,576775],[420706,578172],[421124,538239],[434166,585199],[436759,548767],[442578,589193],[443022,589392],[444735,511209],[450526,592693],[453245,559711],[453320,594001],[473838,603155],[481116,605946],[483709,578473],[502578,614413]
   ]
cell #2189 :
  |C| = 70
  W-rep = phi[[1, 1, 1],[2, 2]]
  special rep = phi[[1, 1, 1],[2, 2]] , dim = 70
  orbit = [3, 3, 3, 3, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     70 tau_infinity subcells with 1 member(s)
  subcells = [
     [99847],[117296],[136676],[141804],[163266],[170297],[179838],[191062],[193609],[201481],[210216],[215418],[223429],[226329],[241160],[243707],[248046],[257180],[257730],[267160],[273057],[275889],[278789],[283185],[292640],[299771],[302603],[308608],[311104],[311654],[319235],[321084],[335564],[338060],[338610],[342020],[344615],[347060],[354191],[357023],[367043],[368734],[371329],[373774],[377706],[389488],[391984],[392534],[400916],[402111],[403706],[412068],[419503],[421194],[423789],[426234],[434650],[436916],[444351],[451014],[452209],[453804],[466125],[474326],[475521],[481600],[483866],[503062],[509287],[528667]
   ]
cell #2190 :
  |C| = 70
  W-rep = phi[[1, 1, 1],[2, 2]]
  special rep = phi[[1, 1, 1],[2, 2]] , dim = 70
  orbit = [3, 3, 3, 3, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     70 tau_infinity subcells with 1 member(s)
  subcells = [
     [124023],[143509],[164971],[170651],[193963],[201535],[211921],[223783],[226383],[234770],[244061],[249751],[257784],[260770],[276243],[278843],[283539],[292694],[293235],[302957],[308962],[311708],[314694],[319289],[328692],[335918],[338664],[344669],[347114],[347655],[355382],[357377],[371383],[373828],[374369],[377760],[380266],[382616],[389842],[392588],[402165],[403760],[406266],[408616],[412452],[423843],[426288],[426829],[434704],[435824],[437300],[445280],[452263],[453858],[456364],[458714],[466509],[468592],[475575],[481654],[482774],[484250],[495649],[503116],[504236],[509671],[511754],[529051],[534553],[551707]
   ]
cell #2191 :
  |C| = 455
  W-rep = phi[[2, 1, 1, 1],[2]]+phi[[1, 1, 1, 1],[3]]+phi[[2, 1],[2, 1, 1]]+phi[[1, 1],[3, 1, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     35 tau_infinity subcells with 1 member(s)
     140 tau_infinity subcells with 2 member(s)
     35 tau_infinity subcells with 4 member(s)
  subcells = [
     [299915],[335477],[358585],[368027],[371215],[392267],[394195],[396883],[403021],[406149],[419786],[426297],[426550],[430920],[436284],[436669],[452272],[452525],[458578],[458705],[462763],[463148],[468034],[482638],[482765],[488733],[488884],[492696],[508569],[510594],[510745],[516257],[533893],[535730],[556249],
     [215950,286047],[215960,358468],[225407,497377],[248190,321228],[248200,391450],[250284,322204],[252926,519908],[273201,354335],[273211,415409],[283098,356936],[283204,425307],[283620,355920],[286057,428636],[287077,492035],[287228,543736],[292703,434713],[293118,546256],[299925,440257],[308521,389401],[308627,447956],[309043,380804],[319121,392420],[319237,457787],[319298,391197],[321238,459821],[322294,461034],[322356,394312],[323321,519374],[327765,521745],[327916,566618],[328683,466500],[335583,471268],[335999,406804],[341313,420487],[342039,476777],[344501,423675],[344617,478802],[344678,415156],[347123,481663],[347538,575962],[354345,487207],[355265,426712],[355373,425434],[355374,488025],[356710,489235],[357042,489524],[357458,427367],[363767,545722],[364475,495595],[364626,495980],[367326,444634],[368753,498239],[371331,500264],[371392,440004],[373837,503125],[374252,588579],[377021,453119],[377708,505319],[377769,446981],[380149,456247],[380257,448083],[380258,507156],[381689,556103],[381840,591737],[382607,509662],[385330,511096],[389507,514430],[389923,456902],[390912,457938],[392003,516477],[392536,516965],[392597,459568],[399685,522406],[402174,475584],[402427,475837],[403708,524699],[403769,470293],[406257,471395],[406258,526536],[407689,570975],[407840,602199],[408607,529042],[411436,483234],[411821,483619],[412443,477870],[412444,531085],[414871,478953],[416227,575428],[416935,534499],[417086,534884],[419522,535950],[421213,537143],[423791,539168],[423852,486954],[426236,541022],[426820,489651],[426821,541505],[429827,545398],[431852,584123],[432003,611255],[435688,504100],[435815,504227],[437291,499332],[437292,548239],[439719,500415],[441075,588045],[441783,551653],[441934,552038],[444722,511196],[445226,505925],[445611,506310],[449783,556764],[452211,558016],[453806,559057],[453867,513455],[456355,514557],[456356,560894],[458706,562539],[459283,517116],[462157,566356],[463994,599087],[465407,527949],[467432,529974],[467583,530125],[468538,525305],[468923,525690],[473095,571636],[476359,531600],[482766,577056],[484241,538236],[484242,577945],[486669,539319],[492181,584269],[494989,551047],[496826,552884],[497821,548754],[511700,559663],[512085,560048],[521891,571121],[536725,578460],
     [200559,277867,475915,536281],[201483,341497,412070,530939],[226331,368211,436918,548093],[234653,306850,504977,554266],[234762,377245,445272,553732],[257199,399905,400935,522824],[257732,400393,466127,567201],[260653,333806,524357,569138],[260762,403245,468584,568604],[269586,341648,476367,573442],[278791,420671,483868,577799],[292642,433706,434652,546598],[293227,434189,495641,584921],[296300,368362,497829,586059],[311123,450003,451033,557182],[311656,450491,509289,592320],[314577,387730,558715,594257],[314686,453343,511746,593723],[328684,465639,466501,567347],[329261,400544,522414,599680],[331406,411330,467934,530476],[338079,473315,474345,572054],[338612,473803,528669,602782],[347062,480656,481602,576304],[347647,481139,534545,605668],[350720,420822,536733,606806],[367062,444370,497046,553104],[373776,502118,503064,588921],[374361,502601,551699,614135],[382608,508801,509663,592466],[383185,450642,556772,616392],[402113,475523,523658,572888],[408608,528181,529043,602928],[409185,473954,571644,623068],[435816,504228,547350,589673]
   ]
cell #2192 :
  |C| = 189
  W-rep = phi[[2, 1, 1, 1],[1, 1]]+phi[[2, 1, 1],[1, 1, 1]]
  special rep = phi[[2, 1, 1],[1, 1, 1]] , dim = 105
  orbit = [4, 2, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     21 tau_infinity subcells with 1 member(s)
     84 tau_infinity subcells with 2 member(s)
  subcells = [
     [461008],[461023],[489209],[489224],[491158],[511070],[511085],[516299],[516386],[516725],[535772],[535859],[536198],[540857],[540976],[556291],[557851],[557970],[562462],[575549],[576979],
     [127088,395135],[158880,432965],[190002,465500],[205830,479915],[222696,495150],[222711,433634],[230678,501377],[240100,508662],[254637,520863],[257037,465576],[266100,528042],[275156,534054],[275171,480584],[287553,543851],[294829,547211],[301870,551208],[301885,502046],[310961,508738],[320024,562400],[323363,565013],[328241,566733],[330986,567921],[331001,523586],[337917,528118],[349249,576917],[356290,580914],[356305,540950],[359559,543714],[363809,584454],[364951,584770],[364966,546201],[366900,547287],[375963,589534],[382165,591852],[384910,593040],[384925,557944],[391841,562476],[399037,566596],[399727,599479],[399814,522345],[400153,567019],[408165,602314],[410910,603502],[410925,572816],[416269,605201],[417411,605517],[417426,575907],[419360,576993],[432328,611370],[433541,584633],[433660,546227],[441117,613668],[442259,613984],[442274,588524],[444208,589610],[449135,591715],[449825,616191],[449912,556703],[450251,592138],[464036,620909],[465562,567005],[467908,530450],[467923,530465],[472447,602177],[473137,622867],[473224,571575],[473563,602600],[480491,605380],[480610,575933],[492223,584311],[493783,611233],[496868,552926],[496955,553013],[497294,553352],[501953,613847],[502072,588550],[508724,592124],[519495,599208],[521933,571163],[523493,572723],[523612,572842],[528104,602586],[545843,588166],[547273,589596]
   ]
cell #2193 :
  |C| = 455
  W-rep = phi[[2, 1, 1, 1],[2]]+phi[[1, 1, 1, 1],[3]]+phi[[2, 1],[2, 1, 1]]+phi[[1, 1],[3, 1, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     35 tau_infinity subcells with 1 member(s)
     140 tau_infinity subcells with 2 member(s)
     35 tau_infinity subcells with 4 member(s)
  subcells = [
     [322292],[335990],[356708],[358555],[371288],[385328],[392001],[392237],[403094],[406165],[419520],[419756],[425993],[426215],[430993],[436685],[439632],[451968],[452190],[458446],[458689],[463164],[468086],[468384],[479822],[482506],[482749],[488645],[492748],[493046],[497433],[508049],[510506],[519964],[533480],
     [183497,394103],[214097,425772],[215958,358489],[238260,448421],[247814,457919],[248198,391471],[250275,322347],[250419,461129],[257197,400933],[259866,524032],[264260,471733],[272825,478934],[273209,415430],[283145,488113],[283202,425507],[283611,357449],[285034,489989],[286002,491184],[286055,428657],[288486,544211],[292621,434631],[299539,500396],[299923,440278],[305958,505839],[308568,507244],[308625,448156],[309034,389914],[311121,451031],[318184,514895],[319194,392493],[319216,457954],[319227,515686],[320524,516751],[320852,517097],[321236,459842],[323409,519691],[323473,565214],[328424,466007],[328667,466484],[329174,522350],[331404,411328],[332914,525219],[335524,526624],[335581,471468],[338077,474343],[341980,531498],[342037,477943],[344574,423748],[344596,478969],[344607,532764],[347041,481581],[349749,536224],[353959,539300],[354343,487228],[355281,426728],[355357,488177],[356459,541154],[356983,541593],[357040,489724],[359636,544002],[363855,494430],[363919,545456],[364387,495543],[367060,444368],[367296,444604],[368694,548652],[368751,499405],[371310,500431],[371321,549918],[373755,503043],[377094,453192],[377687,506326],[377698,554195],[380165,456263],[380241,507308],[382348,509169],[382591,509646],[383098,556708],[385079,558148],[386838,559577],[389448,560982],[389505,514630],[390825,459196],[391944,562627],[392515,517132],[392526,563053],[399114,521428],[401870,475280],[402092,475502],[403687,525706],[403698,569067],[406241,526688],[408348,528549],[408591,529026],[409098,571580],[411837,483635],[411950,531652],[412427,531950],[414784,486582],[416315,533334],[416379,575162],[416847,534447],[419463,577144],[421154,578358],[421211,538309],[423770,539335],[423781,579624],[426226,581053],[426804,541657],[432872,501284],[435556,503968],[435799,504211],[436798,548806],[437275,549104],[441163,550488],[441227,587779],[441695,551601],[444774,511248],[445072,511546],[445174,554322],[449212,555786],[452201,593179],[453785,560064],[453796,594186],[456339,561046],[462677,520770],[464082,565797],[464146,598821],[464887,527429],[467344,529886],[468486,569194],[472524,570658],[475971,536337],[483748,578512],[484225,578810],[492594,544878],[493860,583806],[494576,550634],[511648,594313],[519837,565943],
     [170257,377294,377333,554049],[193569,403294,403333,568921],[201473,412060,412096,573708],[222865,365779,433838,547118],[223389,434238,434277,585238],[226321,436908,436944,586325],[233866,313790,504652,558390],[234745,377397,445227,590333],[243667,453392,453431,594040],[257140,400876,465727,567760],[257722,466117,466153,599946],[260745,403397,468539,600795],[269499,342906,476303,573917],[275325,418239,480788,576824],[275849,481188,481227,605985],[278781,483858,483894,607072],[292632,434642,495289,585384],[293210,434341,495596,611895],[295329,376463,497320,553378],[296213,369620,497765,586534],[302039,443087,502250,589441],[302563,502650,502689,614452],[311064,450974,508889,592879],[311646,509279,509315,616658],[314669,453495,511701,617507],[331155,411079,523790,573020],[338020,474286,528269,603341],[338602,528659,528695,623334],[347052,481592,534193,606131],[347630,481291,534500,624998],[350633,422080,536669,607281],[367003,444311,547438,589761],[373766,503054,551347,614598],[374344,502753,551654,630115],[402103,475513,568060,603641]
   ]
cell #2194 :
  |C| = 175
  W-rep = phi[[3],[2, 1, 1]]+phi[[1],[4, 1, 1]]
  special rep = phi[[3],[2, 1, 1]] , dim = 105
  orbit = [6, 4, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [196631],[229236],[229627],[260546],[263757],[263809],[289166],[296053],[296105],[299344],[299366],[325278],[325330],[331655],[332060],[332082],[335379],[360960],[361365],[361387],[367402],[367541],[367929],[396258],[396397],[396785],[402512],[402584],[429118],[430411],[430483],[436205],[461582],[462684],[491691],
     [101537,215975],[124816,248215],[125967,183585],[144302,273226],[151722,283406],[151983,215270],[153367,216064],[153450,286072],[165764,299940],[173058,308829],[173319,246729],[181469,249104],[181494,319452],[181860,249495],[182909,321253],[196370,335785],[202028,343586],[204388,281696],[204413,344832],[204779,282087],[212714,354360],[213594,284531],[213646,284583],[213663,355586],[215009,357244],[226876,370300],[229261,371546],[234546,314470],[235271,379202],[237757,317681],[237809,317733],[237826,380470],[246468,389709],[247619,320657],[247641,320679],[249129,392751],[261271,405202],[263826,406470],[269339,350473],[269391,350525],[269480,413420],[270094,413847],[272630,353764],[272652,353786],[279336,422760],[281721,424006],[283000,356838],[284600,427033],[296194,438268],[296808,438695],[304699,385579],[305104,385984],[305126,386006],[305263,446495],[308423,389303],[315195,455300],[317750,456568],[332219,469807],[340688,419862],[340827,420001],[341215,420389],[341319,477433],[350614,485218],[351228,485645],[368033,498895],[376512,452610],[376584,452682],[386143,512969],[411357,483155],[420493,537799]
   ]
cell #2195 :
  |C| = 126
  W-rep = phi[[2],[3, 1, 1]]
  special rep = phi[[2],[3, 1, 1]] , dim = 126
  orbit = [5, 5, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [125970],[151986],[153362],[173322],[181559],[181855],[183588],[196634],[204478],[204774],[213546],[213662],[215273],[216059],[229326],[229622],[235336],[237709],[237825],[246732],[247544],[247715],[249194],[249490],[250222],[261336],[263709],[263825],[269291],[270093],[272555],[272726],[281786],[282082],[282872],[282922],[284483],[284599],[296005],[296807],[299269],[299440],[305029],[305262],[305859],[308295],[308345],[315260],[317633],[317749],[318704],[320582],[320753],[325230],[331985],[332218],[332815],[335251],[335301],[340826],[341137],[341363],[344084],[350425],[351227],[353689],[353860],[354789],[356760],[361290],[367540],[367851],[368077],[370798],[376628],[377101],[379154],[379673],[385909],[386142],[386739],[389175],[389225],[390335],[394402],[396396],[396707],[402628],[403101],[405154],[405673],[411438],[413750],[414294],[420000],[420311],[420537],[423258],[428157],[430527],[436286],[438598],[439142],[446494],[446805],[452726],[453199],[455252],[455771],[460374],[462765],[469806],[470117],[477477],[483236],[485548],[486092],[490453],[498939],[505927],[512968],[513279],[517884],[525307],[537843],[559665]
   ]
cell #2196 :
  |C| = 126
  W-rep = phi[[2],[3, 1, 1]]
  special rep = phi[[2],[3, 1, 1]] , dim = 126
  orbit = [5, 5, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [250299],[283635],[285882],[309058],[319504],[319718],[322371],[336014],[344884],[345098],[355246],[355564],[357473],[358635],[371598],[371812],[379254],[380130],[380448],[389938],[390761],[391099],[392803],[393017],[394008],[405254],[406130],[406448],[411802],[413825],[414720],[415058],[424058],[424272],[425018],[425087],[426693],[427011],[436650],[438673],[439568],[439906],[445008],[446356],[446883],[447667],[447736],[455352],[456228],[456546],[457299],[459132],[459470],[463129],[468320],[469668],[470195],[470979],[471048],[476068],[476169],[477361],[478314],[483600],[485623],[486518],[486856],[487542],[489304],[492982],[497530],[497631],[498823],[499776],[504744],[505846],[506291],[506673],[511482],[512830],[513357],[514141],[514210],[515172],[518812],[520061],[520162],[524124],[525226],[525671],[526053],[530595],[531886],[532250],[536434],[536535],[537727],[538680],[542715],[544303],[547749],[549040],[549404],[554419],[554520],[558482],[559584],[560029],[560411],[563844],[565453],[569291],[569392],[574009],[577455],[578746],[579110],[582107],[586626],[590572],[594410],[594511],[597405],[601034],[607373],[617746]
   ]
cell #2197 :
  |C| = 553
  W-rep = phi[[2, 1],[2, 1, 1]]+phi[[1, 1],[3, 1, 1]]+phi[[2],[2, 2, 1]]+phi[[1],[3, 2, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     91 tau_infinity subcells with 4 member(s)
  subcells = [
     [400829],[434536],[450927],[461968],[466052],[466392],[468007],[471763],[474239],[481486],[492019],[492669],[494800],[495579],[500700],[500733],[502948],[509214],[509554],[519347],[521729],[522379],[526508],[526883],[528594],[528934],[533704],[534483],[545695],[547946],[549817],[550157],[550858],[551637],[556087],[556737],[565650],[566167],[568491],[570070],[570959],[571609],[575401],[583693],[584107],[585990],[588018],[598752],[599060],
     [264242,526981],[299330,549820],[332046,568494],[335300,570047],[361351,583696],[365676,495961],[367850,585967],[371107,587276],[377282,505130],[394133,461159],[396706,598729],[400768,522692],[402573,600468],[402913,600544],[403282,524510],[412050,530923],[418136,534865],[425802,490019],[428416,491247],[430472,610928],[430812,611004],[434226,546409],[434537,546510],[436268,612336],[436898,548077],[440297,550317],[442984,552019],[444695,511169],[445228,553705],[448451,514925],[450866,557050],[453380,558868],[458223,517401],[458256,517434],[462747,620692],[466107,567185],[468540,568577],[471678,570452],[474178,571922],[476332,531573],[479238,539604],[479271,539637],[481176,576115],[481487,576216],[483848,577783],[487997,541477],[488372,541852],[495597,584894],[497794,548727],[500639,587589],[502638,588732],[502949,588833],[507128,560866],[507503,561241],[509269,592304],[511702,593696],[515585,562952],[515925,563292],[526884,601849],[528649,602766],[530792,577652],[532663,579523],[533003,579863],[534501,605641],[536698,578433],[540258,581343],[551655,614108],[553619,593610],[555198,595189],[573373,606737],
     [183435,322087,394094,518496],[183479,250401,460889,518667],[213415,355103,425763,540694],[214079,285016,488470,541950],[215887,285832,428421,542955],[237578,379987,448412,555634],[238242,318166,507601,561339],[247052,390207,457830,562059],[247468,318968,458261,562258],[247605,320643,515588,562955],[263578,405987,471724,570506],[272063,414166,478845,574856],[272479,344348,479276,575055],[272616,353750,532666,579526],[282351,424516,488062,580564],[282412,354850,488065,580567],[282921,356759,540235,581320],[298777,439014,500307,587473],[299193,371062,500738,587672],[305090,385970,553622,593613],[305855,445592,505362,590769],[307774,447165,507193,591286],[307835,379734,507196,591289],[308344,389224,555175,595166],[317502,456085,514886,595625],[318421,390334,515600,596055],[318422,457079,515640,596078],[319013,392312,561862,596728],[322429,461120,461221,564518],[332811,468904,524742,601231],[334730,470477,526573,601748],[334791,405734,526576,601751],[341136,420310,573350,606714],[341872,476645,531122,604440],[341933,413811,531125,604443],[343801,414293,532678,604831],[343802,478094,532718,604854],[344393,423567,574659,608023],[353197,485964,539211,608220],[353613,423522,539642,608419],[354565,424667,540276,608765],[358190,489980,490767,581779],[358508,428676,491089,543183],[358737,428753,491252,582761],[368586,498107,548276,612907],[368647,438659,548279,612910],[370515,439141,549832,613298],[370516,499556,549872,613321],[376573,452671,590006,617180],[376913,453011,590082,617256],[377592,446804,553844,615441],[377593,505231,553884,615464],[379449,447316,555216,615772],[386735,512066,559100,617943],[388654,513639,560931,618460],[388715,455832,560934,618463],[391490,459861,516085,563452],[393389,517008,517756,596925],[393805,460638,517439,597124],[403592,470116,568716,622117],[403593,524611,568756,622140],[405449,470628,570088,622448],[411420,483218,603869,625439],[411995,477422,573395,624031],[412335,477762,573552,624107],[415449,487247,533163,580023],[421046,537011,577982,626010],[421107,485609,577985,626013],[422975,486091,579538,626401],[422976,538460,579578,626424],[425717,489934,540640,581725],[427636,541542,542213,609479],[427697,490514,541545,609482],[436843,498884,586012,629148],[437183,499224,586169,629224],[445210,505909,590118,630667],[448366,514840,555580,595571],[453690,513278,593835,632092],[453691,558969,593875,632115],[455547,513790,595207,632423],[458162,517340,562175,597041],[460091,517883,562967,619455],[460092,563007,563624,619478],[468522,525289,600580,634469],[479177,539543,574972,608336],[483793,537788,606759,636498],[484133,538128,606916,636574],[488373,541853,580665,609580],[490229,542364,581361,627211],[507504,561242,591387,618561],[511684,559647,617292,639690]
   ]
cell #2198 :
  |C| = 455
  W-rep = phi[[2, 1, 1, 1],[2]]+phi[[1, 1, 1, 1],[3]]+phi[[2, 1],[2, 1, 1]]+phi[[1, 1],[3, 1, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     35 tau_infinity subcells with 1 member(s)
     140 tau_infinity subcells with 2 member(s)
     35 tau_infinity subcells with 4 member(s)
  subcells = [
     [285999],[299906],[320521],[322254],[335373],[349746],[356456],[356670],[367923],[371123],[385076],[385290],[391593],[391911],[396779],[402929],[406062],[419112],[419430],[425861],[426199],[430828],[436329],[436582],[448918],[451836],[452174],[458358],[462808],[463061],[468070],[479690],[482418],[492732],[507961],
     [153377,358376],[181870,390672],[183494,322108],[204789,414631],[213748,424648],[214094,355124],[215941,286038],[216074,491375],[222862,365776],[229637,439479],[237911,447297],[238257,380008],[247759,457167],[247811,390407],[248181,321219],[249505,518221],[250372,518621],[250416,461242],[257107,400843],[263911,470609],[264257,406008],[270179,477229],[272770,478182],[272822,414366],[273192,354326],[275322,418236],[282097,486429],[282994,356832],[283112,424683],[283134,487454],[284367,541333],[284685,542345],[285031,490788],[292267,434088],[292605,434615],[293031,495516],[295326,376460],[295527,497406],[296893,498691],[299484,499644],[299536,439214],[302036,443084],[305903,505707],[305955,446877],[308417,389297],[308535,447332],[308557,506585],[311031,450941],[313672,558327],[317835,513771],[318181,456106],[319029,392328],[319200,457231],[320292,562759],[320797,563712],[320849,517956],[324752,519937],[327145,464698],[327209,521401],[328336,465991],[331152,411076],[331366,411290],[332859,525087],[332911,470189],[335491,470644],[335513,525965],[337987,474253],[341209,420383],[341947,477778],[341969,531410],[344409,423583],[344580,478246],[346687,481038],[347025,481565],[347451,534420],[349517,577276],[351313,537595],[353904,538548],[353956,486164],[355178,426625],[356404,581141],[356950,542380],[356972,582019],[360295,492405],[360359,543975],[363196,494414],[366652,443960],[366970,444278],[368661,499240],[368683,548564],[371294,499708],[373401,502500],[373739,503027],[374165,551574],[376929,453027],[377144,505970],[377671,506223],[380062,456160],[381069,507860],[381133,555759],[382260,509153],[385024,593267],[386783,559445],[386835,513351],[389415,513806],[389437,560323],[391933,596565],[392499,563776],[395788,519675],[398820,472230],[401738,475148],[402076,475486],[403144,525350],[403671,525603],[407069,527240],[407133,570631],[408260,528533],[411481,483279],[411734,483532],[411934,531636],[415656,533318],[419452,606456],[421121,538144],[421143,578270],[423754,538612],[430279,493566],[431232,544689],[431296,583779],[432740,501152],[435468,503880],[436782,548790],[440504,550472],[444758,511232],[453242,559708],[453769,559961],[462545,520638],[463423,565781],[464799,527341],[483732,578496],[492506,544790],
     [141517,341542,412755,531309],[162979,368256,437603,548463],[170246,377283,445886,554033],[190270,329854,465859,523276],[190775,400438,466812,567571],[193558,403283,469198,568905],[201446,412006,412819,573681],[209929,420716,484553,578169],[222810,365724,495377,546986],[223378,434227,496255,585222],[226294,436854,437667,586298],[234566,378676,445147,554295],[240368,383778,509021,557634],[240873,450536,509974,592690],[243656,453381,512360,594024],[257129,400865,522216,567672],[257695,466063,466876,599919],[259748,340628,523969,573199],[260566,404676,468459,569167],[266368,409778,528401,572506],[266873,473848,529354,603152],[268813,349947,475944,536310],[275270,418184,534281,576692],[275838,481177,535159,605969],[278754,483804,484617,607045],[295097,376231,547570,589893],[301984,443032,551435,589309],[302552,502639,552313,614436],[311053,450963,556574,592791],[311619,509225,510038,616631],[314490,454774,511621,594286],[331100,411024,568148,603729],[338009,474275,571446,603253],[338575,528605,529418,623307],[366992,444300,585709,614923]
   ]
cell #2199 :
  |C| = 105
  W-rep = phi[[1, 1],[2, 2, 1]]
  special rep = phi[[1, 1],[2, 2, 1]] , dim = 105
  orbit = [3, 3, 3, 3, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [250203],[282853],[308276],[318494],[335232],[343874],[354581],[370588],[377665],[379465],[389156],[390139],[394383],[403665],[405465],[412351],[414098],[423048],[428138],[428470],[434609],[437199],[438946],[445271],[445524],[453763],[455563],[458310],[460164],[460905],[466408],[468583],[468836],[476395],[479325],[481559],[484149],[485896],[488445],[488486],[490245],[491301],[495640],[495893],[497857],[500787],[503021],[507576],[507617],[509570],[511745],[511998],[515658],[515941],[517488],[517688],[518683],[522442],[526956],[526997],[528950],[532736],[533019],[534544],[534797],[536761],[539691],[540319],[540572],[541925],[541966],[549890],[550173],[551698],[551951],[553902],[555259],[555512],[556800],[561314],[561355],[561925],[563025],[563308],[568774],[570131],[570384],[571672],[573595],[574722],[579596],[579879],[581404],[581657],[586212],[587339],[590264],[593893],[595250],[595503],[596791],[600726],[606959],[608086],[617438]
   ]
cell #2200 :
  |C| = 175
  W-rep = phi[[1, 1, 1, 1],[2, 1]]+phi[[1, 1, 1],[2, 1, 1]]
  special rep = phi[[1, 1, 1],[2, 1, 1]] , dim = 105
  orbit = [3, 3, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [285903],[319739],[345119],[355446],[358656],[371833],[380330],[390928],[393038],[394216],[406330],[412516],[414887],[424293],[426571],[426893],[428544],[437364],[439735],[445627],[452546],[456428],[458778],[459043],[459299],[468939],[482838],[483103],[484314],[486685],[488865],[488900],[510726],[510761],[512101],
     [72739,305377],[87611,332333],[107650,365198],[121969,386257],[132094,399837],[146554,417658],[151679,425239],[159773,433618],[168016,442506],[173015,447888],[175256,449935],[190123,399773],[196327,471200],[198568,473247],[201985,476709],[206723,480568],[214966,489456],[225062,496978],[226833,498171],[231571,502030],[234834,505033],[240221,449871],[246425,514362],[248666,516409],[258234,522756],[259412,523570],[260834,524413],[266221,473183],[269602,476411],[277522,535882],[279293,537075],[284031,540934],[292977,546185],[293299,546312],[294950,496914],[296316,497873],[304236,553036],[312158,557114],[313336,557928],[314758,558771],[320145,516345],[328756,466573],[329021,522304],[329277,522458],[339114,571986],[340292,572800],[347397,575891],[347719,576018],[349370,535818],[350736,536777],[364607,495509],[364642,495996],[374111,588508],[374433,588635],[376084,552972],[382680,509735],[382945,556662],[383201,556816],[402448,475858],[408680,529115],[408945,571534],[409201,571688],[417067,534413],[417102,534900],[435888,504300],[436153,504565],[441915,551567],[441950,552054],[467564,530106],[467599,530141]
   ]
cell #2201 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[2, 1]]+phi[[1, 1, 1],[3, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [134119],[155980],[184881],[190141],[190190],[190662],[217261],[221997],[222506],[222676],[240239],[240288],[240760],[251562],[256243],[256830],[266239],[266288],[266760],[274457],[274966],[275136],[291754],[294968],[295017],[299371],[301171],[301680],[301850],[310167],[310754],[320163],[320212],[326551],[329039],[329774],[330796],[330966],[332087],[337123],[337710],[346174],[349388],[349437],[356100],[356270],[361392],[362546],[363570],[364931],[365089],[366693],[367546],[372888],[376102],[376151],[382963],[383698],[384720],[384890],[391634],[396162],[396402],[397899],[398643],[398861],[399590],[400234],[402603],[408963],[409698],[410720],[410890],[416030],[417391],[417549],[419153],[430102],[430320],[430502],[432557],[432581],[440878],[442239],[442397],[444001],[448741],[448959],[449688],[450332],[462362],[462386],[463797],[472053],[472271],[473000],[473644],[479507],[479531],[493389],[493607],[500969],[500993],[520455],[520479],
     [72752,305486],[87624,332442],[92629,269721],[107663,365307],[109783,296435],[114739,177281],[115546,234979],[121982,386366],[132107,399946],[132582,329396],[134926,260979],[141404,202930],[146567,417767],[148687,350855],[151692,425348],[159786,433640],[159857,364761],[160347,293444],[162866,227778],[168029,442615],[173028,447997],[175269,450044],[175744,383320],[178088,314903],[181519,391047],[196340,471309],[198581,473356],[199056,409320],[201998,477270],[204438,415006],[206736,480590],[206807,417221],[207297,347864],[209816,280238],[213668,355591],[214979,489565],[225075,497087],[226846,498732],[229286,439854],[231584,502052],[231655,442069],[232145,374578],[234942,505524],[235296,446260],[237831,380475],[246438,514471],[247646,320684],[248679,516518],[249154,459418],[258247,523317],[259425,523592],[259496,467718],[260942,524904],[261296,469572],[263831,406475],[269764,477052],[270099,413852],[272657,353791],[277535,535991],[279306,537636],[281746,486804],[284044,540956],[284115,489019],[284605,427038],[292990,546207],[293407,546803],[293761,496629],[296478,498514],[296813,438700],[304249,553145],[305131,386011],[305268,446500],[305456,505548],[312171,557675],[313349,557950],[313420,510880],[314866,559262],[315220,512734],[317755,456573],[329439,523099],[332224,469812],[332412,524928],[339127,572547],[340305,572822],[340376,530260],[340832,420006],[341338,477452],[347410,575913],[347827,576509],[348181,535533],[350898,537418],[351233,485650],[365277,546827],[368052,498914],[374124,588530],[374541,589126],[374895,552687],[376603,452701],[383363,557457],[386148,512974],[386336,559286],[409363,572329],[417737,576533],[420512,537818],[442585,589150]
   ]
cell #2202 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[2, 1]]+phi[[1, 1, 1],[3, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [132117],[159816],[175279],[189814],[190178],[190554],[192769],[198591],[206766],[218744],[221108],[221189],[222402],[225085],[231614],[239912],[240276],[240652],[248689],[252363],[252444],[255453],[258257],[259455],[265912],[266276],[266652],[273568],[273649],[274862],[277545],[284074],[287918],[293720],[294641],[295005],[299263],[300282],[300363],[301576],[304259],[309377],[312181],[313379],[319836],[320200],[325662],[325743],[327433],[329139],[329762],[330692],[331979],[336333],[339137],[340335],[348140],[349061],[349425],[355996],[360583],[361284],[361756],[363313],[363466],[365077],[367534],[374854],[375775],[376139],[381357],[383063],[383686],[384616],[395905],[396058],[396390],[398631],[400233],[402602],[407357],[409063],[409686],[410616],[415773],[415926],[417537],[430090],[430501],[431520],[432580],[440621],[440774],[442385],[448729],[450331],[462385],[463540],[463693],[472041],[473643],[479530],[493377],[500992],[520478],
     [72753,306287],[87625,333243],[92628,342338],[107243,433735],[107664,366108],[109782,369052],[115534,306368],[121983,387167],[132108,400061],[132581,401234],[134914,333324],[141296,271204],[146147,480685],[146568,418568],[148686,421512],[151693,354702],[159856,433888],[160335,366189],[162758,297918],[167609,502147],[168030,443416],[169457,242867],[173029,379586],[175270,450159],[175743,451332],[178076,387248],[181518,390257],[192360,523687],[196341,405586],[198582,473471],[199055,474644],[201999,413043],[204437,414216],[206806,480838],[207285,418649],[209708,352338],[213656,354783],[214559,541051],[214980,490366],[223890,546627],[225076,497202],[226847,437891],[229285,439064],[231654,502300],[232133,443497],[234943,446003],[235295,446156],[237819,379667],[242458,558045],[246439,455684],[247538,320576],[248680,516633],[249153,517806],[258248,467100],[259495,523840],[260943,469315],[261295,469468],[263819,405667],[268458,572917],[269763,477040],[270087,413744],[272549,353683],[276350,576333],[277536,536106],[279307,484841],[281745,486014],[284114,541204],[284593,490447],[293408,496372],[293760,496525],[296477,498502],[296801,438592],[303064,588950],[304250,553260],[305023,385903],[305256,446488],[305455,505547],[312172,510262],[313419,558198],[314867,512477],[315219,512630],[317743,455765],[329438,523087],[332212,469800],[332411,524927],[339128,529642],[340375,573070],[340820,419994],[341337,477451],[347828,535276],[348180,535429],[350897,537406],[351221,485542],[365276,546826],[368051,498913],[374542,552430],[374894,552583],[376602,452700],[383362,557445],[386136,512962],[386335,559285],[409362,572317],[417736,576532],[420511,537817],[442584,589149]
   ]
cell #2203 :
  |C| = 245
  W-rep = phi[[2, 1],[2, 2]]+phi[[1, 1],[3, 2]]
  special rep = phi[[2, 1],[2, 2]] , dim = 140
  orbit = [4, 4, 3, 3]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [262917],[293620],[295833],[325058],[329126],[331626],[348040],[360931],[363300],[365051],[367508],[374754],[383050],[395892],[396364],[398605],[406651],[409050],[415760],[417511],[430064],[439584],[440608],[442359],[448703],[463527],[468336],[471053],[472015],[492998],[493351],[497636],[520167],[524129],[544308],
     [124045,457084],[143531,478099],[151091,424532],[164993,499561],[170673,505236],[172427,447181],[180807,390445],[193985,524616],[195739,470493],[201748,530928],[201911,476661],[203726,414404],[211943,538465],[212754,357529],[223805,546515],[226596,548082],[226759,498123],[228574,439252],[235031,445990],[235155,378982],[236917,316841],[244083,558974],[245837,513655],[249773,563629],[257997,567190],[258160,522708],[261031,469302],[261155,404982],[269119,350253],[269451,413391],[269778,477014],[276265,576221],[279056,577788],[279219,537027],[281034,486202],[283561,580670],[285315,542229],[293496,496359],[296165,438239],[296492,498476],[302979,588838],[304670,385550],[305230,446462],[308984,591392],[311921,592309],[312084,557066],[314955,512464],[315079,455080],[319502,596083],[319665,562191],[321480,517994],[329453,523061],[332186,469774],[335940,601854],[338877,602771],[339040,571938],[340794,419968],[344882,604859],[345045,574988],[347916,535263],[350585,485189],[350912,537380],[355643,487558],[355767,427214],[357399,609585],[371596,613326],[371759,587605],[374630,552417],[379252,615469],[380527,506689],[380651,456749],[383377,557419],[386110,512936],[389864,618566],[390777,459148],[391104,515177],[392801,619483],[392964,597057],[405252,622145],[406527,526069],[409377,572291],[413904,531902],[414736,486534],[415063,532255],[424056,626429],[424219,608352],[425092,489309],[427090,582123],[438752,549056],[439911,549409],[445024,511498],[446888,554525],[447741,514215],[455350,632120],[456625,560427],[459475,597410],[470200,569397],[476174,536540],[477366,574014],[485702,578762],[486861,579115],[498828,586631],[504749,558487],[513362,594516],[537732,607378]
   ]
cell #2204 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[2, 1]]+phi[[1, 1, 1],[3, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [190179],[190242],[190555],[192770],[218745],[221190],[222403],[222771],[240277],[240340],[240653],[252445],[255454],[256743],[266277],[266340],[266653],[273650],[274863],[275231],[287919],[291008],[295006],[295069],[299264],[300364],[301577],[301945],[309378],[310667],[320201],[320264],[324115],[325744],[329763],[329826],[330693],[331061],[331980],[336334],[337623],[345428],[349426],[349489],[355997],[356365],[361285],[361757],[363467],[365078],[365685],[366606],[367535],[372142],[376140],[376203],[383687],[383750],[384617],[384985],[391547],[396059],[396391],[397153],[398632],[398774],[400240],[400264],[402609],[409687],[409750],[410617],[410985],[415927],[417538],[418145],[419066],[430091],[430233],[430508],[432587],[432611],[440775],[442386],[442993],[443914],[448730],[448872],[450338],[450362],[462392],[462416],[463694],[472042],[472184],[473650],[473674],[479537],[479561],[493378],[493520],[500999],[501023],[520485],[520509],
     [72761,378039],[87633,404039],[92638,342339],[107672,434983],[109792,369053],[115535,306369],[121991,454137],[132116,465813],[132591,401235],[134915,333325],[141297,271205],[146576,481933],[148696,421513],[151701,424602],[159866,433889],[159882,495248],[160336,366190],[162759,297919],[168038,503395],[169458,242868],[173037,447251],[175278,508975],[175753,451333],[178077,387249],[181528,390258],[196349,470563],[198590,528355],[199065,474645],[202007,477183],[204447,414217],[206816,480839],[206832,534152],[207286,418650],[209709,352339],[213657,354784],[214988,542299],[225084,547524],[226855,498645],[229295,439065],[231664,502301],[231680,551306],[232134,443498],[235047,505578],[235305,446157],[237820,379668],[246447,513725],[247539,320577],[248688,562713],[249163,517807],[258256,523230],[259505,523841],[259521,568019],[261047,524958],[261305,469469],[263820,405668],[269868,477041],[270088,413745],[272550,353684],[277544,577230],[279315,537549],[281755,486015],[284124,541205],[284140,581012],[284594,490448],[293512,546857],[293770,496526],[293786,585078],[296582,498503],[296802,438593],[304258,589847],[305024,385904],[305257,446489],[305554,505554],[312180,557588],[313429,558199],[313445,593138],[314971,559316],[315229,512631],[317744,455766],[329543,523088],[332213,469801],[332510,524934],[339136,572460],[340385,573071],[340401,603600],[340821,419995],[341344,477458],[347932,576563],[348190,535430],[348206,605825],[351002,537407],[351222,485543],[365375,546833],[368058,498920],[374646,589180],[374904,552584],[374920,614292],[376609,452707],[383467,557446],[386137,512963],[386434,559292],[409467,572318],[417835,576539],[420518,537824],[442683,589156]
   ]
cell #2205 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[2, 1]]+phi[[1, 1, 1],[3, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [134131],[155992],[184893],[190151],[190289],[190674],[217273],[222009],[222518],[222677],[240249],[240387],[240772],[251563],[256255],[256831],[266249],[266387],[266772],[274469],[274978],[275137],[291755],[294978],[295116],[299383],[301183],[301692],[301851],[310179],[310755],[320173],[320311],[326563],[329049],[330573],[330808],[330967],[332099],[337135],[337711],[346175],[349398],[349536],[356112],[356271],[361404],[362558],[363582],[364932],[365859],[366694],[367630],[372889],[376112],[376250],[382973],[384497],[384732],[384891],[391635],[396174],[396486],[397900],[398727],[398862],[399591],[400963],[402673],[408973],[410497],[410732],[410891],[416042],[417392],[418319],[419154],[430186],[430321],[430572],[432558],[432651],[440890],[442240],[443167],[444002],[448825],[448960],[449689],[451061],[462363],[462456],[463809],[472137],[472272],[473001],[474373],[479508],[479601],[493473],[493608],[500970],[501063],[520456],[520549],
     [72832,305487],[87704,332443],[92719,269733],[107743,365308],[109873,296447],[114751,177293],[115645,234991],[122062,386367],[132187,399947],[132672,329408],[135025,260991],[141416,202942],[146647,417768],[148777,350867],[151772,425349],[159794,433641],[159947,364773],[160446,293456],[162878,227790],[168109,442616],[173108,447998],[175349,450045],[175834,383332],[178187,314915],[181609,391059],[196420,471310],[198661,473357],[199146,409332],[202764,477271],[204528,415018],[206744,480591],[206897,417233],[207396,347876],[209828,280250],[213767,355603],[215059,489566],[225155,497088],[227612,498733],[229376,439866],[231592,502053],[231745,442081],[232244,374590],[235746,505525],[236086,446272],[237930,380487],[246518,514472],[247658,320696],[248759,516519],[249244,459430],[259013,523318],[259433,523593],[259586,467730],[261746,524905],[262086,469584],[263930,406487],[270569,477136],[270898,413864],[272669,353803],[277615,535992],[280072,537637],[281836,486816],[284052,540957],[284205,489031],[284704,427050],[292998,546208],[294211,546804],[294551,496641],[297283,498598],[297612,438712],[304329,553146],[305143,386023],[306038,446584],[306241,505618],[312937,557676],[313357,557951],[313510,510892],[315670,559263],[316010,512746],[317854,456585],[330244,523183],[332994,469896],[333197,524998],[339893,572548],[340313,572823],[340466,530272],[340916,420090],[342067,477522],[347418,575914],[348631,576510],[348971,535545],[351703,537502],[352032,485662],[366062,546897],[368781,498984],[374132,588531],[375345,589127],[375685,552699],[376673,452771],[384168,557541],[386918,513058],[387121,559356],[410168,572413],[418522,576603],[421241,537888],[443370,589220]
   ]
cell #2206 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[2, 1]]+phi[[1, 1, 1],[3, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [190150],[190277],[190566],[192781],[218756],[221201],[222414],[222667],[240248],[240375],[240664],[252456],[255465],[256734],[266248],[266375],[266664],[273661],[274874],[275127],[287930],[290999],[294977],[295104],[299275],[300375],[301588],[301841],[309389],[310658],[320172],[320299],[324106],[325755],[329048],[330561],[330704],[330957],[331991],[336345],[337614],[345419],[349397],[349524],[356008],[356261],[361296],[361768],[363478],[364922],[365847],[366597],[367618],[372133],[376111],[376238],[382972],[384485],[384628],[384881],[391538],[396070],[396474],[397144],[398715],[398765],[399581],[400962],[402672],[408972],[410485],[410628],[410881],[415938],[417382],[418307],[419057],[430174],[430224],[430571],[432548],[432650],[440786],[442230],[443155],[443905],[448813],[448863],[449679],[451060],[462353],[462455],[463705],[472125],[472175],[472991],[474372],[479498],[479600],[493461],[493511],[500960],[501062],[520446],[520548],
     [72833,378030],[87705,404030],[92718,342350],[107744,434974],[109872,369064],[115633,306380],[122063,454128],[132188,465804],[132671,401246],[135013,333336],[141308,271216],[146648,481924],[148776,421524],[151773,424593],[159795,495185],[159946,433900],[160434,366201],[162770,297930],[168110,503386],[169469,242879],[173109,447242],[175350,508966],[175833,451344],[178175,387260],[181608,390269],[196421,470554],[198662,528346],[199145,474656],[202765,477174],[204527,414228],[206745,534089],[206896,480850],[207384,418661],[209720,352350],[213755,354795],[215060,542290],[225156,547515],[227613,498636],[229375,439076],[231593,551243],[231744,502312],[232232,443509],[235747,505515],[236085,446168],[237918,379679],[246519,513716],[247550,320588],[248760,562704],[249243,517818],[259014,523221],[259434,567956],[259585,523852],[261747,524895],[262085,469480],[263918,405679],[270568,477124],[270886,413756],[272561,353695],[277616,577221],[280073,537540],[281835,486026],[284053,580949],[284204,541216],[284692,490459],[292999,584805],[294212,546794],[294550,496537],[297282,498586],[297600,438604],[304330,589838],[305035,385915],[306026,446572],[306240,505617],[312938,557579],[313358,593075],[313509,558210],[315671,559253],[316009,512642],[317842,455777],[330243,523171],[332982,469884],[333196,524997],[339894,572451],[340314,603537],[340465,573082],[340904,420078],[342066,477521],[347419,605552],[348632,576500],[348970,535441],[351702,537490],[352020,485554],[366061,546896],[368780,498983],[374133,614019],[375346,589117],[375684,552595],[376672,452770],[384167,557529],[386906,513046],[387120,559355],[410167,572401],[418521,576602],[421240,537887],[443369,589219]
   ]
cell #2207 :
  |C| = 70
  W-rep = phi[[1, 1, 1],[2, 2]]
  special rep = phi[[1, 1, 1],[2, 2]] , dim = 70
  orbit = [3, 3, 3, 3, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     70 tau_infinity subcells with 1 member(s)
  subcells = [
     [78828],[94137],[111291],[115830],[135210],[141544],[150195],[160631],[163006],[170253],[178372],[183027],[190802],[193565],[207581],[209956],[213952],[222837],[223385],[232429],[238115],[240900],[243663],[247786],[257136],[264115],[266900],[272797],[275297],[275845],[283141],[284889],[299511],[302011],[302559],[305930],[308564],[311060],[318039],[320824],[331127],[332886],[335520],[338016],[341976],[353931],[356431],[356979],[365751],[366999],[368690],[377290],[385051],[386810],[389444],[391940],[400872],[403290],[411051],[418211],[419459],[421150],[434234],[443059],[444307],[450970],[453388],[474282],[481184],[502646]
   ]
cell #2208 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[2, 1]]+phi[[1, 1, 1],[3, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [134106],[155967],[184693],[184868],[190253],[190649],[217156],[221809],[221984],[222795],[240351],[240747],[256138],[256946],[257121],[266351],[266747],[274269],[274444],[275255],[292448],[295080],[299358],[300983],[301158],[301969],[310062],[310870],[311045],[320275],[326363],[326538],[329837],[331085],[332074],[337018],[337826],[338001],[346868],[349500],[356389],[360013],[361379],[362441],[365709],[366809],[366984],[367470],[373582],[376214],[383761],[385009],[391750],[391925],[395320],[395543],[396326],[399491],[400351],[400857],[401919],[402538],[409761],[411009],[418169],[419269],[419444],[426042],[429574],[430437],[433150],[433373],[434156],[443017],[444117],[444292],[449589],[450449],[450955],[452017],[461933],[465154],[466017],[472901],[473761],[474267],[475329],[480100],[480323],[481106],[494237],[494765],[501562],[501785],[502568],[508316],[509179],[521048],[521271],[527696],[528559],[533669],[545145],[550823],[566132],
     [114726,177268],[115574,234791],[134954,260791],[141391,202917],[141508,269616],[159887,292673],[160375,293256],[162853,227765],[162970,296330],[170238,234966],[178116,314715],[190218,328713],[190766,329291],[193550,260966],[206837,347093],[207325,347676],[209803,280225],[209920,350750],[213696,355403],[222801,364656],[223370,293431],[231685,373807],[232173,374390],[237859,380287],[240316,382637],[240864,383215],[243648,314890],[247633,320671],[247750,390942],[259526,402144],[263859,406287],[266316,408637],[266864,409215],[270127,412473],[272644,353778],[272761,414901],[275261,417116],[275830,347851],[283126,355578],[284145,426267],[284633,426850],[293791,434683],[295045,435845],[296841,437321],[299475,439749],[301975,441964],[302544,374565],[305118,385998],[305448,445418],[305894,445641],[308549,380462],[313450,452242],[317783,456385],[320240,458735],[320788,459313],[329802,466530],[331091,467613],[332404,468730],[332850,468953],[335505,406462],[340406,475554],[340756,419930],[341533,476524],[341961,413839],[348211,481633],[349465,482795],[351261,484271],[353895,486699],[356395,488914],[356964,427025],[365269,495787],[365715,496010],[368247,497986],[368675,438687],[374925,503095],[376179,504257],[376538,452636],[377212,446424],[377226,505095],[383726,509692],[385015,510775],[386328,511892],[386774,512115],[389429,456560],[400429,522571],[403212,469736],[403226,524475],[409726,529072],[411015,530155],[411960,477387],[417729,534691],[418175,534914],[420707,536890],[421135,485637],[434170,546374],[436808,498849],[442577,551845],[443023,552068],[450527,556929],[453310,512898],[453324,558833],[473839,571801],[481120,576080],[483758,537753],[502582,588697]
   ]
cell #2209 :
  |C| = 315
  W-rep = phi[[2, 2, 1],[1, 1]]+phi[[2, 1, 1],[2, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [144436],[170897],[194209],[201492],[201572],[226340],[226420],[234775],[244307],[257170],[257741],[257821],[260775],[278800],[278880],[283785],[292651],[293240],[311094],[311665],[311745],[313090],[314699],[319246],[319326],[328697],[338050],[338621],[338701],[344626],[344706],[345806],[347071],[347660],[355387],[367033],[371340],[371420],[373785],[374374],[377717],[378417],[380271],[380948],[382621],[391974],[392545],[392625],[400906],[402122],[403717],[404417],[406271],[408621],[412142],[412457],[412634],[415520],[419493],[423800],[423880],[426245],[426834],[434661],[435829],[436990],[437305],[437482],[444341],[445339],[445750],[451004],[452220],[453815],[454515],[456369],[458719],[466199],[466514],[468651],[469062],[474316],[475532],[476421],[481611],[482779],[483940],[484255],[484432],[495708],[497883],[503073],[504241],[509361],[509676],[511813],[512224],[522468],[528741],[529056],[534612],[536787],[551766],[556826],[571698],
     [105532,165898],[127735,186913],[154542,217172],[154622,217439],[159527,224029],[159790,222947],[184677,251483],[189224,256154],[189304,256421],[190101,257232],[206477,276489],[206740,275407],[221793,291675],[222604,292464],[222684,292731],[231325,303203],[231588,302121],[239322,310078],[239402,310345],[240199,311156],[256930,328518],[259166,340046],[259429,331237],[265322,337034],[265402,337301],[266199,338112],[274253,346095],[275064,346884],[275144,347151],[284048,356541],[290206,362457],[290286,362724],[291386,372520],[292994,366547],[294928,367095],[300967,372809],[301778,373598],[301858,373865],[310854,382442],[313353,385161],[320123,392036],[323793,395559],[324493,397531],[326347,397820],[327024,406948],[328999,401627],[330894,401935],[330974,402202],[337810,408442],[340309,411161],[347414,419007],[349348,419555],[356198,426058],[356278,426325],[359682,429653],[359997,429789],[360174,431111],[363060,440368],[364239,433389],[364433,434855],[364939,435361],[366793,435650],[374128,443855],[376062,444403],[382923,451725],[384818,452033],[384898,452300],[391734,458540],[395241,462036],[395652,463287],[399160,465233],[399475,465369],[399652,466691],[408923,475037],[410818,475345],[410898,475612],[416699,480339],[416893,481805],[417399,482311],[419253,482600],[429471,492045],[433071,494868],[433482,496119],[441547,501801],[441741,503267],[442247,503773],[444101,504062],[449258,508395],[449573,508531],[449750,509853],[464466,521287],[465051,521755],[472570,527775],[472885,527911],[473062,529233],[480021,533772],[480432,535023],[493906,545224],[494221,545360],[501483,550926],[501894,552177],[508213,556113],[520969,566235],[527593,570985],[545042,584133]
   ]
cell #2210 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[2, 1]]+phi[[1, 1, 1],[3, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [159884],[162098],[186158],[190193],[206834],[217264],[217343],[222509],[222779],[223274],[231682],[240291],[251570],[256246],[256325],[256838],[259523],[266291],[274969],[275239],[275734],[284142],[291762],[293788],[295020],[301683],[301953],[302448],[310170],[310249],[310762],[313447],[320215],[329777],[330799],[331069],[335409],[337126],[337205],[337718],[340403],[346182],[348208],[349440],[356103],[356373],[362549],[362628],[363573],[365092],[365693],[366701],[367959],[372896],[374922],[376154],[383701],[384723],[384993],[391642],[396165],[396815],[397907],[398646],[398869],[400272],[402641],[409701],[410723],[410993],[416033],[417552],[418153],[419161],[430105],[430328],[430540],[432619],[434053],[436294],[440881],[442400],[443001],[444009],[448744],[448967],[450370],[462424],[462773],[463800],[464663],[472056],[472279],[473682],[479569],[481003],[492370],[493392],[493615],[501031],[502465],[507825],[520517],[527205],[544654],
     [92626,269724],[109780,296438],[115566,305494],[132128,399883],[132579,329399],[134946,332450],[140636,209048],[141486,269803],[148684,350858],[159854,364764],[160367,365315],[162948,296517],[170142,236256],[175290,449981],[175741,383323],[178108,386374],[181516,391050],[190210,399954],[190744,329478],[193454,262256],[198602,473293],[199053,409323],[204435,415009],[206804,417224],[207317,417775],[209898,350937],[213688,425356],[225096,497024],[229283,439857],[231652,442072],[232165,442623],[235293,446263],[237851,448005],[240308,450052],[240842,383402],[243552,316180],[247728,391129],[248700,516455],[249151,459421],[258268,522802],[259493,467721],[261293,469575],[263851,471317],[266308,473364],[266842,409402],[269669,477055],[270119,477278],[272739,415088],[277556,535928],[281743,486807],[283030,356868],[284112,489022],[284625,489573],[293758,496632],[295037,497095],[296383,498517],[296833,498740],[299453,439936],[304270,553082],[305440,505586],[305872,446913],[308453,389333],[312192,557160],[313417,510883],[315217,512737],[317775,514479],[320232,516526],[320766,459500],[329344,523102],[329794,523325],[332396,524966],[332828,470225],[339148,572032],[340373,530263],[341245,420419],[341376,477490],[341462,531274],[348178,535536],[349457,535999],[350803,537421],[351253,537644],[353873,486886],[365261,546865],[368090,498952],[368176,548428],[374892,552690],[376171,553153],[376641,452739],[377109,505935],[383268,557460],[383718,557683],[386320,559324],[386752,513387],[400358,567536],[403109,525315],[409268,572332],[409718,572555],[411446,483244],[417721,576571],[420550,537856],[420636,578134],[442569,589188],[450456,592655],[453207,559673],[473768,603117]
   ]
cell #2211 :
  |C| = 70
  W-rep = phi[[1, 1, 1],[2, 2]]
  special rep = phi[[1, 1, 1],[2, 2]] , dim = 70
  orbit = [3, 3, 3, 3, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     70 tau_infinity subcells with 1 member(s)
  subcells = [
     [78829],[94138],[111292],[115831],[135211],[141545],[150196],[160632],[163007],[170254],[178373],[183028],[190803],[193566],[207582],[209957],[213953],[222838],[223386],[232430],[238116],[240901],[243664],[247787],[257137],[264116],[266901],[272798],[275298],[275846],[283142],[284890],[299512],[302012],[302560],[305931],[308565],[311061],[318040],[320825],[331128],[332887],[335521],[338017],[341977],[353932],[356432],[356980],[365752],[367000],[368691],[377291],[385052],[386811],[389445],[391941],[400873],[403291],[411052],[418212],[419460],[421151],[434235],[443060],[444308],[450971],[453389],[474283],[481185],[502647]
   ]
cell #2212 :
  |C| = 553
  W-rep = phi[[2, 1],[2, 1, 1]]+phi[[1, 1],[3, 1, 1]]+phi[[2],[2, 2, 1]]+phi[[1],[3, 2, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     91 tau_infinity subcells with 4 member(s)
  subcells = [
     [258083],[293530],[312007],[323507],[329208],[329564],[331518],[338963],[347950],[359728],[360823],[363953],[365138],[371682],[374664],[383132],[383488],[395270],[399206],[400301],[406024],[406561],[409132],[409488],[416413],[417598],[433100],[439445],[439666],[440022],[441261],[442446],[449304],[450399],[464180],[468418],[470360],[471140],[472616],[473711],[480050],[493080],[493952],[497602],[497723],[501512],[520133],[520254],[520998],
     [136962,470931],[164820,499459],[193126,524189],[195499,525784],[219101,544368],[223731,495847],[225819,547793],[228375,500172],[234923,377431],[253338,565497],[258061,466339],[259900,568326],[260256,524282],[260923,403431],[269741,412188],[276191,534751],[288520,583528],[288876,544461],[293388,434375],[293559,495833],[295467,547744],[296455,437036],[302905,551905],[304562,385442],[305460,445368],[311985,509501],[314847,453529],[319588,392887],[322124,461258],[324692,565448],[329416,466245],[332416,468680],[335866,570338],[338941,528881],[341405,413283],[344968,424142],[347808,481325],[347979,534737],[350875,483986],[355140,490804],[355677,427124],[358342,491341],[365281,495737],[368119,438131],[371081,587219],[371660,550104],[374522,502787],[374693,551891],[380024,456122],[380561,456659],[383340,509407],[386340,511842],[390638,518187],[390859,459230],[391215,459586],[406590,570324],[409340,528787],[414597,486395],[414818,486616],[415174,486972],[417741,534641],[420579,485081],[424399,542096],[425179,489396],[442589,551795],[445106,511580],[447048,513522],[447828,514302],[476140,536506],[476261,536627],
     [80123,250489,393960,518764],[80135,321961,322102,518408],[100133,215704,424970,542667],[100145,354977,355118,540154],[101446,285752,358371,542876],[117582,180124,447619,514093],[117594,379861,380002,555094],[123872,249600,456982,563527],[123971,390093,390309,561670],[124273,318888,390667,561791],[136974,405861,406002,569966],[143358,211770,477997,538363],[143457,414052,414268,574467],[143759,344268,414626,574588],[150851,285075,487273,581838],[150992,354512,355535,488211],[151014,282702,424643,580243],[164919,438900,439116,587084],[165221,370982,439474,587205],[169814,243224,504809,558547],[170599,445478,446208,554491],[172187,245597,506404,560142],[172328,379396,380419,507342],[172350,308125,447292,590965],[180136,455959,456100,595085],[180608,321281,457695,516873],[180717,318725,457132,595794],[180746,390079,391067,515778],[193911,468790,469520,569363],[195640,405396,406419,526722],[195662,335081,470604,601427],[200971,278279,530639,577499],[201812,412282,413176,531984],[201834,271561,477224,574074],[203527,280835,478710,539076],[203636,344105,478147,604570],[203665,414038,415026,532856],[211869,485850,486066,607831],[212171,423442,486424,607952],[212838,354868,425322,540416],[215716,490641,490782,610154],[226660,437130,438024,549138],[226682,298275,498686,586691],[228484,370819,499609,613037],[228513,438886,439874,550010],[233900,313824,553454,593445],[234256,314180,504902,558640],[235065,307262,505672,590616],[235094,445464,446280,554612],[237001,379752,447971,555356],[244009,511952,512682,594482],[245738,455494,456517,561080],[245760,389005,513766,618139],[249699,517642,517858,619936],[250001,460558,518216,620057],[250501,461236,518873,598105],[261065,334218,525052,601078],[261094,468776,469592,569484],[263001,405752,471283,570228],[268753,349887,530590,577450],[269533,342940,531144,604275],[269889,343296,477244,574167],[279120,484080,484974,578844],[279142,352695,537590,607438],[280944,423279,538513,626140],[280973,485836,486824,579716],[283487,357325,540526,581611],[285216,426982,490176,541691],[285238,427987,542340,627604],[285851,428772,542890,610526],[286153,491370,491504,610512],[296247,369654,548298,612742],[296603,370010,498706,586784],[305317,378616,505389,590567],[308910,389790,555466,595457],[314989,388142,559410,617790],[315018,511938,512754,594603],[316925,455850,514445,595347],[318987,460657,561805,620071],[319566,392865,515872,563239],[321390,460395,563677,633326],[321419,459438,517628,563145],[332273,404616,524769,601029],[344367,423541,574602,607966],[344946,424120,532950,579810],[350667,422114,578004,625845],[351023,422470,537610,607531],[355706,427153,540512,581597],[357613,489539,490532,581501],[380590,456688,555452,595443],[386197,454714,559127,617741]
   ]
cell #2213 :
  |C| = 175
  W-rep = phi[[3, 1, 1, 1],[1]]+phi[[3, 1],[1, 1, 1]]
  special rep = phi[[3, 1],[1, 1, 1]] , dim = 105
  orbit = [6, 2, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [286008],[320530],[322278],[349755],[356557],[356694],[358563],[385177],[385314],[391796],[392039],[392245],[419315],[419558],[419764],[426061],[426088],[426322],[449635],[452036],[452063],[452297],[458502],[458537],[480342],[480369],[482562],[482597],[488699],[508493],[508528],[510560],[533550],[533859],[555969],
     [217175,429656],[222963,366563],[251480,462033],[256157,465236],[257235,401630],[275423,419023],[286288,543529],[287043,492036],[291672,494865],[292467,434858],[292728,435358],[295335,376469],[302137,443871],[310081,508398],[311159,451728],[323240,519272],[327731,521746],[328515,466688],[331253,411177],[331390,411314],[337037,527778],[338115,475040],[346092,533769],[346887,481808],[347148,482308],[360059,494283],[362460,545227],[363686,545620],[364441,496110],[366855,444163],[367098,444406],[367304,444612],[372806,550923],[373601,503270],[373862,503770],[381655,556104],[382439,509850],[395562,521290],[395589,521317],[397817,566232],[399537,472947],[401938,475348],[401965,475375],[402199,475609],[407655,570976],[408439,529230],[416146,575326],[416901,535014],[429751,545322],[429786,545357],[431818,584124],[433392,501804],[433419,501831],[435612,504024],[435647,504059],[440994,587943],[441749,552168],[461814,566013],[462123,566322],[463913,598985],[465331,527873],[465366,527908],[467398,529940],[491661,583175],[491835,610754],[491901,583989],[494646,550704],[494955,551013],[519082,598375],[521611,570841]
   ]
cell #2214 :
  |C| = 553
  W-rep = phi[[2, 1],[2, 1, 1]]+phi[[1, 1],[3, 1, 1]]+phi[[2],[2, 2, 1]]+phi[[1],[3, 2, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     91 tau_infinity subcells with 4 member(s)
  subcells = [
     [293610],[329570],[348030],[359734],[365144],[365480],[367422],[371858],[374744],[383494],[395282],[396278],[399212],[400313],[406641],[406775],[409494],[417604],[417940],[429526],[433112],[434108],[439701],[440028],[442452],[442788],[449310],[450411],[465106],[468453],[471146],[471482],[472622],[473723],[480062],[481058],[493115],[493958],[497729],[500184],[501524],[502520],[508268],[520260],[521010],[524294],[527648],[544473],[545097],
     [165266,440243],[195579,471174],[225899,497757],[228381,500168],[253418,520288],[258100,466374],[260262,524278],[262893,526455],[269635,412194],[285928,358681],[288882,544457],[293545,495839],[295473,547719],[295809,547893],[296349,437042],[305404,445380],[312024,509536],[319764,393063],[322175,394283],[324698,565423],[325034,565597],[329310,466251],[329571,522612],[331530,568312],[332360,468692],[336023,527031],[338980,528916],[340708,419882],[341463,476476],[345144,424318],[347965,534743],[350769,483992],[355757,427204],[355891,427338],[360835,583514],[365225,495749],[368177,497938],[371699,550139],[374679,551897],[377164,446376],[380641,456739],[380775,456873],[383234,509413],[383495,556970],[386284,511854],[390894,459265],[391221,459592],[400359,522523],[403164,469688],[406576,570330],[409234,528793],[409495,571842],[414853,486651],[415180,486978],[417685,534653],[420637,536842],[425185,489402],[425521,489738],[440029,587509],[442533,551807],[445141,511615],[447834,514308],[448170,514644],[450457,556881],[453262,512850],[457707,516885],[473769,571753],[476267,536633],[478722,539088],[504914,558652],
     [101491,216101,358454,428622],[101499,285803,285906,428450],[124318,250046,391436,459807],[124326,318939,319742,458290],[125922,250228,322182,460924],[143804,212216,415395,487193],[143812,344319,345122,479305],[150931,285155,425213,489430],[151031,354547,355449,488246],[151424,282878,355898,488505],[165274,371033,371836,500767],[172267,245677,447862,514336],[172367,379431,380333,507377],[172760,308301,380782,507636],[180614,321287,457691,516869],[180732,390085,390961,515784],[180797,318805,390988,515812],[195679,405431,406333,526757],[196072,335257,406782,527016],[201051,278359,476295,536661],[201851,412317,412519,532019],[203533,280841,478706,539072],[203651,414044,414920,532862],[203716,344185,414947,532890],[212224,423493,424296,539671],[212730,357505,487944,541424],[212844,354874,425231,540412],[212845,424436,425266,540428],[216109,358659,428724,491281],[226699,437165,437367,549173],[228499,438892,439768,550016],[228564,370899,439795,550044],[234262,314186,504898,558636],[235080,445470,445660,554618],[235145,307342,445687,554646],[236893,316817,507075,560813],[237007,379758,447880,555352],[237008,447085,447915,555368],[245777,455529,456431,561115],[246170,389181,456880,561374],[246856,390421,457753,562006],[250054,393041,460609,517468],[250308,322380,460939,518717],[250462,394290,394408,518702],[261080,468782,468972,569490],[261145,334298,468999,569518],[263007,405758,471192,570224],[263008,470397,471227,570240],[268759,349893,530565,577425],[269095,350229,530739,577599],[269895,343302,476701,574163],[269896,476565,476736,574179],[271867,414380,478768,574803],[279159,484115,484317,578879],[280959,485842,486718,579722],[281024,423359,486745,579750],[283644,357482,488520,542000],[285255,426896,490211,541726],[285648,427345,428163,541985],[296609,370016,498163,586780],[296610,498027,498198,586796],[298581,439228,500230,587420],[304574,385454,553440,593431],[305323,378622,504976,590542],[305659,378958,505285,590716],[309067,389947,507651,561389],[315004,511944,512134,594609],[315069,388222,512161,594637],[316931,455856,514354,595343],[316932,513559,514389,595359],[319605,392904,515907,563274],[321405,459332,517634,563151],[321470,459359,460475,563179],[332279,404622,524356,601004],[332615,404958,524665,601178],[341417,413295,530805,604261],[344985,424159,532985,579845],[351029,422476,537067,607527],[351030,536931,537102,607543],[353001,486178,539134,608167],[355692,427139,540518,581603],[357619,489448,490538,581497],[357620,489483,542133,581513],[368131,438143,547959,612728],[380576,456674,555458,595449],[386203,454720,558714,617716],[386539,455056,559023,617890],[391222,459593,562095,596961],[393193,516931,517970,596872],[415181,486979,574892,608256],[420591,485093,577665,625831]
   ]
cell #2215 :
  |C| = 315
  W-rep = phi[[2, 2, 1],[1, 1]]+phi[[2, 1, 1],[2, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [118182],[142117],[163579],[170266],[170344],[193578],[193656],[201487],[210529],[222839],[223398],[223476],[226335],[243676],[243754],[248359],[257149],[257736],[275299],[275858],[275936],[277215],[278795],[283154],[283232],[292646],[302013],[302572],[302650],[308577],[308655],[309765],[311073],[311660],[319241],[331129],[335533],[335611],[338029],[338616],[341989],[342726],[344621],[345295],[347066],[356433],[356992],[357070],[365753],[367012],[368703],[369440],[371335],[373780],[377375],[377712],[377906],[380899],[385053],[389457],[389535],[391953],[392540],[400885],[402117],[403375],[403712],[403906],[411053],[412137],[412585],[418213],[419472],[421163],[421900],[423795],[426240],[434319],[434656],[436985],[437433],[443061],[444320],[445290],[450983],[452215],[453473],[453810],[454004],[466194],[468602],[474295],[475527],[481269],[481606],[483935],[484383],[495659],[502731],[503068],[509356],[511764],[528736],[534563],[551717],
     [83824,137562],[103213,156693],[127104,184705],[127182,184974],[131787,191375],[132039,190348],[154537,217167],[158896,221821],[158974,222090],[159742,222899],[174949,241473],[175201,240446],[189219,256149],[190018,256958],[190096,257227],[198261,267473],[198513,266446],[205846,274281],[205924,274550],[206692,275359],[222599,292459],[224755,303929],[225007,295175],[230694,300995],[230772,301264],[231540,302073],[239317,310073],[240116,310882],[240194,311151],[248611,320370],[254653,326375],[254731,326644],[255841,336721],[257479,330632],[259381,331189],[265317,337029],[266116,337838],[266194,338107],[275059,346879],[277467,349595],[284000,356493],[287569,360025],[288306,362144],[290201,362452],[290875,372009],[292946,366499],[294845,366821],[294923,367090],[301773,373593],[304181,376309],[311403,384556],[313305,385113],[320040,391762],[320118,392031],[323451,395404],[323788,395554],[323982,397020],[326975,406899],[328257,399503],[328466,401094],[328994,401622],[330889,401930],[338359,410556],[340261,411113],[347366,418959],[349265,419281],[349343,419550],[356193,426053],[359677,429648],[360125,431062],[363897,433234],[364234,433384],[364428,434850],[374080,443807],[375979,444129],[376057,444398],[382181,449601],[382390,451192],[382918,451720],[384813,452028],[395192,461987],[399155,465228],[399603,466642],[408181,472913],[408390,474504],[408918,475032],[410813,475340],[416357,480184],[416694,480334],[416888,481800],[432344,494249],[433022,494819],[441205,501646],[441542,501796],[441736,503262],[449253,508390],[449701,509804],[464124,521132],[464461,521282],[472565,527770],[473013,529184],[479972,533723],[493901,545219],[501434,550877],[520920,566186]
   ]
cell #2216 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[2, 1]]+phi[[1, 1, 1],[3, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [162088],[186148],[217160],[217333],[222846],[223264],[251473],[256142],[256315],[257125],[275306],[275724],[291665],[292452],[292625],[302020],[302438],[310066],[310239],[311049],[328508],[331136],[335399],[337022],[337195],[338005],[346085],[346872],[347045],[356440],[362445],[362618],[365760],[366988],[367949],[372799],[373586],[373759],[382432],[385060],[391929],[395547],[396805],[397810],[400861],[401923],[402096],[402577],[408432],[411060],[418220],[419448],[426046],[426219],[429578],[429779],[430476],[433377],[434160],[434635],[435640],[436249],[443068],[444296],[450959],[452021],[452194],[458530],[461972],[462728],[465158],[465359],[466056],[474271],[475333],[475506],[480327],[481110],[481585],[482590],[492000],[494804],[495560],[501789],[502572],[503047],[504052],[508320],[508521],[509218],[521275],[521710],[527700],[527901],[528598],[533708],[534464],[545149],[545350],[550862],[551618],[556068],[566171],[570940],[584088],
     [140626,209038],[141527,269620],[162989,296334],[170132,236246],[170260,305397],[190256,328723],[190785,329295],[193444,262246],[193572,332353],[201466,269793],[209939,350754],[222820,364660],[223392,365218],[226314,296507],[240354,382647],[240883,383219],[243542,316170],[243670,386277],[247769,390946],[257143,399857],[257715,329468],[266354,408647],[266883,409219],[272780,414905],[275280,417120],[275852,417678],[278774,350927],[283020,356858],[283148,425259],[295083,435855],[299494,439753],[301994,441968],[302566,442526],[305913,445645],[308443,389323],[308571,447908],[311067,449955],[311639,383392],[319220,391119],[320278,458745],[320807,459317],[329840,466540],[331110,467617],[332869,468957],[335527,471220],[338023,473267],[338595,409392],[341235,420409],[341632,476528],[341983,476729],[344600,415078],[349503,482805],[353914,486703],[356414,488918],[356986,489476],[365734,496014],[367006,496998],[368346,497990],[368697,498191],[371314,439926],[376217,504267],[376577,452675],[377369,505134],[377691,446903],[383764,509702],[385034,510779],[386793,512119],[389451,514382],[391947,516429],[392519,459490],[400528,522575],[400879,522776],[403369,524514],[403691,470215],[409764,529082],[411034,530159],[411401,483199],[411999,477426],[412077,530904],[418194,534918],[419466,535902],[420806,536894],[421157,537095],[423774,486876],[434313,546413],[436847,498888],[436925,548058],[443042,552072],[444314,553056],[445191,505890],[450626,556933],[450977,557134],[453467,558872],[453789,513377],[466134,567166],[468503,525270],[473938,571805],[474289,572006],[481263,576119],[483797,537792],[483875,577764],[502725,588736],[509296,592285],[511665,559628],[528676,602747]
   ]
cell #2217 :
  |C| = 140
  W-rep = phi[[3, 1],[1, 1, 1]]+phi[[],[4, 2, 1]]
  special rep = phi[[3, 1],[1, 1, 1]] , dim = 105
  orbit = [6, 2, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     70 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [258187],[293648],[312111],[323533],[329234],[329678],[339067],[348068],[359747],[363979],[365157],[371786],[374782],[383158],[383602],[394603],[395253],[399225],[400284],[406679],[406828],[409158],[409602],[416439],[417617],[429388],[433083],[439692],[440136],[440249],[441287],[442465],[449323],[450382],[464206],[464968],[468444],[471159],[471180],[471704],[472635],[473694],[480033],[493106],[493971],[497742],[497763],[500155],[500215],[501495],[508130],[520273],[520294],[520981],[524265],[524325],[526447],[527510],[544444],[544504],[544959],[547681],[547885],[564969],[565385],[565589],[568288],[583137],[583490],[598351],
     [319692,392991],[322228,394336],[345072,424246],[355795,427242],[355944,427391],[358460,428628],[380679,456777],[380828,456926],[390885,459256],[391329,459700],[391442,459813],[394074,461100],[414844,486642],[415288,487086],[415401,487199],[425198,489415],[425219,489436],[425743,489960],[445132,511606],[447847,514321],[447868,514342],[448392,514866],[457678,516856],[457738,516916],[476280,536646],[476301,536667],[478693,539059],[478753,539119],[487936,541416],[504885,558623],[504945,558683],[507067,560805],[530527,577387],[530731,577591],[553416,593407]
   ]
cell #2218 :
  |C| = 553
  W-rep = phi[[2, 1],[2, 1, 1]]+phi[[1, 1],[3, 1, 1]]+phi[[2],[2, 2, 1]]+phi[[1],[3, 2, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     91 tau_infinity subcells with 4 member(s)
  subcells = [
     [258092],[293532],[312016],[323509],[329210],[329562],[331510],[338972],[347952],[359726],[360815],[363955],[365136],[371691],[374666],[383134],[383486],[395262],[399204],[400293],[406033],[406563],[409134],[409486],[416415],[417596],[433092],[439447],[439668],[440020],[441263],[442444],[449302],[450391],[464182],[468420],[470362],[471138],[472614],[473703],[480042],[493082],[493950],[497604],[497721],[501504],[520135],[520252],[520990],
     [136999,470929],[164829,499457],[193135,524187],[195501,525777],[219110,544366],[223736,434497],[225821,547786],[228373,500164],[234805,377433],[253340,565490],[258038,466341],[259902,568304],[260254,524274],[260805,403433],[269625,412186],[276196,481447],[288522,583506],[288874,544453],[293270,434377],[293535,495831],[295465,547715],[296339,437034],[302910,502909],[304554,385434],[305365,445360],[311962,509503],[314729,453531],[319597,392896],[322133,461267],[324690,565419],[329300,466243],[332321,468672],[335871,526844],[338918,528883],[341397,413275],[344977,424151],[347690,481327],[347955,534735],[350759,483984],[355149,490813],[355679,427126],[358344,491343],[365186,495729],[368111,438123],[371086,549712],[371637,550106],[374404,502789],[374669,551889],[380033,456131],[380563,456661],[383224,509405],[386245,511834],[390640,518189],[390861,459232],[391213,459584],[406566,570322],[409224,528785],[414599,486397],[414820,486618],[415172,486970],[417646,534633],[420571,485073],[424401,542098],[425177,489394],[442494,551787],[445108,511582],[447050,513524],[447826,514300],[476142,536508],[476259,536625],
     [80140,250103,322079,518410],[80160,183604,393958,518762],[100150,282753,355095,540156],[100170,215741,424968,542665],[101455,215831,358347,542874],[117599,308176,379979,555096],[117619,180161,447617,514091],[123881,249609,456980,563525],[123976,318382,390119,561672],[124282,247412,390643,561789],[136979,335132,405979,569968],[143367,211779,477995,538361],[143462,343762,414078,574469],[143768,272423,414602,574586],[150853,285077,487266,581831],[150969,354514,355417,488213],[151023,282711,424467,580241],[164924,370476,438926,587086],[165230,299137,439450,587203],[169823,243233,504807,558545],[170604,377553,445504,554493],[172189,245599,506397,560135],[172305,379398,380301,507344],[172359,308134,447116,590963],[180141,389056,456077,595087],[180606,321279,457687,516865],[180719,318727,456990,595787],[180722,390077,390951,515776],[193916,403553,468816,569365],[195617,405398,406301,526724],[195671,335090,470428,601425],[200973,278281,530632,577492],[201789,412284,412487,531986],[201843,271570,476596,574072],[203525,280833,478702,539068],[203638,344107,478005,604563],[203641,414036,414910,532854],[211874,422936,485876,607833],[212180,353557,486400,607950],[212836,354866,425227,540408],[215721,428038,490759,610156],[226637,437132,437335,549140],[226691,298284,498058,586689],[228486,370821,499467,613030],[228489,438884,439758,550008],[233902,313826,553432,593423],[234254,314178,504894,558632],[235067,307264,505142,590609],[235070,445462,445650,554610],[236999,379750,447876,555348],[244014,453651,511978,594484],[245715,455496,456399,561082],[245769,389014,513590,618137],[249704,460052,517668,619938],[250010,393749,518192,620055],[250506,461213,461309,598107],[261067,334220,524522,601071],[261070,468774,468962,569482],[262999,405750,471188,570220],[268751,349885,530561,577421],[269535,342942,530797,604253],[269887,343294,476697,574159],[279097,484082,484285,578846],[279151,352704,536962,607436],[280946,423281,538371,626133],[280949,485834,486708,579714],[283492,357330,488333,541813],[285193,426864,490178,541693],[285247,427996,542164,627602],[285856,428777,490998,582898],[286162,428849,491346,610510],[296249,369656,547951,612720],[296601,370008,498159,586776],[305315,378614,504972,590538],[308915,389795,507464,561202],[314991,388144,558880,617783],[314994,511936,512124,594601],[316923,455848,514350,595339],[318992,460662,515480,597713],[319543,392842,515874,563241],[321392,460397,563535,633319],[321395,459322,517626,563143],[332271,404614,524352,601000],[344372,423546,532558,579418],[344923,424097,532952,579812],[350669,422116,577657,625823],[351021,422468,537063,607523],[355682,427129,540510,581595],[357611,489444,490530,581493],[380566,456664,555450,595441],[386195,454712,558710,617712]
   ]
cell #2219 :
  |C| = 175
  W-rep = phi[[3],[2, 1, 1]]+phi[[1],[4, 1, 1]]
  special rep = phi[[3],[2, 1, 1]] , dim = 105
  orbit = [6, 4, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [229624],[263711],[264240],[296007],[299293],[299328],[325232],[332009],[332044],[335283],[335322],[361314],[361349],[367716],[367833],[367872],[371094],[396572],[396689],[396728],[402511],[402784],[402900],[430410],[430683],[430799],[436219],[436405],[461581],[462698],[462884],[467981],[491705],[492643],[519111],
     [125979,250224],[151995,282874],[153364,216061],[173331,308297],[181720,318706],[181857,249492],[183477,250399],[183597,394404],[196643,335253],[204639,344086],[204776,282084],[213548,284485],[213853,354813],[214077,285014],[215282,428159],[229487,370800],[236883,379156],[237711,317635],[238016,379697],[238240,318164],[246741,389177],[247568,320606],[247603,320641],[247915,390356],[249355,460376],[262883,405156],[264016,405697],[269293,350427],[271684,413774],[272579,353713],[272614,353748],[272926,414315],[281947,423260],[282904,356742],[282943,356781],[284790,490477],[298398,438622],[299640,439163],[305053,385933],[305088,385968],[306824,446670],[307445,446826],[308327,389207],[308366,389246],[316807,455254],[317940,455795],[319000,392299],[320953,517905],[333780,469982],[334401,470138],[341002,420176],[341119,420293],[341158,420332],[342864,477633],[344380,423554],[352818,485572],[354060,486113],[369578,499095],[376511,452609],[376784,452882],[376900,452998],[378499,506046],[387704,513144],[388325,513300],[404499,525426],[411371,483169],[411557,483355],[422038,537999],[444669,511143],[454597,559784]
   ]
cell #2220 :
  |C| = 126
  W-rep = phi[[2],[3, 1, 1]]
  special rep = phi[[2],[3, 1, 1]] , dim = 126
  orbit = [5, 5, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [285830],[318966],[322063],[344346],[354848],[355079],[371060],[379732],[379963],[390031],[390317],[405732],[405963],[413809],[413990],[414276],[423520],[424364],[424654],[428751],[438657],[438838],[439124],[444964],[446787],[447013],[447303],[455830],[456061],[456949],[460636],[461197],[468276],[470099],[470325],[470615],[476105],[477360],[477749],[477964],[485607],[485788],[486074],[490512],[490743],[490973],[492938],[497567],[498822],[499211],[499426],[504743],[504776],[505860],[511438],[513261],[513487],[513777],[515455],[517580],[517866],[520098],[524123],[524156],[525240],[530609],[531547],[531842],[532533],[536471],[537726],[538115],[538330],[540012],[542061],[542351],[544302],[544335],[547763],[548701],[548996],[549687],[553469],[554456],[554952],[558481],[558514],[559598],[561635],[563494],[565467],[568341],[569328],[569824],[574008],[574041],[574432],[577469],[578407],[578702],[579393],[580210],[582873],[583543],[586625],[586658],[587049],[590586],[590932],[593460],[594447],[594943],[597688],[601048],[601394],[604290],[607372],[607405],[607796],[610012],[612757],[617760],[618106],[619901],[625860],[627571]
   ]
cell #2221 :
  |C| = 245
  W-rep = phi[[2, 1],[2, 2]]+phi[[1, 1],[3, 2]]
  special rep = phi[[2, 1],[2, 2]] , dim = 140
  orbit = [4, 4, 3, 3]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [195497],[225817],[253336],[259898],[288518],[293528],[295460],[323505],[324685],[329206],[347948],[359721],[363951],[365131],[374662],[383130],[399199],[406559],[409130],[416411],[417591],[439664],[441259],[442439],[449297],[464178],[468416],[471133],[472609],[493078],[493945],[497716],[520247],[524137],[544316],
     [123956,390072],[143442,414031],[150849,285073],[150995,354510],[164904,438879],[170584,445457],[172185,245595],[172331,379394],[180715,318723],[193896,468769],[195643,405394],[200969,278277],[201739,476507],[201815,412280],[203634,344103],[211854,485829],[223716,495826],[226587,497969],[226663,437128],[228482,370817],[233898,313822],[235022,377429],[235063,307260],[243994,511931],[245741,455492],[249684,517621],[257988,522554],[258064,466337],[261022,403429],[261063,334216],[268746,349880],[269531,342938],[269786,412181],[276176,534730],[279047,536873],[279123,484078],[280942,423277],[283472,540505],[285219,490174],[293487,434373],[296245,369652],[296500,437029],[302890,551884],[305310,378609],[308895,555445],[311912,556912],[311988,509499],[314946,453527],[314987,388140],[319493,562037],[319569,515870],[321388,460393],[329461,466238],[332266,404609],[335851,570317],[338868,571784],[338944,528879],[344873,574834],[344949,532948],[347907,481323],[350665,422112],[350920,483979],[355634,488209],[355675,427122],[357310,581590],[371587,587451],[371663,550102],[374621,502785],[379243,590747],[380518,507340],[380559,456657],[383385,509400],[386190,454707],[389775,595436],[390857,459228],[391112,515771],[392792,596903],[392868,563237],[405243,601209],[406518,526720],[409385,528780],[413895,531982],[414816,486614],[415071,532849],[424047,608198],[424123,579808],[425172,489389],[427081,541689],[438743,549136],[439919,550003],[445104,511578],[446896,554605],[447821,514295],[455341,617921],[456616,561078],[459483,563138],[470208,569477],[476254,536620],[477374,574022],[485693,578842],[486869,579709],[498836,586639],[504757,558495],[513370,594596],[537740,607386]
   ]
cell #2222 :
  |C| = 140
  W-rep = phi[[3, 1],[1, 1, 1]]+phi[[],[4, 2, 1]]
  special rep = phi[[3, 1],[1, 1, 1]] , dim = 105
  orbit = [6, 2, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     70 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [160678],[191034],[207628],[223210],[223652],[229649],[232476],[241132],[255575],[257546],[264162],[264246],[267132],[275670],[276112],[288040],[291111],[293013],[299334],[299743],[299903],[302384],[302826],[309499],[311470],[324218],[327191],[332050],[335345],[335370],[335787],[336455],[338426],[345531],[347433],[360341],[361355],[361878],[363016],[367895],[367920],[371099],[371145],[372245],[374147],[381115],[395608],[396751],[396776],[397256],[402905],[402951],[406044],[407115],[415476],[429039],[430804],[430850],[431278],[436224],[436564],[440324],[462703],[463043],[463243],[467988],[491710],[491736],[492650],[519118],
     [153389,216086],[181882,249517],[183483,250405],[204801,282109],[213999,284936],[214083,285020],[215938,286035],[238162,318086],[238246,318170],[247609,320647],[248018,321056],[248178,321216],[272620,353754],[273029,354163],[273189,354323],[282966,356804],[282991,356829],[283408,357246],[305094,385974],[308389,389269],[308414,389294],[308831,389711],[319005,392304],[319051,392350],[341181,420355],[341206,420380],[344385,423559],[344431,423605],[355160,426607],[376905,453003],[376951,453049],[380044,456142],[411376,483174],[411716,483514],[444676,511150]
   ]
cell #2223 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[2, 1]]+phi[[1, 1, 1],[3, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [192675],[218650],[251664],[257177],[257218],[257632],[287173],[291856],[292363],[292618],[311101],[311142],[311556],[323406],[327861],[328421],[338057],[338098],[338512],[346276],[346783],[347038],[363852],[367040],[367081],[371231],[372990],[373497],[373752],[381785],[382345],[391981],[392022],[398001],[400913],[401613],[401834],[402089],[403037],[407785],[408345],[416312],[419500],[419541],[425957],[426212],[430936],[431948],[432836],[434628],[434778],[435553],[436399],[441160],[444348],[444389],[451011],[451711],[451932],[452187],[458443],[462641],[462878],[464079],[464768],[464884],[466004],[466599],[468107],[474323],[475023],[475244],[475499],[479786],[481578],[481728],[482503],[492475],[492591],[492769],[494427],[494451],[501248],[503040],[503190],[503965],[507930],[508046],[509166],[509761],[519688],[519712],[520734],[527310],[527426],[528546],[529141],[533331],[533355],[544759],[544875],[550485],[550509],[565794],[565818],
     [115692,377330],[135072,403330],[141634,341593],[160493,434274],[163096,368307],[169363,242773],[170335,305588],[178234,453428],[190336,465724],[190892,400489],[193647,332544],[201383,271110],[207443,481224],[210046,420767],[213814,488110],[222851,495239],[222927,433802],[223467,365409],[226231,297824],[232291,502686],[237977,507241],[240434,508886],[240990,450587],[243745,386468],[247876,457883],[263977,526621],[266434,528266],[266990,473899],[270945,531495],[272887,478898],[275311,534143],[275387,480752],[275927,417869],[278691,352244],[283223,425450],[284751,541590],[295163,547435],[297659,548649],[299601,500360],[302025,551297],[302101,502214],[302641,442717],[306439,554046],[306706,505803],[308646,448099],[317901,560979],[319137,392436],[320358,562624],[320914,517061],[330620,567757],[331141,568010],[331217,523754],[333395,568918],[333662,525183],[335602,471411],[342485,531379],[342717,477886],[344517,423691],[349583,577141],[352079,578355],[354021,539264],[356445,581003],[356521,541118],[357061,489667],[365765,585069],[366260,585235],[366527,547082],[369199,548533],[369431,499348],[376297,589758],[377037,453135],[377834,506040],[378096,554070],[384544,592876],[385065,593129],[385141,558112],[387319,594037],[387586,559541],[389526,514573],[401381,567641],[403834,525420],[404096,568942],[410544,603338],[411065,603591],[411141,572984],[411551,483349],[412542,531673],[418225,605816],[418720,605982],[418987,576788],[421659,578239],[421891,538252],[435040,585259],[437390,548827],[443073,614283],[443568,614449],[443835,589405],[444795,511269],[451479,592760],[453932,559778],[454194,594061],[474791,603222],[481990,606006],[484340,578533],[503452,614473]
   ]
cell #2224 :
  |C| = 553
  W-rep = phi[[2, 1],[2, 1, 1]]+phi[[1, 1],[3, 1, 1]]+phi[[2],[2, 2, 1]]+phi[[1],[3, 2, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     91 tau_infinity subcells with 4 member(s)
  subcells = [
     [434606],[466384],[481556],[495535],[495875],[496075],[497451],[500784],[503018],[509546],[519982],[521420],[521446],[522360],[526953],[526975],[528926],[534439],[534779],[534979],[543994],[544020],[545466],[549769],[550149],[551593],[551933],[552133],[555778],[555804],[556718],[565224],[568443],[570026],[570366],[570650],[570676],[571590],[575172],[583645],[583798],[583824],[585946],[587257],[587789],[598708],[598831],[600525],[610985],
     [342460,573700],[369174,586317],[371018,439443],[378142,590343],[400833,599785],[401356,599938],[404142,600805],[405336,470358],[412801,573726],[421634,607064],[428467,491298],[434581,611782],[435086,611905],[436556,497600],[437649,586343],[438786,499431],[445706,554340],[450931,616497],[451454,616650],[454240,617517],[458307,517485],[460883,518661],[463035,520131],[466430,621299],[466858,599964],[468224,524161],[469018,569212],[470308,525785],[471767,622623],[474243,623173],[474766,623326],[475989,536355],[479322,539688],[481531,624885],[482036,625008],[484599,607090],[488442,541922],[488464,541944],[492886,544340],[497425,547768],[497550,547794],[500704,629580],[502993,630002],[503498,630125],[507573,561311],[507595,561333],[509592,631274],[510020,616676],[512180,594331],[515537,562904],[515917,563284],[519956,565472],[520081,565498],[524042,568348],[526928,634774],[528972,635076],[529400,623352],[532615,579475],[532995,579855],[540214,581299],[540554,581639],[544221,583550],[550195,638510],[553571,593562],[555154,595145],[555494,595485],[561843,596709],[573329,606693],[574640,608004],[590063,617237],
     [215891,285836,490942,542869],[247472,318972,515424,561784],[250200,322105,460829,518406],[272483,344352,532502,574581],[282416,354854,539819,580191],[282850,355121,487839,540152],[285788,358340,428709,491339],[299197,371066,549656,587198],[307839,379738,554759,590913],[308273,380005,506970,555092],[318466,390379,561493,595769],[318491,390404,515298,561668],[318924,390636,460594,518185],[334795,405738,569631,601375],[335229,406005,526350,569964],[341937,413815,573547,604392],[343846,414338,574290,604545],[343871,414363,532376,574465],[344304,414595,423478,486393],[353617,423526,579362,607945],[354452,424397,490116,542094],[354557,424659,539960,580215],[354603,424705,580096,608536],[358741,428757,582842,610505],[368651,438663,586164,612859],[370560,439186,586907,613012],[370585,439211,549530,587082],[377637,446849,590220,615420],[377662,446874,506197,554489],[379336,447046,455434,513520],[379441,447308,554900,590937],[379487,447354,590818,615543],[388719,455836,594750,618087],[389153,456103,560708,595083],[389979,456954,517528,563499],[390121,457213,561618,595795],[393809,460642,597657,620050],[394137,461163,597869,620303],[394380,461239,564629,598103],[403637,470161,600682,622096],[403662,470186,525577,569361],[405441,470620,569772,601399],[405487,470666,601280,622219],[411708,476138,483506,536504],[412327,477754,531790,574046],[412373,477800,604017,624088],[413938,477969,485736,538335],[414080,478228,574415,604571],[421111,485613,606911,625962],[423020,486136,607654,626115],[423045,486161,579236,607829],[424347,487274,542044,581839],[425806,490023,608940,627386],[427701,490518,609819,627552],[428135,490785,582404,610152],[437175,499216,548944,586663],[437221,499262,612484,629205],[438928,499690,587032,613038],[444912,504781,511386,558519],[445166,505865,554314,590591],[445506,506205,554439,590617],[446996,506405,513470,560143],[448455,514929,615947,632598],[453735,513323,617394,632071],[453760,513348,559935,594480],[455539,513782,594891,618111],[455585,513828,617992,632194],[458227,517405,619016,633148],[460136,517928,619759,633301],[460161,517953,597531,619934],[468478,525245,569186,601053],[468818,525585,569311,601079],[475963,530614,536329,577474],[476088,530640,536454,577500],[476313,531554,573927,604297],[479242,539608,624463,636930],[484125,538120,578650,607410],[484171,538166,625587,636555],[485878,538594,607779,626141],[488417,541897,626859,637352],[490221,542356,609960,627576],[490267,542402,627457,637475],[497775,548708,586544,612764],[504662,553476,558400,593467],[507548,561286,630972,639995],[511640,559603,594305,617765],[511980,559943,594430,617791],[515963,563330,632773,640297],[517670,563758,619884,633327],[533041,579901,635781,642067],[536679,578414,607291,625867]
   ]
cell #2225 :
  |C| = 315
  W-rep = phi[[2, 2, 1],[1, 1]]+phi[[2, 1, 1],[2, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [270544],[297258],[306294],[318571],[330219],[333250],[342310],[343951],[345329],[351678],[354709],[355968],[364884],[366115],[369024],[370665],[377940],[378362],[379593],[384143],[384588],[387174],[390229],[399995],[400068],[401206],[403940],[404362],[405593],[410143],[412977],[413050],[414188],[415898],[417344],[418575],[421484],[423125],[435306],[437825],[437898],[439036],[442192],[443423],[446090],[446128],[448539],[450093],[450166],[451304],[454038],[454460],[455691],[460241],[467034],[467107],[467841],[469402],[469440],[473405],[473478],[474616],[476850],[477066],[479389],[482256],[484775],[484848],[485986],[489142],[490373],[496459],[497136],[497209],[498312],[498528],[503718],[505406],[510196],[510269],[511003],[512564],[512602],[516567],[516640],[517778],[523113],[523366],[524786],[529576],[529649],[530383],[535363],[536040],[536113],[537216],[537432],[552517],[553194],[553267],[557471],[557724],[559144],[572343],[572596],
     [107316,433822],[132148,465696],[146220,480772],[159472,495076],[159903,433860],[167682,502234],[175310,508858],[188549,521678],[189821,465480],[192433,523774],[198622,528238],[206422,533980],[206853,480810],[214632,541138],[218084,491968],[221115,494742],[222374,434884],[224622,547102],[225116,547407],[231270,551134],[231701,502272],[238647,556036],[239919,508642],[242531,558132],[248720,562596],[252370,461910],[255425,465262],[258974,567729],[259111,567847],[259542,523812],[264647,570908],[265919,528022],[268531,573004],[273575,533646],[274834,481834],[277082,576808],[277576,577113],[283730,580840],[284161,541176],[287890,429682],[289531,584056],[290909,372043],[291331,584416],[293889,585107],[294507,496497],[294648,547191],[300289,550800],[301548,503296],[303796,589425],[304290,589730],[309349,508424],[312898,592848],[313035,592966],[313466,558170],[319843,562380],[324016,397054],[324438,598582],[325669,566109],[327367,599293],[327440,566552],[329926,522897],[330664,410588],[336305,527804],[339854,603310],[339991,603428],[340422,573042],[345751,605163],[348309,605854],[348927,535401],[349068,576897],[360517,610868],[360590,583474],[361728,545253],[363400,545761],[363438,440746],[365789,546685],[372465,613630],[375023,614321],[375641,552555],[375782,589514],[381291,616005],[381364,591671],[383850,557255],[395992,519413],[396030,463665],[397476,620871],[398441,471851],[398657,566659],[407291,622681],[407364,602133],[409850,572127],[415860,575467],[418249,576391],[429900,493187],[430116,543777],[431454,628314],[431527,611189],[432439,500851],[440708,588084],[443097,589008],[448755,591778],[462244,520337],[463627,599126],[472067,602240],[493403,611296]
   ]
cell #2226 :
  |C| = 392
  W-rep = phi[[2, 2, 2, 1],[]]+phi[[2, 2, 1, 1],[1]]+phi[[2, 1],[2, 1, 1]]+phi[[2],[2, 2, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     56 tau_infinity subcells with 1 member(s)
     140 tau_infinity subcells with 2 member(s)
     14 tau_infinity subcells with 4 member(s)
  subcells = [
     [358601],[392283],[394185],[400726],[412122],[415514],[419802],[426504],[426540],[434454],[436970],[445317],[445744],[450824],[452479],[452515],[458488],[458906],[466179],[466313],[468629],[469056],[471755],[474136],[476415],[481404],[482548],[482966],[483920],[488671],[489079],[495686],[497877],[500597],[502866],[508091],[509341],[509475],[510532],[510940],[511791],[512218],[516202],[522462],[526801],[528721],[528855],[533506],[534590],[535675],[536781],[550078],[551744],[555929],[556820],[571692],
     [153404,428517],[182411,459016],[183441,460911],[208890,483076],[213421,488492],[214218,488686],[215879,428439],[237584,507623],[242117,510547],[247153,515727],[247460,458279],[248249,516175],[263584,527003],[272164,532805],[272471,479294],[273923,533521],[277105,535648],[282309,488155],[282436,540338],[283667,540792],[292910,366463],[298878,549959],[299185,500756],[306642,554236],[307732,507286],[307859,555278],[309655,555902],[312972,557786],[317508,561361],[318339,515712],[318508,561945],[322435,518689],[328884,401512],[333598,569108],[334688,526666],[334815,570150],[341830,531540],[342616,573824],[343719,532790],[343888,574742],[345280,575125],[345688,575274],[347330,418923],[353298,579665],[353605,539660],[354486,540365],[358196,541972],[358729,491270],[359662,429633],[363054,440362],[364413,434835],[364821,435243],[367342,444650],[368544,548694],[369330,586441],[370433,549944],[370602,587359],[374044,443771],[377510,554221],[377891,590296],[378299,590445],[379370,555305],[380926,591527],[382808,451610],[387522,594227],[388612,561024],[388739,595269],[393490,563094],[393797,517457],[394125,461151],[395219,462014],[395646,463281],[399140,465213],[399630,466669],[402381,475791],[402417,475827],[403510,569093],[403891,600758],[404299,600907],[405370,570177],[408808,474922],[412256,573851],[412612,604077],[416873,481785],[417281,482193],[421004,578400],[421790,607188],[422893,579650],[423062,608106],[425794,490011],[427594,541635],[427721,581423],[429465,492039],[433049,494846],[433476,496113],[435598,504010],[436016,504428],[437104,586468],[437460,612544],[441721,503247],[442129,503655],[448443,514917],[449238,508375],[449728,509831],[453608,594212],[453989,617470],[454397,617619],[455468,595296],[458120,517298],[460009,563079],[460178,596811],[464929,527471],[465045,521749],[467370,529912],[467778,530320],[472550,527755],[473040,529211],[479135,539501],[479999,533750],[480426,535017],[484054,607215],[484410,625647],[488290,541770],[490150,581450],[492636,544920],[493886,545204],[494602,550660],[496771,552829],[501461,550904],[501888,552171],[507421,561159],[508207,556107],[515846,563213],[519863,565969],[520947,566213],[521571,570801],[527587,570979],[532924,579784],[544145,583949],[545036,584127],
     [161940,233738,436126,504538],[192019,268117,467385,529927],[221463,300637,494617,550675],[224645,303819,496744,552802],[252718,326017,519878,565984],[255731,336611,521544,570774],[259048,339928,523428,572658],[288196,362034,544118,583922],[290860,371994,545419,587742],[291268,372402,545568,587891],[323967,397005,565177,598784],[324375,397413,565326,598933],[327002,406926,566408,601989],[360152,431089,583330,611045]
   ]
cell #2227 :
  |C| = 413
  W-rep = phi[[2, 2],[1, 1, 1]]+phi[[2, 1],[2, 1, 1]]+phi[[1],[3, 2, 1]]+phi[[],[3, 3, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     140 tau_infinity subcells with 2 member(s)
     21 tau_infinity subcells with 4 member(s)
  subcells = [
     [440230],[471089],[477035],[497672],[498497],[500094],[505564],[520203],[522734],[523082],[524204],[524944],[526394],[531268],[533229],[537401],[544383],[546536],[546843],[547693],[547832],[548422],[553944],[557092],[557440],[559302],[565397],[565536],[567292],[567530],[568295],[568816],[570529],[571964],[572312],[576242],[576549],[578128],[583497],[587631],[588859],[589166],[592411],[592649],[593935],[601875],[602873],[603111],[613428],
     [293708,546551],[329665,567265],[348128,576257],[358366,428343],[358441,428609],[365072,584838],[365576,584977],[371864,587694],[374842,588874],[383589,592384],[390662,457563],[391423,459794],[393981,460816],[398626,599373],[400250,599637],[406739,601890],[406764,601911],[409589,602846],[414621,478578],[415382,487180],[417532,605585],[418036,605724],[424558,487584],[424991,487826],[425128,489345],[430085,583233],[432597,611488],[434047,585133],[439469,500040],[439610,613226],[440123,613401],[442380,614052],[442884,614191],[447207,506715],[447640,506957],[447777,514251],[448724,616085],[450348,616349],[457105,515198],[457120,515213],[457617,516795],[462402,598414],[464657,599403],[468362,621786],[470519,526095],[470952,526337],[471074,622392],[471578,622531],[472036,622761],[473660,623025],[476210,536576],[476687,531928],[478120,532276],[478135,532291],[478632,538998],[479547,624591],[480997,605880],[486419,538944],[487372,539886],[487399,539913],[487883,541363],[491365,543268],[492364,583263],[493024,628278],[493372,628394],[494325,550383],[497657,628993],[498149,549082],[499582,549430],[499597,549445],[500121,629432],[501009,629708],[502459,614347],[504824,558562],[505257,554546],[505272,554561],[506503,554826],[506530,554853],[507014,560752],[507819,616115],[513681,560453],[514114,560695],[515030,561557],[518211,564108],[518519,564541],[518785,564616],[519586,565692],[520188,633885],[520495,633960],[524231,634369],[524637,569418],[524652,569433],[525883,569698],[525910,569725],[527199,622791],[530539,577399],[530678,577538],[531003,574089],[531030,574116],[532108,574354],[537053,578788],[538486,579136],[538501,579151],[540717,581802],[542255,582149],[542688,582391],[544410,637932],[544648,628424],[548157,586706],[548184,586733],[549262,586971],[553423,593414],[553649,590516],[553788,590655],[555657,595648],[558995,594537],[559010,594552],[560241,594817],[560268,594844],[562217,597083],[563650,597431],[563665,597446],[568521,600978],[568660,601117],[573399,604244],[575014,608378],[577863,607453],[577890,607480],[578968,607718],[580691,609606],[581937,609886],[581964,609913],[586016,612711],[591413,618587],[593640,617690],[593779,617829],[596185,619585],[597263,619823],[604961,626531],[606763,625814],
     [285934,358687,542977,582783],[319770,393069,562280,597146],[322164,394272,564306,597981],[345150,424324,575077,608441],[355855,427302,580706,609621],[355880,427327,580727,609642],[380739,456837,591428,618602],[380764,456862,591449,618623],[390803,459174,595983,619383],[391316,459687,596158,619558],[414762,486560,604759,626329],[415275,487073,604934,626504],[425113,489330,608709,627155],[425617,489834,608848,627294],[445050,511524,615110,631761],[447762,514236,615716,632367],[448266,514740,615855,632506],[457644,516822,618868,633000],[476195,536561,623876,636343],[478659,539025,624315,636782],[504851,558589,630567,639590]
   ]
cell #2228 :
  |C| = 553
  W-rep = phi[[2, 1],[2, 1, 1]]+phi[[1, 1],[3, 1, 1]]+phi[[2],[2, 2, 1]]+phi[[1],[3, 2, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     91 tau_infinity subcells with 4 member(s)
  subcells = [
     [329753],[365594],[383677],[395300],[400331],[400739],[402532],[406820],[409677],[418054],[429552],[430431],[433130],[434134],[440211],[440247],[442902],[450429],[450837],[461927],[465132],[466011],[471178],[471596],[473741],[474149],[480080],[481084],[494759],[497761],[500202],[500610],[501542],[502546],[508294],[509173],[520292],[521028],[524312],[526481],[527674],[528553],[533663],[544491],[545123],[547919],[550817],[565623],[566126],
     [196622,471706],[229135,500217],[260445,524327],[263627,526454],[289065,544506],[295923,547892],[299240,549776],[322220,394328],[325148,565596],[331548,568301],[331956,568450],[355936,427383],[358458,428626],[360853,583503],[361261,583652],[365571,434508],[367448,585849],[376532,452630],[377271,445398],[380820,456918],[391404,459775],[391440,459811],[396304,598611],[400662,466331],[403271,468710],[411954,477381],[412041,476502],[415363,487161],[415399,487197],[418031,481458],[425217,489434],[425635,489852],[434215,495767],[434436,495821],[436802,498843],[436889,497964],[440288,500778],[442879,502920],[445230,505089],[447866,514340],[448284,514758],[450760,509493],[453369,511872],[457725,516903],[458133,517311],[466098,522549],[468542,524469],[471573,526855],[474072,528873],[476299,536665],[478740,539106],[479148,539514],[481165,534671],[481386,534725],[483752,537747],[483839,536868],[487970,541450],[495599,546368],[500533,550096],[502627,551825],[502848,551879],[504932,558670],[507101,560839],[509260,556907],[511704,558827],[526783,570312],[528640,571779],[530765,577625],[534503,576074],[551657,588691],
     [125958,183576,394076,461102],[151974,215261,425745,489962],[153323,215903,428422,491062],[173310,246720,448394,514868],[181245,247484,458262,516058],[181368,249003,457740,516918],[183426,250194,394093,460928],[204164,272495,479277,533136],[204287,281595,478755,539121],[213027,282619,488066,540461],[213406,282844,425762,488509],[213464,284401,487943,541423],[229012,299209,500739,550290],[234445,314369,504947,558685],[237190,308042,507197,555401],[237569,308267,448411,507640],[237627,317551,507074,560812],[246947,318393,457829,515816],[246970,318622,515604,562005],[247515,320553,515544,562911],[263190,334998,526577,570273],[263569,335223,471723,527020],[269209,350343,530738,577598],[270078,343485,531126,574212],[271958,343773,478844,532894],[271981,344002,532682,574802],[272526,353660,532622,579482],[281472,353629,539643,579996],[282245,354504,488051,540446],[282322,354760,540278,580523],[286117,358753,491253,543156],[296792,370199,548280,586829],[298672,370487,500306,550048],[298695,370716,549836,587419],[304592,385472,553429,593420],[305000,385880,553578,593569],[305750,377564,505361,554650],[305773,379072,553848,590715],[307668,379388,507182,555386],[307745,379644,555218,591245],[317114,388922,560935,595392],[317493,389147,514885,561378],[318321,390067,515631,562032],[321918,393821,517440,563425],[322420,394374,461119,518706],[332706,403564,524741,569522],[332729,405072,568720,601177],[334624,405388,526562,570258],[334701,405644,570090,601707],[340734,419908,573232,606596],[341435,413313,573405,604250],[341766,412274,531111,574197],[341843,413721,573554,604399],[343701,414026,532709,574829],[351212,422659,577986,607576],[353092,422947,539210,579754],[353115,423176,579542,608166],[357802,427904,541546,581546],[358181,428129,489979,541989],[358499,428461,428667,491292],[368149,438161,586022,612717],[368480,437122,548265,586814],[368557,438569,586171,612866],[370415,438874,549863,587446],[377190,446402,590123,615323],[377492,445452,553875,590742],[386630,453662,559099,594641],[386653,455170,593839,617889],[388548,455486,560920,595377],[388625,455742,595209,618419],[391481,458301,459852,517479],[393284,460063,517007,563183],[393307,460292,562971,596871],[403190,469714,600585,621999],[403492,468764,568747,601204],[415440,479316,487238,539682],[420609,485111,606769,625820],[420940,484072,577971,607561],[421017,485519,606918,625969],[422875,485824,579569,608193],[425612,488344,489829,541824],[427530,490168,541531,581531],[427607,490424,581363,609438],[448261,507475,514735,561213],[453288,512876,617297,631974],[453590,511926,593866,617916],[458056,515864,517234,563231],[459991,517616,562998,596898],[479071,532942,539437,579802],[488272,540500,541752,581585],[507403,555440,561141,595431]
   ]
cell #2229 :
  |C| = 427
  W-rep = phi[[2, 2, 1, 1],[1]]+phi[[2, 1, 1, 1],[2]]+phi[[2, 2],[1, 1, 1]]+phi[[2, 1],[2, 1, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     91 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     49 tau_infinity subcells with 4 member(s)
  subcells = [
     [394104],[394181],[425773],[426536],[428435],[448422],[452511],[457920],[458275],[458484],[461130],[471734],[478935],[479290],[482544],[488123],[488151],[488637],[489990],[491185],[491266],[500397],[500752],[505840],[507254],[507282],[508087],[510498],[514896],[515678],[515694],[516176],[516752],[517098],[517453],[525220],[526634],[526662],[531508],[531536],[532756],[532772],[533472],[535649],[536225],[539301],[539656],[540339],[541155],[541603],[541631],[548662],[548690],[549910],[549926],[554187],[554203],[555279],[555729],[555903],[558149],[559578],[560992],[561020],[562637],[563045],[563061],[569059],[569075],[570151],[573651],[573825],[575136],[577154],[578368],[578396],[579616],[579632],[581061],[581424],[586268],[586442],[590307],[593187],[594178],[594194],[595270],[600769],[607015],[607189],[617481],
     [322300,518607],[356716,541319],[358556,543036],[377343,554104],[380900,591530],[385336,558313],[392104,562665],[392238,562791],[402413,475823],[403343,568976],[412104,573752],[412586,604080],[419623,577182],[419757,577308],[425994,580904],[426321,581045],[433839,547119],[434287,585293],[435594,504006],[436952,586369],[437434,612547],[445291,590361],[451969,593030],[452296,593171],[453441,594095],[458456,596359],[458792,596484],[464925,527467],[465737,567770],[466161,599990],[467336,529878],[468603,600823],[479823,605346],[480789,576825],[481237,606040],[482516,606250],[482852,606375],[483902,607116],[484384,625650],[488653,609011],[492632,544916],[494568,550626],[495297,585392],[495660,611923],[496745,552803],[497321,553379],[502251,589442],[502699,614507],[508059,616160],[508899,592889],[509323,616702],[510514,616877],[511765,617535],[519829,565935],[521371,570601],[521545,570775],[523791,573021],[528279,603351],[528703,623378],[533488,624644],[534201,606139],[534564,625026],[543945,583749],[544119,583923],[545430,587753],[547448,589771],[551355,614606],[551718,630143],[565188,598795],[568068,603649],
     [257300,401695,465765,567798],[292727,435357,495281,585376],[311224,451793,508927,592917],[323419,461863,519746,598456],[326976,406900,566411,601992],[328434,466633,522010,599889],[328770,467158,522135,600063],[331412,411336,523955,573185],[338180,475105,528307,603379],[347147,482307,534185,606123],[359644,491937,544046,610809],[360126,431063,583333,611048],[363865,494485,494695,611530],[364395,496101,545941,611869],[367163,444471,547476,589799],[367297,444605,547602,589925],[373861,503769,551339,614590],[382358,509795,556368,616601],[382694,510320,556493,616775],[395193,461988,565242,620609],[399122,521472,521647,621123],[399604,466643,522830,621362],[401871,475281,567911,603492],[402198,475608,568052,603633],[408358,529175,571240,623277],[408694,529700,571365,623451],[416325,533389,533599,624633],[416855,535005,575647,624972],[432873,501285,584599,613813],[433023,494820,545484,628515],[435566,503978,585503,614717],[435902,504314,585628,614842],[441173,550543,550753,629750],[441703,552159,588264,630089],[449220,555830,556005,631098],[449702,509805,557188,631337],[462678,520771,565158,621054],[464092,565852,566062,634002],[464897,527439,599448,622836],[467352,529894,600165,623553],[472532,570702,570877,634900],[473014,529185,572060,635139],[479973,533724,575190,635865],[492604,544888,583308,628469],[493868,583850,584025,638004],[494584,550642,611541,629761],[501435,550878,587807,638594],[519845,565951,598467,634013],[520921,566187,598849,640776]
   ]
cell #2230 :
  |C| = 553
  W-rep = phi[[2, 1],[2, 1, 1]]+phi[[1, 1],[3, 1, 1]]+phi[[2],[2, 2, 1]]+phi[[1],[3, 2, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     91 tau_infinity subcells with 4 member(s)
  subcells = [
     [293702],[329675],[348122],[359744],[365154],[365586],[367419],[374836],[383599],[395292],[396275],[399222],[400323],[406733],[409599],[417614],[418046],[429523],[433122],[434105],[440133],[440303],[442462],[442894],[449320],[450421],[465103],[471156],[471588],[471701],[472632],[473733],[480072],[481055],[493968],[497739],[500149],[500194],[501534],[502517],[508265],[520270],[521020],[524259],[524304],[527645],[544438],[544483],[545094],
     [165746,500716],[196185,526437],[225991,547875],[229057,549730],[253510,565579],[260367,568404],[263619,526452],[288987,583606],[295483,585848],[295915,547890],[324708,598610],[325140,565594],[329643,400716],[331540,568299],[340705,419879],[341517,412204],[355849,427296],[358514,428682],[360845,583501],[365508,434464],[368231,437052],[377161,446373],[377263,445390],[380733,456831],[383567,450814],[391326,459697],[391496,459867],[394071,461097],[400413,466261],[400654,466323],[403161,469685],[403263,468702],[409567,474126],[412012,476473],[415285,487083],[415455,487253],[417968,481414],[420691,484002],[425195,489412],[425627,489844],[425740,489957],[434207,495759],[436860,497935],[440101,500587],[442816,502876],[447844,514318],[448276,514750],[448389,514863],[450511,509423],[450752,509485],[453259,512847],[453361,511864],[457672,516850],[457717,516895],[466069,522520],[471010,526376],[471510,526811],[473823,528803],[474064,528865],[476277,536643],[478687,539053],[478732,539098],[481157,534663],[483810,536839],[500525,550088],[502619,551817],[504879,558617],[504924,558662],[509231,556878],[528611,571750],
     [101519,153432,428399,491230],[124798,182891,458239,517417],[125877,183378,460793,518392],[144284,212696,479254,539620],[151379,213358,487803,540138],[151537,214824,487926,541406],[153254,215797,428321,490965],[172715,237521,506934,555078],[172873,246283,507057,560795],[180889,247245,515073,561600],[181176,247378,457541,515447],[181290,248925,515498,562865],[196027,263521,526314,569950],[201143,278451,530721,577581],[203808,272256,532151,574397],[204095,272389,478556,532525],[204209,281517,532576,579436],[212917,282299,487427,539941],[212949,282541,539780,580152],[213456,284393,487941,541421],[228656,298970,549305,587014],[228943,299103,500018,549679],[234367,314291,553532,593523],[235237,307434,553831,590698],[237080,307722,506558,554881],[237112,307964,554720,590874],[237619,317543,507072,560810],[246125,317445,560672,595069],[246884,318349,457807,515794],[246962,318614,515602,562003],[261237,334390,568703,601160],[263080,334678,525938,569753],[263112,334920,569592,601336],[268769,349903,573231,606595],[269201,350335,530736,577596],[269968,341820,531058,574144],[270000,343407,573508,604353],[271895,343729,478822,532872],[271973,343994,532680,574800],[281116,353390,579011,607761],[281403,353523,538922,579385],[282237,354496,488043,540438],[285603,358133,582368,610138],[296682,368534,548212,586761],[296714,370121,586125,612820],[298609,370443,500284,550026],[298687,370708,549834,587417],[304584,385464,553427,593418],[305333,378632,590122,615322],[305687,377520,505339,554628],[305765,379064,553846,590713],[307660,379380,507174,555378],[315161,388314,593822,617872],[317004,388602,560296,594872],[317036,388844,594711,618048],[321562,393582,597306,619866],[321849,393715,564086,597680],[322489,394480,564593,598089],[332289,404632,600584,621998],[332643,403520,524719,569500],[332721,405064,568718,601175],[334616,405380,526554,570250],[341427,413305,573403,604248],[341758,412266,531103,574189],[351102,420994,577918,607508],[351134,422581,606872,625923],[353029,422903,539188,579732],[353107,423168,579540,608164],[357692,427584,581992,609941],[357724,427826,609780,627513],[358801,428815,543246,582865],[368141,438153,586020,612715],[368472,437114,548257,586806],[386213,454730,617296,631973],[386567,453618,559077,594619],[386645,455162,593837,617887],[388540,455478,560912,595369],[391294,458110,459665,517288],[393221,460019,516985,563161],[393299,460284,562969,596869],[394039,460855,518843,564655],[415253,479125,487051,539491],[420601,485103,606767,625818],[420932,484064,577963,607553],[425049,487865,542746,582430],[425549,488300,489766,541780],[427522,490160,541523,581523],[447698,506996,514172,560734],[448198,507431,514672,561169],[458048,515856,517226,563223],[479063,532934,539429,579794]
   ]
cell #2231 :
  |C| = 126
  W-rep = phi[[2],[3, 1, 1]]
  special rep = phi[[2],[3, 1, 1]] , dim = 126
  orbit = [5, 5, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [125975],[151991],[153363],[173327],[181644],[181856],[183593],[196639],[204563],[204775],[213547],[213761],[215278],[216060],[229411],[229623],[236121],[237710],[237924],[246737],[247556],[247817],[249279],[249491],[250223],[262121],[263710],[263924],[269292],[270892],[272567],[272828],[281871],[282083],[282873],[282932],[284484],[284698],[296006],[297606],[299281],[299542],[305041],[306032],[306647],[308296],[308355],[316045],[317634],[317848],[318705],[320594],[320855],[325231],[331997],[332988],[333603],[335252],[335311],[340910],[341147],[342095],[344085],[350426],[352026],[353701],[353962],[354801],[356770],[361302],[367624],[367861],[368809],[370799],[376701],[377777],[379155],[379685],[385921],[386912],[387527],[389176],[389235],[390345],[394403],[396480],[396717],[402701],[403777],[405155],[405685],[411494],[413762],[414304],[420084],[420321],[421269],[423259],[428158],[430600],[436342],[438610],[439152],[446578],[446815],[452799],[453875],[455253],[455783],[460375],[462821],[469890],[470127],[477550],[483292],[485560],[486102],[490465],[499012],[505983],[513052],[513289],[517894],[525363],[537916],[559721]
   ]
cell #2232 :
  |C| = 553
  W-rep = phi[[2, 1],[2, 1, 1]]+phi[[1, 1],[3, 1, 1]]+phi[[2],[2, 2, 1]]+phi[[1],[3, 2, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     91 tau_infinity subcells with 4 member(s)
  subcells = [
     [400828],[434527],[450926],[461959],[466043],[466385],[468009],[471762],[474238],[481477],[492012],[492671],[494791],[495572],[500699],[500732],[502939],[509205],[509547],[519349],[521722],[522381],[526507],[526874],[528585],[528927],[533695],[534476],[545697],[547945],[549808],[550150],[550849],[551630],[556080],[556739],[565649],[566158],[568482],[570063],[570952],[571611],[575403],[583684],[584100],[585983],[588020],[598745],[599062],
     [264241,526982],[299329,549821],[332045,568495],[335291,570051],[361350,583697],[365677,495869],[367841,585971],[371100,587278],[377366,505121],[394132,461158],[396697,598733],[400780,522611],[402564,600478],[402906,600546],[403366,524501],[412123,530916],[418137,534773],[425801,490018],[428415,491246],[430463,610938],[430805,611006],[434310,546400],[434547,546440],[436261,612341],[436971,548070],[440298,550305],[442985,551927],[444697,511171],[445284,553707],[448450,514924],[450878,556969],[453464,558859],[458222,517400],[458255,517433],[462740,620697],[466180,567178],[468596,568579],[471679,570360],[474190,571841],[476334,531575],[479237,539603],[479270,539636],[481260,576106],[481497,576146],[483921,577776],[487996,541476],[488363,541843],[495653,584896],[497796,548729],[500651,587508],[502722,588723],[502959,588763],[507127,560865],[507494,561232],[509342,592297],[511758,593698],[515576,562943],[515918,563285],[526894,601779],[528722,602759],[530791,577651],[532654,579514],[532996,579856],[534557,605643],[536700,578435],[540251,581336],[551711,614110],[553610,593601],[555191,595182],[573366,606730],
     [183436,322075,394106,518495],[183478,250400,460890,518668],[213416,355091,425775,540693],[214078,285015,488471,541951],[215886,285831,428433,542956],[237579,379975,448424,555633],[238241,318165,507602,561340],[247053,390115,457922,562058],[247467,318967,458273,562259],[247604,320642,515589,562956],[263579,405975,471736,570505],[272064,414074,478937,574855],[272478,344347,479288,575056],[272615,353749,532667,579527],[282363,424435,488146,580555],[282411,354849,488149,580568],[282912,356750,540239,581324],[298778,438922,500399,587472],[299192,371061,500750,587673],[305089,385969,553623,593614],[305856,445500,505842,590768],[307786,447084,507277,591277],[307834,379733,507280,591290],[308335,389215,555179,595170],[317503,456073,514898,595624],[318412,390325,515667,596059],[318432,457009,515713,596071],[319006,392305,561864,596730],[322430,461132,461209,564517],[332812,468812,525222,601230],[334742,470396,526657,601739],[334790,405733,526660,601752],[341127,420301,573354,606718],[341884,476564,531531,604431],[341932,413810,531534,604444],[343792,414284,532745,604835],[343812,478024,532791,604847],[344386,423560,574661,608025],[353198,485872,539303,608219],[353612,423521,539654,608420],[354558,424660,540332,608767],[358191,489992,490755,581778],[358509,428677,491077,543171],[358736,428752,491264,582762],[368598,498026,548685,612898],[368646,438658,548688,612911],[370506,439132,549899,613302],[370526,499486,549945,613314],[376564,452662,590016,617190],[376906,453004,590084,617258],[377583,446795,554176,615445],[377603,505161,554222,615457],[379442,447309,555272,615774],[386736,511974,559580,617942],[388666,513558,561015,618451],[388714,455831,561018,618464],[391491,459862,516073,563440],[393390,517100,517664,596924],[393804,460637,517451,597125],[403583,470107,569048,622121],[403603,524541,569094,622133],[405442,470621,570144,622450],[411413,483211,603874,625444],[411986,477413,573615,624041],[412328,477755,573818,624109],[415450,487248,533151,580011],[421058,536930,578391,626001],[421106,485608,578394,626014],[422966,486082,579605,626405],[422986,538390,579651,626417],[425718,489935,540548,581633],[427648,541626,542132,609470],[427696,490513,541629,609483],[436834,498875,586232,629158],[437176,499217,586435,629226],[445203,505902,590284,630672],[448367,514841,555488,595479],[453681,513269,594167,632096],[453701,558899,594213,632108],[455540,513783,595263,632425],[458174,517352,562094,596960],[460082,517874,563034,619459],[460102,563080,563554,619471],[468515,525282,600746,634474],[479189,539555,574891,608255],[483784,537779,606979,636508],[484126,538121,607182,636576],[488383,541863,580595,609510],[490222,542357,581417,627213],[507514,561252,591317,618491],[511677,559640,617458,639695]
   ]
cell #2233 :
  |C| = 126
  W-rep = phi[[2],[3, 1, 1]]
  special rep = phi[[2],[3, 1, 1]] , dim = 126
  orbit = [5, 5, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [153385],[181878],[183482],[204797],[213923],[214082],[216082],[229645],[238086],[238245],[247608],[247926],[249513],[250404],[264086],[264245],[271754],[272619],[272937],[282105],[282954],[283310],[284860],[285019],[285835],[298468],[299333],[299651],[305093],[307456],[308377],[308733],[318010],[318169],[318971],[319040],[320646],[320964],[332049],[334412],[335333],[335689],[341169],[342875],[343490],[344351],[344420],[352888],[353753],[354071],[354853],[356792],[357148],[361354],[367883],[369589],[370204],[371065],[371134],[376795],[376940],[378551],[379737],[385973],[388336],[389257],[389613],[390367],[392339],[396739],[402795],[402940],[404551],[405737],[411609],[413199],[413814],[414326],[420343],[422049],[422664],[423525],[423594],[424694],[428756],[430694],[430839],[436457],[438047],[438662],[439174],[444832],[446837],[447343],[452893],[453038],[454649],[455835],[460641],[462936],[468144],[470149],[470655],[477644],[477789],[483407],[484997],[485612],[486124],[490517],[492806],[499106],[499251],[506098],[511306],[513311],[513817],[517916],[525478],[531710],[538010],[538155],[542391],[548864],[559836],[578570]
   ]
cell #2234 :
  |C| = 553
  W-rep = phi[[2, 1],[2, 1, 1]]+phi[[1, 1],[3, 1, 1]]+phi[[2],[2, 2, 1]]+phi[[1],[3, 2, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     91 tau_infinity subcells with 4 member(s)
  subcells = [
     [434607],[466391],[481557],[492018],[495578],[495880],[497380],[500785],[503019],[509553],[519361],[519911],[521728],[522393],[526954],[526985],[528933],[534482],[534784],[543739],[545709],[546259],[549824],[550156],[551636],[551938],[556086],[556751],[566621],[568498],[570069],[570371],[570958],[571623],[575415],[575965],[583700],[584106],[585989],[587290],[588032],[588582],[591740],[598751],[599074],[600558],[602202],[611018],[611258],
     [299904,550260],[335371,570081],[367921,586001],[371106,587284],[396777,598763],[400832,522648],[402912,600552],[406049,601598],[412217,530922],[428468,491299],[430811,611012],[434569,546446],[436267,612353],[436569,612393],[437065,548076],[445399,553719],[450930,557006],[458308,517486],[460893,518671],[462746,620709],[463048,620749],[466274,567184],[466419,567217],[468021,621740],[468711,568591],[471766,570515],[474242,571878],[475918,536284],[476469,573445],[479323,539689],[481519,576152],[484015,577782],[488443,541923],[488474,541954],[492683,628232],[495768,584908],[497931,586062],[500703,587545],[502981,588769],[504980,554269],[507574,561312],[507605,561343],[509436,592303],[509581,592336],[511873,593710],[515592,562959],[515924,563291],[522516,599683],[524360,569141],[526916,601785],[528816,602765],[528961,602798],[532670,579530],[533002,579862],[534672,605655],[536835,606809],[540257,581342],[540559,581644],[550184,613353],[551826,614122],[553626,593617],[555197,595188],[555499,595490],[556874,616395],[558718,594260],[561876,596742],[571746,623071],[573372,606736],[574673,608037],[590096,617270],
     [215890,358352,428452,542959],[215939,286036,491032,543126],[247471,390648,458292,562262],[248179,321217,516028,563395],[250201,322106,460922,564327],[272482,414607,479307,575059],[273190,354324,533106,579966],[282415,424472,488248,580571],[282851,355122,488503,580748],[282992,356830,540269,581354],[299196,439455,500769,587676],[307838,447121,507379,591293],[308274,380006,507634,591470],[308415,389295,555209,595200],[318454,457015,515807,596077],[318492,390405,515810,596089],[319012,392311,561870,596736],[334794,470433,526759,601755],[335230,406006,527014,601932],[341207,420381,573384,606748],[341936,476601,532021,604447],[343834,478030,532885,604853],[343872,414364,532888,604865],[344392,423566,574667,608031],[353616,486405,539673,608423],[354564,424666,540401,608773],[354592,487324,540447,608779],[355165,426612,580414,609329],[358740,491283,491351,582765],[368650,498063,549175,612914],[370548,499492,550039,613320],[370586,439212,550042,613332],[376912,453010,590090,617264],[377625,505167,554641,615463],[377663,446875,554644,615475],[379448,447315,555341,615780],[379476,506455,555387,615786],[380049,456147,591136,618310],[388718,513595,561117,618467],[389154,456104,561372,618644],[390126,457218,561999,618914],[393808,517470,518197,597128],[394136,461162,518505,564527],[394381,461240,518700,598002],[403625,524547,569513,622139],[403663,470187,569516,622151],[405448,470627,570213,622456],[405476,525835,570259,622462],[411419,483217,603886,625456],[411721,483519,603926,625496],[412334,477761,574152,624115],[412362,530955,574198,624121],[414085,478233,574796,624361],[421110,536967,578881,626017],[423008,538396,579745,626423],[423046,486162,579748,626435],[425805,490022,540703,581788],[427700,541728,542169,609486],[428136,490786,541983,609663],[437182,499223,586769,629232],[437210,548109,586815,629238],[438933,499695,587413,629478],[444709,511183,615064,631715],[445209,505908,590506,630684],[445511,506210,590709,630724],[448454,514928,555643,595634],[453723,558905,594632,632114],[453761,513349,594635,632126],[455546,513789,595332,632431],[455574,560193,595378,632437],[458226,517404,562131,596997],[460124,563174,563560,619477],[460162,517954,563177,619489],[468521,525288,600968,634486],[468823,525590,601171,634526],[476346,531587,604238,635582],[479241,539607,574928,608292],[484132,538127,607516,636582],[484160,577815,607562,636588],[485883,538599,608160,636828],[488405,541885,580601,609516],[490228,542363,581486,627219],[490256,581532,581889,627225],[497808,548741,612705,638311],[507536,561274,591323,618497],[511683,559646,617680,639707],[511985,559948,617883,639747],[515952,563319,596110,619510],[517675,563763,596865,633046],[533030,579890,604886,626456],[536712,578447,625808,641868]
   ]
cell #2235 :
  |C| = 413
  W-rep = phi[[2, 2],[1, 1, 1]]+phi[[2, 1],[2, 1, 1]]+phi[[1],[3, 2, 1]]+phi[[],[3, 3, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     140 tau_infinity subcells with 2 member(s)
     21 tau_infinity subcells with 4 member(s)
  subcells = [
     [306408],[333364],[335195],[342451],[366229],[369165],[370372],[371110],[378107],[380984],[387288],[400802],[401347],[402878],[402916],[404107],[405267],[412670],[418689],[421625],[430777],[430815],[434499],[434572],[435051],[436271],[436487],[437518],[443537],[450900],[451445],[454205],[462750],[462966],[468019],[474212],[474757],[481449],[481522],[482001],[484468],[492681],[500673],[502911],[502984],[503463],[526846],[526919],[549714],
     [132845,466357],[160614,495798],[176007,509519],[190594,522391],[191025,466395],[199319,528899],[207564,534702],[221229,545707],[223201,495582],[229549,550122],[232412,551856],[240692,556749],[241123,509557],[250105,393915],[250166,394346],[252484,519359],[255566,521732],[257511,466727],[263604,569984],[264098,570289],[266692,571621],[267123,528937],[273689,575413],[275661,534486],[282385,354823],[282755,424925],[282816,428101],[285699,428242],[288031,492022],[291076,494904],[299166,587170],[299303,587288],[299734,550160],[300403,588030],[302375,551640],[307808,379707],[308178,447574],[308239,389119],[309490,556090],[311435,509889],[318278,459948],[318384,457389],[318457,390370],[318835,457462],[319016,392315],[324183,462072],[325783,599072],[327060,406984],[332019,600556],[334577,601247],[334764,405707],[335134,470886],[335336,570073],[336446,570962],[338391,529269],[341906,413784],[343658,422832],[343764,478404],[343837,414329],[344215,478477],[344396,423570],[345496,533808],[354383,490047],[354530,487658],[354568,424670],[360210,431147],[361324,611016],[361869,584110],[367813,612367],[367886,585993],[368620,438632],[370478,499866],[370551,439177],[370929,499939],[372210,550962],[376878,452976],[376916,453014],[377555,446767],[377628,446840],[379267,455365],[379414,506789],[379452,447319],[388688,455805],[389058,514048],[390044,515229],[396669,620723],[396742,598755],[397221,566271],[403555,470079],[403628,470152],[405414,526169],[405452,470631],[411423,483221],[411639,483437],[412300,477727],[412338,477765],[414003,532307],[421080,485582],[422938,538770],[423011,486127],[423389,538843],[427670,490487],[428040,542622],[437148,499189],[437186,499227],[438851,549461],[444707,511181],[445213,505912],[445429,506128],[453653,513241],[453726,513314],[455512,560527],[455550,513793],[458196,517374],[460054,563934],[460127,517919],[460505,564007],[461311,564741],[468525,525292],[468741,525508],[476344,531585],[479211,539577],[484098,538093],[484136,538131],[485801,579167],[488335,541815],[488408,541888],[490194,582223],[490232,542367],[491000,582900],[491451,582973],[497806,548739],[507466,561204],[507539,561277],[511687,559650],[511903,559866],[515482,597715],[517593,597462],[532560,579420],[536710,578445],
     [181782,249417,515890,563257],[183461,322455,518426,598123],[204701,282009,532968,579828],[213441,358216,540172,610172],[213935,284872,540477,581562],[215860,358710,542841,610477],[237604,317528,555112,595103],[238098,318022,555417,595408],[247441,393778,561756,620022],[247578,320616,561874,596740],[248009,321047,515928,563295],[272452,353586,574553,607917],[272589,353723,574671,608035],[273020,354154,533006,579866],[282198,427483,580063,627424],[282957,356795,540261,581346],[305063,385943,590094,617268],[307621,388501,590785,617959],[308380,389260,555201,595192],[341099,420273,603900,625470],[341172,420346,573376,606740]
   ]
cell #2236 :
  |C| = 413
  W-rep = phi[[2, 2],[1, 1, 1]]+phi[[2, 1],[2, 1, 1]]+phi[[1],[3, 2, 1]]+phi[[],[3, 3, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     140 tau_infinity subcells with 2 member(s)
     21 tau_infinity subcells with 4 member(s)
  subcells = [
     [335977],[371183],[378153],[402989],[404153],[406054],[412846],[430888],[434612],[435097],[436574],[437694],[439534],[445940],[448518],[454251],[463053],[466441],[466903],[468026],[468286],[469252],[476829],[481562],[482047],[484644],[492688],[492948],[495920],[496309],[497387],[498291],[500790],[503024],[503509],[509603],[510065],[512414],[519918],[526959],[528983],[529445],[534824],[535213],[537195],[550206],[551978],[552367],[570411],
     [191104,466468],[223663,495885],[241202,509630],[250206,322111],[250262,322334],[257557,522398],[258005,522658],[264275,527038],[267202,529010],[276123,534789],[282856,355127],[283598,357436],[285810,358384],[291122,545714],[293058,546266],[299813,550233],[299909,550262],[302837,551943],[308279,380011],[309021,389901],[311481,556756],[311929,557016],[318497,390410],[318946,390680],[319089,392388],[324229,519366],[327236,566628],[329076,522876],[335235,406011],[335376,570083],[335798,570376],[338437,571628],[338885,571888],[343877,414369],[344326,414639],[344469,423643],[345542,575420],[347478,575972],[354614,424716],[354641,424743],[355170,426617],[360386,543746],[363250,545740],[367926,586003],[370591,439217],[371040,439487],[371156,587295],[371604,587555],[372256,588037],[374192,588589],[376989,453087],[377668,446880],[379498,447365],[379525,447392],[380054,456152],[381160,591747],[383000,557234],[389159,456109],[390131,457223],[390166,457258],[390727,459098],[394386,461245],[395842,519392],[396782,598765],[397267,599079],[398420,471830],[402962,600563],[403668,470192],[405498,470677],[405525,470704],[406089,601605],[407160,602209],[409000,572106],[411726,483524],[412384,477811],[412411,477838],[414090,478238],[414125,478273],[414686,486484],[415710,575446],[423051,486167],[423500,486437],[424482,487508],[428141,490791],[428473,491304],[428731,491383],[429879,493166],[430861,611023],[431323,611265],[436609,612400],[437232,499273],[437259,499300],[438938,499700],[438973,499735],[440558,588063],[444714,511188],[444974,511448],[445516,506215],[445551,506250],[447131,506639],[453766,513354],[455596,513839],[455623,513866],[458313,517491],[460167,517959],[460616,518229],[463088,620756],[463477,599105],[468828,525595],[468863,525630],[470443,526019],[475925,536291],[476351,531592],[476611,531852],[479328,539694],[484182,538177],[484209,538204],[485888,538604],[485923,538639],[488448,541928],[490278,542413],[490305,542440],[497813,548746],[498073,549006],[504987,554276],[507579,561317],[511990,559953],[512025,559988],[513605,560377],[515974,563341],[517680,563768],[517715,563803],[524367,569148],[533052,579912],[536717,578452],[536977,578712],[540599,581684],[542179,582073],[555539,595530],[558725,594267],
     [183512,250434,460946,518724],[214112,285049,488527,542007],[215944,286041,491034,543128],[238275,318199,507658,561396],[248088,321126,516001,563368],[248184,321222,516030,563397],[273099,354233,533079,579939],[273195,354329,533108,579968],[282997,356835,540271,581356],[283419,357257,540564,581649],[308420,389300,555211,595202],[308842,389722,555504,595495],[319062,392361,561881,596747],[319510,392809,562141,597007],[341212,420386,573386,606750],[344442,423616,574678,608042],[344890,424064,574938,608302],[355205,426652,580421,609336],[376962,453060,590101,617275],[380089,456187,591143,618317],[411761,483559,603933,625503]
   ]
cell #2237 :
  |C| = 70
  W-rep = phi[[1, 1, 1],[2, 2]]
  special rep = phi[[1, 1, 1],[2, 2]] , dim = 70
  orbit = [3, 3, 3, 3, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     70 tau_infinity subcells with 1 member(s)
  subcells = [
     [150963],[172299],[195611],[201783],[226631],[234799],[245709],[258032],[260799],[269599],[279091],[285187],[293264],[296313],[311956],[314723],[319537],[328721],[329274],[338912],[344917],[347684],[350733],[355411],[364639],[371631],[374398],[380295],[382645],[383198],[390925],[392836],[406295],[408645],[409198],[412481],[414884],[417099],[424091],[426858],[435853],[437329],[439732],[441947],[445624],[456393],[458743],[459296],[466538],[467596],[468936],[476408],[482803],[484279],[486682],[488897],[495993],[497870],[504265],[509700],[510758],[512098],[522455],[529080],[530138],[534897],[536774],[552051],[556813],[571685]
   ]
cell #2238 :
  |C| = 70
  W-rep = phi[[1, 1, 1],[2, 2]]
  special rep = phi[[1, 1, 1],[2, 2]] , dim = 70
  orbit = [3, 3, 3, 3, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     70 tau_infinity subcells with 1 member(s)
  subcells = [
     [282239],[307662],[334618],[341760],[368474],[377265],[388542],[400656],[403265],[412023],[420934],[427524],[434209],[436871],[450754],[453363],[458050],[465659],[466080],[474066],[479065],[481159],[483821],[488045],[495216],[500527],[502621],[507176],[508821],[509242],[515613],[517228],[526556],[528201],[528622],[531105],[532691],[534120],[539431],[541525],[547370],[548259],[549845],[551274],[553857],[560914],[562559],[562980],[567367],[567987],[568729],[573439],[577076],[577965],[579551],[580980],[585046],[586056],[589693],[592486],[593106],[593848],[599677],[602948],[603568],[605793],[606803],[614260],[616389],[623065]
   ]
cell #2239 :
  |C| = 70
  W-rep = phi[[1, 1, 1],[2, 2]]
  special rep = phi[[1, 1, 1],[2, 2]] , dim = 70
  orbit = [3, 3, 3, 3, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     70 tau_infinity subcells with 1 member(s)
  subcells = [
     [354576],[379460],[405460],[412346],[437194],[445266],[455558],[466403],[468578],[476380],[484144],[490240],[495635],[497842],[509565],[511740],[515936],[522110],[522427],[528945],[533014],[534539],[536746],[540314],[546008],[550168],[551693],[555254],[556468],[556785],[561910],[563303],[570126],[571340],[571657],[573590],[574707],[575714],[579874],[581399],[585603],[586207],[587324],[588331],[590249],[595245],[596459],[596776],[599828],[600232],[600711],[603984],[606350],[606954],[608071],[609078],[611811],[612451],[614817],[616540],[616944],[617423],[621266],[623216],[623620],[624914],[625554],[630031],[631241],[635043]
   ]
cell #2240 :
  |C| = 70
  W-rep = phi[[1, 1, 1],[2, 2]]
  special rep = phi[[1, 1, 1],[2, 2]] , dim = 70
  orbit = [3, 3, 3, 3, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     70 tau_infinity subcells with 1 member(s)
  subcells = [
     [424503],[447152],[470464],[476632],[498094],[505072],[513626],[522679],[524452],[530872],[536998],[542200],[546351],[548026],[557037],[558810],[562162],[566923],[567134],[571909],[574959],[576057],[577732],[580506],[584696],[587576],[588674],[591228],[592042],[592253],[596027],[597028],[601690],[602504],[602715],[604221],[604803],[605443],[608323],[609421],[612200],[612688],[613270],[613910],[615294],[618402],[619216],[619427],[621503],[621610],[621970],[623971],[625303],[625791],[626373],[627013],[628777],[629088],[630420],[631478],[631585],[631945],[634185],[635280],[635387],[636127],[636438],[638856],[639406],[641290]
   ]
cell #2241 :
  |C| = 105
  W-rep = phi[[1, 1],[2, 2, 1]]
  special rep = phi[[1, 1],[2, 2, 1]] , dim = 105
  orbit = [3, 3, 3, 3, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [80132],[100142],[117591],[123968],[136971],[143454],[150967],[164916],[170596],[172303],[180133],[180724],[193908],[195615],[201787],[203643],[211866],[215713],[223728],[226635],[228491],[234803],[235072],[244006],[245713],[249696],[250498],[258036],[260803],[261072],[269627],[276188],[279095],[280951],[283484],[285191],[285848],[293268],[293537],[296341],[302902],[308907],[311960],[314727],[314996],[318984],[319541],[321397],[322077],[329302],[335863],[338916],[344364],[344921],[347688],[347957],[350761],[355093],[355415],[355684],[357322],[371078],[371635],[374402],[374671],[379977],[380299],[380568],[383226],[389787],[390117],[390953],[392840],[405977],[406299],[406568],[409226],[412485],[414076],[414912],[423538],[424095],[426862],[427131],[428769],[437333],[438924],[439760],[445502],[445652],[456075],[456397],[456666],[459324],[460654],[461211],[468814],[468964],[484283],[485874],[486710],[490757],[511976],[512126],[517666]
   ]
cell #2242 :
  |C| = 175
  W-rep = phi[[3],[2, 1, 1]]+phi[[1],[4, 1, 1]]
  special rep = phi[[3],[2, 1, 1]] , dim = 105
  orbit = [6, 4, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [165270],[195583],[196062],[225903],[228428],[228459],[253422],[260309],[260340],[262891],[262935],[288929],[288960],[295779],[295807],[295851],[298472],[325004],[325032],[325076],[331465],[331811],[331847],[360770],[361116],[361152],[367380],[367638],[394765],[396236],[396494],[402495],[429096],[430394],[461565],
     [80184,250232],[100194,282882],[101495,216105],[117643,308305],[124207,318809],[124322,250050],[125912,250452],[137023,335261],[143693,344189],[143808,212220],[150935,285159],[151221,354921],[151414,285638],[165155,370903],[172114,307346],[172271,245681],[172557,379805],[172750,246160],[180185,389185],[180661,321334],[180692,321365],[180992,390463],[183628,394412],[195426,334302],[195869,405805],[201055,278363],[203386,343349],[203580,280888],[203611,280919],[203911,414422],[212105,423363],[212728,357503],[212772,357547],[215765,428167],[228234,370063],[228759,439270],[234309,314233],[234340,314264],[236204,378928],[236726,379000],[236891,316815],[236935,316859],[245524,388226],[245967,455903],[246747,393084],[249935,460479],[262204,404928],[262726,405000],[269065,350199],[269093,350227],[269137,350271],[271036,413576],[271758,352892],[280694,422523],[281219,486220],[285445,490585],[297750,438424],[304509,385389],[304855,385735],[304891,385771],[306746,446592],[316128,455026],[316650,455098],[321665,518012],[333702,469904],[340666,419840],[340924,420098],[352170,485374],[376495,452593],[387626,513066]
   ]
cell #2243 :
  |C| = 245
  W-rep = phi[[2, 1],[2, 2]]+phi[[1, 1],[3, 2]]
  special rep = phi[[2, 1],[2, 2]] , dim = 140
  orbit = [4, 4, 3, 3]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [262906],[293517],[295822],[325047],[329115],[331615],[347937],[360920],[363289],[365050],[367507],[374651],[383039],[395881],[396363],[398604],[406548],[409039],[415749],[417510],[430063],[439573],[440597],[442358],[448702],[463516],[468325],[471052],[472014],[492987],[493350],[497635],[520166],[524128],[544307],
     [123957,457083],[143443,478098],[150994,424521],[164905,499560],[170585,505235],[172330,447170],[180704,390434],[193897,524615],[195642,470482],[201740,530927],[201814,476650],[203623,414393],[211855,538464],[212743,357518],[223717,546514],[226588,548081],[226662,498112],[228471,439241],[235021,445979],[235052,378971],[236906,316830],[243995,558973],[245740,513644],[249685,563628],[257989,567189],[258063,522697],[261021,469291],[261052,404971],[269108,350242],[269440,413380],[269777,477013],[276177,576220],[279048,577787],[279122,537016],[280931,486191],[283473,580669],[285218,542218],[293486,496348],[296154,438228],[296491,498475],[302891,588837],[304659,385539],[305229,446461],[308896,591391],[311913,592308],[311987,557055],[314945,512453],[314976,455069],[319494,596082],[319568,562180],[321377,517983],[329452,523060],[332185,469773],[335852,601853],[338869,602770],[338943,571927],[340793,419967],[344874,604858],[344948,574977],[347906,535252],[350574,485178],[350911,537379],[355633,487547],[355664,427111],[357311,609584],[371588,613325],[371662,587594],[374620,552406],[379244,615468],[380517,506678],[380548,456646],[383376,557418],[386109,512935],[389776,618565],[390766,459137],[391103,515176],[392793,619482],[392867,597046],[405244,622144],[406517,526058],[409376,572290],[413894,531891],[414725,486523],[415062,532254],[424048,626428],[424122,608341],[425091,489308],[427080,582112],[438742,549045],[439910,549408],[445013,511487],[446887,554524],[447740,514214],[455342,632119],[456615,560416],[459474,597409],[470199,569396],[476173,536539],[477365,574013],[485692,578751],[486860,579114],[498827,586630],[504748,558486],[513361,594515],[537731,607377]
   ]
cell #2244 :
  |C| = 126
  W-rep = phi[[2],[3, 1, 1]]
  special rep = phi[[2],[3, 1, 1]] , dim = 126
  orbit = [5, 5, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [271560],[282701],[285751],[298274],[307251],[308124],[318714],[318887],[321950],[334207],[335080],[342849],[343287],[344094],[344267],[352694],[354421],[354859],[354966],[369563],[370001],[370808],[370981],[376769],[378535],[379305],[379743],[379850],[388131],[389004],[389998],[390010],[402769],[404535],[405305],[405743],[405850],[411593],[411677],[413220],[413957],[413969],[422023],[422461],[423268],[423441],[427986],[430668],[436441],[436525],[438068],[438805],[438817],[444853],[444931],[444943],[452867],[454633],[455403],[455841],[455948],[460384],[460557],[462920],[463004],[468165],[468243],[468255],[477618],[483391],[483475],[485018],[485755],[485767],[490085],[490523],[490630],[491503],[492827],[492905],[492917],[499080],[506082],[506166],[511327],[511405],[511417],[515267],[517547],[517559],[518862],[525462],[525546],[531731],[531809],[531821],[532345],[537984],[539979],[539991],[542807],[548885],[548963],[548975],[549499],[554919],[554931],[559820],[559904],[561722],[569791],[569803],[574519],[578591],[578669],[578681],[579205],[587136],[594910],[594922],[597500],[607883],[609979],[609991],[619988],[628049]
   ]
cell #2245 :
  |C| = 126
  W-rep = phi[[2],[3, 1, 1]]
  special rep = phi[[2],[3, 1, 1]] , dim = 126
  orbit = [5, 5, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [285838],[318974],[322052],[343380],[344354],[354952],[355068],[370094],[371068],[378956],[379836],[379952],[390020],[390419],[404956],[405836],[405952],[413230],[413612],[413979],[414378],[422554],[423528],[424371],[424753],[428759],[438078],[438460],[438827],[439226],[444863],[444953],[446334],[447020],[447402],[455054],[455934],[456050],[456956],[460644],[461186],[468175],[468265],[469646],[470332],[470714],[476046],[476112],[477344],[477971],[485028],[485410],[485777],[486176],[490616],[490732],[490875],[492837],[492927],[497508],[497574],[498806],[499433],[504727],[504783],[511337],[511427],[512808],[513494],[513876],[515357],[517569],[517968],[520039],[520105],[524107],[524163],[531741],[531831],[532435],[536412],[536478],[537710],[538337],[540001],[542068],[542450],[544286],[544342],[548895],[548985],[549589],[554397],[554463],[554941],[558465],[558521],[561642],[563501],[569269],[569335],[569813],[573992],[574048],[574439],[578601],[578691],[579295],[580217],[586609],[586665],[587056],[590939],[594388],[594454],[594932],[597590],[601401],[607356],[607412],[607803],[610001],[610605],[618113],[619908],[627578]
   ]
cell #2246 :
  |C| = 553
  W-rep = phi[[2, 1],[2, 1, 1]]+phi[[1, 1],[3, 1, 1]]+phi[[2],[2, 2, 1]]+phi[[1],[3, 2, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     91 tau_infinity subcells with 4 member(s)
  subcells = [
     [258082],[293519],[312006],[329117],[329555],[338962],[347939],[363291],[365057],[371681],[374653],[383041],[383479],[395883],[398611],[400238],[402607],[406023],[406550],[409041],[409479],[415751],[417517],[430070],[430506],[432585],[439434],[439575],[440013],[440599],[442365],[448709],[450336],[462390],[463518],[468327],[470349],[471059],[472021],[473648],[479535],[492989],[493357],[497591],[497642],[500997],[520122],[520173],[520483],
     [196000,470922],[223732,546470],[228442,499450],[235030,445981],[258072,522699],[260323,524180],[261030,469293],[262908,525788],[269847,477020],[276192,576176],[288943,544359],[293495,496350],[293570,546521],[295824,547797],[296561,498482],[298489,500109],[302906,588793],[305552,505552],[311996,557057],[314954,512455],[319587,392886],[322123,461257],[325049,565501],[329522,523067],[331617,568351],[331864,524219],[332508,524932],[335867,601809],[338952,571929],[341342,477456],[344967,424141],[347915,535254],[347990,576227],[350981,537386],[355139,490803],[355666,427113],[358331,491330],[360922,583553],[361169,544398],[365373,546831],[367514,547772],[368056,498918],[371082,613178],[371671,587596],[374629,552408],[374704,588844],[376607,452705],[380023,456121],[380550,456648],[383446,557425],[386432,559290],[390627,518176],[390768,459139],[391206,459577],[396370,565476],[406601,601860],[409446,572297],[414586,486384],[414727,486525],[415165,486963],[417833,576537],[420516,537822],[424388,542085],[425098,489315],[442681,589154],[445015,511489],[447037,513511],[447747,514221],[476129,536495],[476180,536546],
     [80136,322113,393867,518317],[100146,355129,424877,540063],[101445,358300,358382,542795],[117595,380013,447526,555003],[123972,390412,457039,561659],[124272,390596,390678,561710],[125850,322462,393951,518755],[136975,406013,470838,569875],[143458,414371,478054,574456],[143758,414555,414637,574507],[151003,355642,424523,487549],[151013,354935,424741,580234],[151352,285576,424961,542658],[164920,439219,499516,587073],[165220,439403,439485,587124],[170600,446882,505191,554480],[172339,380526,447172,506680],[172349,379819,447390,590956],[172688,246098,447610,514084],[180137,456111,514000,594994],[180675,321348,456973,563518],[180706,390436,457216,595798],[180757,391173,457090,515183],[193912,470194,524571,569352],[195651,406526,470484,526060],[195661,405819,470702,601418],[201823,413903,476652,531893],[201833,343363,477836,574065],[203594,280902,477988,538354],[203625,414395,478231,604574],[203676,415132,478105,532261],[211870,486169,538420,607820],[212170,486353,486435,607871],[212745,357520,487277,581842],[212829,424770,425414,539901],[215717,490793,542574,610063],[226671,438751,498114,549047],[226681,370077,499298,586682],[228473,439243,499693,613041],[228524,439980,499567,549415],[234323,314247,504800,558538],[235054,378973,506208,590620],[235105,446957,505242,554531],[236908,316832,506408,560146],[236992,447419,448063,554841],[244010,513356,558929,594471],[245749,456624,513646,560418],[245759,455917,513864,618130],[246764,393101,457632,516810],[249700,517961,563584,619925],[250000,518145,518227,619976],[250502,461247,564693,620448],[261054,404973,525588,601082],[261105,470269,524622,569403],[262992,470731,471375,569713],[269110,350244,530643,577503],[269442,413382,531557,604300],[269880,413629,477850,574104],[271775,352909,478647,539013],[279131,485701,537018,578753],[279141,422537,538202,607429],[280933,486193,538597,626144],[280984,486930,538471,579121],[283488,357326,580625,609540],[285227,427089,542220,582114],[285237,490599,542438,627595],[285852,428773,582550,627986],[286152,491381,543393,628037],[296156,438230,548711,612767],[296594,438477,499312,586721],[304661,385541,553479,593470],[304908,385788,504839,558577],[305236,446468,505869,590595],[308911,389791,591347,618521],[314978,455071,559946,617794],[315029,513431,558980,594522],[316916,513893,514537,594832],[318988,460658,595935,633467],[319577,392876,562182,597048],[321379,517985,563761,633330],[321430,459544,563635,597416],[332192,469780,525249,601057],[340800,419974,530618,577478],[344368,423542,604711,626281],[344957,424131,574979,608343],[350576,485180,578417,625870],[351014,485427,538216,607468],[355717,427164,580676,609591],[357604,489631,542467,609901],[380601,456699,591398,618572],[386116,512942,559607,617769]
   ]
cell #2247 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[2, 1]]+phi[[1, 1, 1],[3, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [292797],[295449],[324674],[328776],[347217],[359650],[359710],[364401],[364720],[365120],[373931],[382700],[395213],[399128],[399188],[399624],[402268],[408700],[416861],[417180],[417580],[426391],[433043],[435427],[435908],[441709],[442028],[442428],[449226],[449286],[449722],[452366],[458798],[467164],[467358],[467677],[471122],[472538],[472598],[473034],[475678],[479993],[482377],[482858],[488659],[488978],[493874],[493934],[494590],[496107],[496588],[496765],[497705],[501455],[503839],[504320],[510326],[510520],[510839],[516196],[519851],[520236],[520941],[521478],[521565],[522860],[524090],[529706],[529900],[530219],[533494],[535011],[535492],[535669],[544052],[544139],[544269],[545514],[546649],[547725],[550648],[552165],[552646],[552823],[555836],[555923],[557218],[565272],[565429],[565957],[566462],[570708],[570795],[572090],[575220],[576355],[583384],[583856],[583943],[587837],[588972],[591581],[598879],[602043],[611099],
     [201614,412110],[226462,436958],[234891,445311],[257296,465744],[257863,466167],[260891,468623],[268735,349869],[269680,412170],[278922,483908],[292773,495303],[293356,495680],[296394,437018],[305299,378598],[311220,508906],[311787,509329],[314815,511785],[319368,515700],[328813,522155],[329355,466227],[332255,404598],[338176,528286],[338743,528709],[344748,532778],[347193,534207],[347776,534584],[350814,483968],[355503,540359],[367159,547455],[371462,549932],[373907,551361],[374490,551738],[378459,554209],[380387,555299],[382737,556513],[383279,509389],[386179,454696],[391006,515760],[392100,562644],[392667,563067],[401691,567777],[402244,568074],[404459,569081],[406387,570171],[408737,571385],[409279,528769],[412891,573758],[413144,573845],[414965,532838],[419619,577161],[423922,579638],[425161,489378],[426367,581067],[426950,581444],[435403,585398],[435945,585648],[437739,586375],[437992,586462],[439813,549992],[444467,589778],[446009,590391],[446219,554594],[447810,514284],[451789,592896],[452342,593193],[454557,594200],[456485,595290],[458835,596504],[459377,563127],[466948,599996],[467201,600083],[469321,600853],[469531,569466],[475101,603358],[475654,603655],[476243,536609],[476813,573975],[476986,604131],[482353,606145],[482895,606395],[484689,607122],[484942,607209],[486763,579698],[496378,611953],[498275,586592],[498448,612598],[503815,614612],[504357,614862],[504710,558448],[505370,590548],[510110,616708],[510363,616795],[512483,617565],[512693,594585],[523033,621413],[524750,601010],[529490,623384],[529743,623471],[530571,577431],[535282,625056],[537179,607339],[537352,625701],[552436,630173],[557391,631388],[559108,617722],[572263,635190]
   ]
cell #2248 :
  |C| = 553
  W-rep = phi[[2, 1],[2, 1, 1]]+phi[[1, 1],[3, 1, 1]]+phi[[2],[2, 2, 1]]+phi[[1],[3, 2, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     91 tau_infinity subcells with 4 member(s)
  subcells = [
     [258091],[293531],[312015],[323508],[329209],[329563],[331511],[338971],[347951],[359727],[360816],[363954],[365137],[371690],[374665],[383133],[383487],[395263],[399205],[400294],[406032],[406562],[409133],[409487],[416414],[417597],[433093],[439446],[439667],[440021],[441262],[442445],[449303],[450392],[464181],[468419],[470361],[471139],[472615],[473704],[480043],[493081],[493951],[497603],[497722],[501505],[520134],[520253],[520991],
     [136998,470930],[164828,499458],[193134,524188],[195500,525780],[219109,544367],[223737,434485],[225820,547789],[228374,500165],[234817,377432],[253339,565493],[258050,466340],[259901,568307],[260255,524275],[260817,403432],[269637,412187],[276197,481435],[288521,583509],[288875,544454],[293282,434376],[293547,495832],[295466,547716],[296351,437035],[302911,502897],[304555,385435],[305366,445361],[311974,509502],[314741,453530],[319596,392895],[322132,461266],[324691,565420],[329312,466244],[332322,468673],[335872,526832],[338930,528882],[341398,413276],[344976,424150],[347702,481326],[347967,534736],[350771,483985],[355148,490812],[355678,427125],[358343,491342],[365187,495730],[368112,438124],[371087,549700],[371649,550105],[374416,502788],[374681,551890],[380032,456130],[380562,456660],[383236,509406],[386246,511835],[390639,518188],[390860,459231],[391214,459585],[406578,570323],[409236,528786],[414598,486396],[414819,486617],[415173,486971],[417647,534634],[420572,485074],[424400,542097],[425178,489395],[442495,551788],[445107,511581],[447049,513523],[447827,514301],[476141,536507],[476260,536626],
     [80141,250091,322091,518409],[80159,183603,393959,518763],[100151,282741,355107,540155],[100169,215740,424969,542666],[101454,215830,358359,542875],[117600,308164,379991,555095],[117618,180160,447618,514092],[123880,249608,456981,563526],[123977,318370,390211,561671],[124281,247411,390655,561790],[136980,335120,405991,569967],[143366,211778,477996,538362],[143463,343750,414170,574468],[143767,272422,414614,574587],[150852,285076,487269,581834],[150981,354513,355429,488212],[151022,282710,424551,580242],[164925,370464,439018,587085],[165229,299136,439462,587204],[169822,243232,504808,558546],[170605,377541,445596,554492],[172188,245598,506400,560138],[172317,379397,380313,507343],[172358,308133,447200,590964],[180142,389044,456089,595086],[180607,321280,457688,516866],[180718,318726,457056,595790],[180734,390078,390963,515777],[193917,403541,468908,569364],[195629,405397,406313,526723],[195670,335089,470512,601426],[200972,278280,530635,577495],[201801,412283,412499,531985],[201842,271569,476680,574073],[203526,280834,478703,539069],[203637,344106,478071,604566],[203653,414037,414922,532855],[211875,422924,485968,607832],[212179,353556,486412,607951],[212837,354867,425228,540409],[215722,428026,490771,610155],[226649,437131,437347,549139],[226690,298283,498142,586690],[228485,370820,499533,613033],[228501,438885,439770,550009],[233901,313825,553435,593426],[234255,314179,504895,558633],[235066,307263,505208,590612],[235082,445463,445662,554611],[237000,379751,447877,555349],[244015,453639,512070,594483],[245727,455495,456411,561081],[245768,389013,513674,618138],[249705,460040,517760,619937],[250009,393748,518204,620056],[250507,461225,461297,598106],[261066,334219,524588,601074],[261082,468775,468974,569483],[263000,405751,471189,570221],[268752,349886,530562,577422],[269534,342941,530800,604256],[269888,343295,476698,574160],[279109,484081,484297,578845],[279150,352703,537046,607437],[280945,423280,538437,626136],[280961,485835,486720,579715],[283493,357331,488321,541801],[285205,426876,490177,541692],[285246,427995,542248,627603],[285857,428778,490986,582886],[286161,428848,491358,610511],[296248,369655,547954,612723],[296602,370009,498160,586777],[305316,378615,504973,590539],[308916,389796,507452,561190],[314990,388143,558946,617786],[315006,511937,512136,594602],[316924,455849,514351,595340],[318993,460663,515468,597701],[319555,392854,515873,563240],[321391,460396,563601,633322],[321407,459334,517627,563144],[332272,404615,524353,601001],[344373,423547,532546,579406],[344935,424109,532951,579811],[350668,422115,577660,625826],[351022,422469,537064,607524],[355694,427141,540511,581596],[357612,489445,490531,581494],[380578,456676,555451,595442],[386196,454713,558711,617713]
   ]
cell #2249 :
  |C| = 126
  W-rep = phi[[2],[3, 1, 1]]
  special rep = phi[[2],[3, 1, 1]] , dim = 126
  orbit = [5, 5, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [80148],[100158],[101441],[117607],[124136],[124268],[136987],[143622],[143754],[150917],[151135],[165084],[165216],[171423],[172253],[172471],[180149],[180647],[180902],[194735],[195565],[195783],[201037],[202641],[203566],[203821],[212034],[212166],[212762],[215729],[225885],[227489],[228414],[228669],[234295],[235412],[235950],[236925],[244833],[245663],[245881],[249864],[249996],[250514],[253404],[260295],[261412],[261950],[262925],[268959],[269127],[270239],[278345],[279949],[280874],[281129],[285141],[285359],[286148],[288915],[295673],[295841],[296953],[304758],[305972],[307328],[314219],[315336],[315874],[316849],[318791],[321320],[321575],[322027],[324898],[325066],[331714],[332928],[334284],[340850],[343335],[344171],[350093],[350261],[351373],[354907],[355043],[357537],[361019],[367564],[370049],[370885],[378822],[378990],[379791],[379927],[385638],[386852],[388208],[390453],[396420],[404822],[404990],[405791],[405927],[413479],[414412],[420024],[422509],[423345],[438327],[439260],[446518],[454920],[455088],[455889],[456025],[460461],[469830],[485277],[486210],[490571],[490707],[512992],[518002],[518939]
   ]
cell #2250 :
  |C| = 175
  W-rep = phi[[3, 1, 1, 1],[1]]+phi[[3, 1],[1, 1, 1]]
  special rep = phi[[3, 1],[1, 1, 1]] , dim = 105
  orbit = [6, 2, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [248848],[250385],[277704],[284265],[284380],[285970],[313570],[313685],[319970],[320398],[320492],[322248],[349195],[349623],[349717],[356049],[356119],[356664],[381491],[384669],[384739],[385284],[391587],[391601],[415979],[416049],[419106],[419120],[425825],[448912],[448926],[451800],[479365],[479654],[507694],
     [132276,191864],[160007,224509],[175438,241962],[184826,251811],[189948,258465],[190376,258893],[198750,267962],[206957,276969],[217280,287382],[221942,292003],[222525,293972],[225244,304418],[231805,303683],[240046,312389],[240474,312817],[251529,323549],[256262,328070],[256797,329950],[259646,340526],[259761,340641],[266046,339345],[266474,339773],[274402,346423],[274985,348392],[286915,359463],[291721,363995],[294775,375909],[295203,376337],[295297,376431],[301116,373137],[301699,375106],[310186,381994],[310721,383874],[322676,394649],[326496,398148],[327567,407491],[327603,398941],[330745,410669],[330815,410739],[331360,411284],[337142,407994],[337677,409874],[346141,416455],[360717,431654],[362565,432157],[363519,440827],[363589,440897],[366646,443954],[366660,443968],[372855,441303],[381527,449039],[396111,463746],[396181,463816],[397866,464222],[398814,472224],[398828,472238],[401702,475112],[407527,472351],[430273,493560],[430287,493574],[431690,493687],[432415,500827],[432704,501116],[461670,519189],[462220,520313],[462509,520602],[464532,527074],[491679,543592],[492239,544523],[519095,564921]
   ]
cell #2251 :
  |C| = 126
  W-rep = phi[[2],[3, 1, 1]]
  special rep = phi[[2],[3, 1, 1]] , dim = 126
  orbit = [5, 5, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [215829],[247410],[250079],[271568],[272421],[282709],[282729],[298282],[299135],[307252],[308132],[308152],[318271],[318715],[334208],[335088],[335108],[342850],[343286],[343651],[344095],[352702],[353555],[354422],[354858],[369564],[370000],[370365],[370809],[376770],[376871],[378534],[379306],[379742],[388132],[389012],[389032],[389997],[393747],[402770],[402871],[404534],[405306],[405742],[411592],[411678],[413213],[413956],[422024],[422460],[422825],[423269],[427994],[428014],[428847],[430669],[430770],[436440],[436526],[438061],[438804],[444846],[444930],[452868],[452969],[454632],[455404],[455840],[459941],[460385],[461285],[462919],[463005],[468158],[468242],[477619],[477720],[483390],[483476],[485011],[485754],[487651],[490086],[490522],[490887],[492820],[492904],[499081],[499182],[506081],[506167],[506782],[511320],[511404],[515268],[515369],[517546],[525461],[525547],[526162],[531724],[531808],[532346],[532447],[537985],[538086],[539978],[548878],[548962],[549500],[549601],[554918],[559819],[559905],[560520],[569790],[578584],[578668],[579206],[579307],[582216],[594909],[597501],[597602],[609978],[610617]
   ]
cell #2252 :
  |C| = 553
  W-rep = phi[[2, 1],[2, 1, 1]]+phi[[1, 1],[3, 1, 1]]+phi[[2],[2, 2, 1]]+phi[[1],[3, 2, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     91 tau_infinity subcells with 4 member(s)
  subcells = [
     [258090],[293520],[312014],[329118],[329554],[338970],[347940],[363292],[365056],[371689],[374654],[383042],[383478],[395884],[398610],[400231],[402600],[406031],[406551],[409042],[409478],[415752],[417516],[430069],[430499],[432578],[439435],[439576],[440012],[440600],[442364],[448708],[450329],[462383],[463519],[468328],[470350],[471058],[472020],[473641],[479528],[492990],[493356],[497592],[497641],[500990],[520123],[520172],[520476],
     [196001,470921],[223738,546471],[228443,499449],[234924,445982],[258062,522700],[260324,524179],[260924,469294],[262909,525783],[269740,477019],[276198,576177],[288944,544358],[293389,496351],[293558,546520],[295825,547792],[296454,498481],[298488,500102],[302912,588794],[305453,505545],[311986,557058],[314848,512456],[319595,392894],[322131,461265],[325050,565496],[329415,523066],[331618,568325],[331863,524212],[332409,524925],[335873,601810],[338942,571930],[341335,477449],[344975,424149],[347809,535255],[347978,576226],[350874,537385],[355147,490811],[355667,427114],[358332,491331],[360923,583527],[361168,544391],[365274,546824],[367513,547737],[368049,498911],[371088,613179],[371661,587597],[374523,552409],[374692,588843],[376600,452698],[380031,456129],[380551,456649],[383339,557424],[386333,559283],[390628,518177],[390769,459140],[391205,459576],[396369,565441],[406589,601859],[409339,572296],[414587,486385],[414728,486526],[415164,486962],[417734,576530],[420509,537815],[424389,542086],[425097,489314],[442582,589147],[445016,511490],[447038,513512],[447746,514220],[476130,536496],[476179,536545],
     [80142,322103,393868,518318],[100152,355119,424878,540064],[101453,358301,358370,542794],[117601,380003,447527,555004],[123978,390310,457040,561660],[124280,390597,390666,561709],[125851,322463,393950,518754],[136981,406003,470839,569876],[143464,414269,478055,574457],[143766,414556,414625,574506],[150993,355536,424524,487550],[151021,354936,424642,580233],[151353,285577,424960,542657],[164926,439117,499517,587074],[165228,439404,439473,587123],[170606,446209,505192,554481],[172329,380420,447173,506681],[172357,379820,447291,590955],[172689,246099,447609,514083],[180143,456101,514001,594995],[180676,321349,456972,563517],[180707,390437,457131,595793],[180745,391066,457089,515182],[193918,469521,524572,569353],[195641,406420,470485,526061],[195669,405820,470603,601417],[201813,413177,476653,531894],[201841,343364,477223,574064],[203595,280903,477987,538353],[203626,414396,478146,604569],[203664,415025,478104,532260],[211876,486067,538421,607821],[212178,486354,486423,607870],[212746,357521,487272,581837],[212828,424769,425315,539894],[215723,490783,542575,610064],[226661,438025,498115,549048],[226689,370078,498685,586681],[228474,439244,499608,613036],[228512,439873,499566,549414],[234324,314248,504799,558537],[235055,378974,505671,590615],[235093,446279,505241,554530],[236909,316833,506403,560141],[236991,447418,447964,554834],[244016,512683,558930,594472],[245739,456518,513647,560419],[245767,455918,513765,618129],[246763,393100,457625,516803],[249706,517859,563585,619926],[250008,518146,518215,619975],[250508,461237,564694,620449],[261055,404974,525051,601077],[261093,469591,524621,569402],[262991,470730,471276,569706],[269111,350245,530638,577498],[269443,413383,531143,604274],[269879,413628,477237,574097],[271774,352908,478640,539006],[279121,484975,537019,578754],[279149,422538,537589,607428],[280934,486194,538512,626139],[280972,486823,538470,579120],[283494,357332,580626,609541],[285217,426983,542221,582115],[285245,490600,542339,627594],[285858,428779,582551,627987],[286160,491369,543394,628036],[296157,438231,548297,612741],[296593,438476,498699,586714],[304662,385542,553453,593444],[304907,385787,504832,558570],[305235,446467,505382,590560],[308917,389797,591348,618522],[314979,455072,559409,617789],[315017,512753,558979,594521],[316915,513892,514438,594825],[318994,460664,595936,633468],[319567,392866,562183,597049],[321380,517986,563676,633325],[321418,459437,563634,597415],[332191,469779,524762,601022],[340799,419973,530583,577443],[344374,423548,604712,626282],[344947,424121,574980,608344],[350577,485181,578003,625844],[351013,485426,537603,607461],[355705,427152,580675,609590],[357603,489532,542466,609894],[380589,456687,591397,618571],[386115,512941,559120,617734]
   ]
cell #2253 :
  |C| = 175
  W-rep = phi[[3, 1, 1, 1],[1]]+phi[[3, 1],[1, 1, 1]]
  special rep = phi[[3, 1],[1, 1, 1]] , dim = 105
  orbit = [6, 2, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [320465],[322315],[349690],[356606],[356731],[358571],[385226],[385351],[391788],[392144],[392253],[394189],[419307],[419663],[419772],[426074],[426096],[426544],[449627],[452049],[452071],[452519],[458494],[458572],[480355],[480377],[482554],[482632],[488697],[508485],[508563],[510558],[533542],[533857],[555967],
     [184731,323736],[190443,258960],[217188,359937],[221847,364182],[223012,294459],[240541,312884],[251437,395410],[256170,399415],[256984,330137],[257340,330493],[266541,339840],[274307,416642],[275472,348879],[286910,429365],[291629,433240],[292480,366033],[295270,376404],[301021,441490],[302186,375593],[310094,449513],[310908,384061],[311264,384417],[322671,461502],[326401,464409],[327598,464945],[328472,401100],[331302,411226],[331427,411351],[337050,472825],[337864,410061],[338220,410417],[346049,480190],[346900,418493],[360051,494275],[362473,494161],[366847,444155],[367203,444511],[367312,444620],[372763,501652],[373614,443341],[381522,508107],[382396,451198],[395575,521303],[395597,521325],[397774,521138],[399529,472939],[401951,475361],[401973,475383],[402421,475831],[407522,527487],[408396,474510],[429743,545314],[429821,545392],[431685,544936],[433405,501817],[433427,501839],[435604,504016],[435682,504094],[461665,564946],[461806,566005],[462121,566320],[465323,527865],[465401,527943],[467396,529938],[491653,583167],[491899,583987],[494638,550696],[494953,551011],[519080,598373],[521609,570839]
   ]
cell #2254 :
  |C| = 126
  W-rep = phi[[2],[3, 1, 1]]
  special rep = phi[[2],[3, 1, 1]] , dim = 126
  orbit = [5, 5, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [153274],[181196],[183332],[204115],[213211],[213312],[228963],[237374],[237475],[246821],[247166],[263374],[263475],[271662],[271832],[272177],[281423],[282162],[282524],[298376],[298546],[298891],[304965],[307355],[307585],[307947],[317298],[317399],[318245],[321869],[331921],[334311],[334541],[334903],[341063],[342861],[343390],[343625],[352796],[352966],[353311],[357986],[358087],[358821],[361226],[367777],[369575],[370104],[370339],[376781],[376845],[378543],[385845],[388235],[388465],[388827],[393158],[393503],[394434],[396633],[402781],[402845],[404543],[411601],[413208],[413686],[420237],[422035],[422564],[422799],[424827],[427447],[427809],[428258],[430680],[430744],[436449],[438056],[438534],[444841],[446731],[447476],[452879],[452943],[454641],[457353],[457478],[459915],[462928],[468153],[470043],[470788],[477630],[477694],[478368],[478493],[483399],[485006],[485484],[487625],[492815],[499092],[499156],[499830],[499955],[506090],[506756],[511315],[513205],[513950],[525470],[526136],[531719],[537996],[538060],[538734],[538859],[542524],[548873],[559828],[560494],[563898],[564023],[578579],[582190],[582989]
   ]
cell #2255 :
  |C| = 553
  W-rep = phi[[2, 1],[2, 1, 1]]+phi[[1, 1],[3, 1, 1]]+phi[[2],[2, 2, 1]]+phi[[1],[3, 2, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     91 tau_infinity subcells with 4 member(s)
  subcells = [
     [258184],[293623],[312108],[329129],[329658],[339064],[348043],[363303],[365065],[371783],[374757],[383053],[383582],[395895],[398619],[400226],[402595],[406654],[406825],[409053],[409582],[415763],[417525],[430078],[430494],[432573],[439587],[440116],[440224],[440611],[442373],[448717],[450324],[462378],[463530],[468339],[471067],[471083],[472029],[473636],[479523],[493001],[493365],[497650],[497666],[500985],[520181],[520197],[520471],
     [196002,471684],[223823,546545],[228444,500132],[234829,445993],[258149,522711],[260325,524242],[260829,469305],[262920,526399],[269648,477028],[276283,576251],[288945,544421],[293294,496362],[293650,546529],[295836,547837],[296362,498490],[298497,500097],[302997,588868],[305361,505540],[312073,557069],[314753,512467],[319689,392988],[322225,394333],[325061,565541],[329323,523075],[331629,568310],[331872,524207],[332317,524920],[335958,601884],[339029,571941],[341330,477444],[345069,424243],[347714,535266],[348070,576235],[350782,537394],[355770,427217],[355941,427388],[358435,428603],[360934,583512],[361177,544386],[365182,546819],[367522,547711],[368044,498906],[371748,587608],[371873,613518],[374428,552420],[374784,588852],[376595,452693],[380654,456752],[380825,456923],[383247,557433],[386241,559278],[390780,459151],[391309,459680],[391417,459788],[396378,565415],[406681,601868],[409247,572305],[414739,486537],[415268,487066],[415376,487174],[417642,576525],[420504,537810],[425106,489323],[425122,489339],[442490,589142],[445027,511501],[447755,514229],[447771,514245],[476188,536554],[476204,536570],
     [80147,322190,393879,460718],[100157,355906,424889,487728],[101460,358302,358462,490861],[117606,380790,447538,506859],[124063,390996,457114,515207],[124287,390598,391444,515343],[125852,322464,394054,461080],[136986,406790,470850,526239],[143549,414955,478129,532285],[143773,414557,415403,532421],[151080,355441,424535,487561],[151115,354937,425301,539924],[151354,285578,425723,489940],[165011,439803,499591,549439],[165235,439405,440251,549575],[170691,445695,505266,554555],[172416,380325,447184,506692],[172451,379821,447950,554864],[172690,246100,448372,514846],[180148,456888,514012,560597],[180677,321350,457655,516833],[180810,390448,457751,561562],[180837,390974,457098,515191],[194003,469007,524646,569427],[195728,406325,470496,526072],[195763,405821,471262,569736],[201900,412511,476664,531905],[201935,343365,476771,574127],[203596,280904,478670,539036],[203729,414407,478766,574359],[203756,414933,478113,532269],[211961,486753,538495,579145],[212185,486355,487201,579281],[212757,357532,487888,541368],[212932,424778,425223,539889],[215728,427353,542586,582293],[226748,437359,498126,549059],[226783,370079,498233,586744],[228577,439255,500228,586976],[228604,439781,499575,549423],[234325,314249,504862,558600],[235158,378985,505283,590660],[235185,445673,505250,554539],[236920,316844,507019,560757],[237095,447427,447872,554829],[244101,512169,559004,594546],[245826,456423,513658,560430],[245861,455919,514424,594855],[246772,393109,457620,516798],[249791,459367,563659,597440],[250015,459815,518147,597576],[250513,394298,564705,598193],[261158,404985,524663,601122],[261185,468985,524630,569411],[263095,470739,471184,569701],[269122,350256,530683,577543],[269454,413394,530803,604259],[269983,413637,476693,574092],[271783,352917,478635,539001],[279208,484309,537030,578765],[279243,422539,537137,607491],[281037,486205,539132,607723],[281064,486731,538479,579129],[283579,357417,580700,609615],[285304,426888,542232,582126],[285339,489518,490601,609924],[285943,358696,582625,610455],[286167,428630,543395,610591],[296168,438242,547957,612726],[296697,438485,498155,586709],[304673,385553,553438,593429],[304916,385796,504827,558565],[305244,446476,504968,590534],[309002,389882,591422,618596],[315082,455083,559021,617834],[315109,512147,558988,594530],[317019,513901,514346,594820],[319654,392953,562194,597060],[319779,393078,596275,619675],[321483,516929,517997,619828],[321510,459345,563643,597424],[332200,469788,524348,600996],[340808,419982,530557,577417],[345034,424208,574991,608355],[345159,424333,605051,626621],[350588,485192,577663,625829],[351117,485435,537059,607456],[355797,427244,580684,609599],[357707,489440,542475,609889],[380681,456779,591406,618580],[386124,512950,558706,617708]
   ]
cell #2256 :
  |C| = 126
  W-rep = phi[[2],[3, 1, 1]]
  special rep = phi[[2],[3, 1, 1]] , dim = 126
  orbit = [5, 5, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [80155],[100165],[101443],[117081],[117614],[124260],[124270],[136461],[136994],[143124],[143746],[143756],[150919],[151294],[164586],[165208],[165218],[171570],[171976],[172255],[172630],[179623],[180156],[180671],[181077],[194882],[195288],[195567],[195942],[200925],[201039],[202854],[203590],[203996],[211536],[212158],[212168],[212785],[215736],[225773],[225887],[227702],[228438],[228844],[234203],[234319],[236134],[236948],[244980],[245386],[245665],[246040],[249988],[249998],[250521],[253292],[253406],[260203],[260319],[262134],[262948],[268995],[269150],[278233],[278347],[280162],[280898],[281304],[285143],[285518],[286150],[288823],[288939],[295709],[295864],[307216],[307330],[314127],[314243],[316058],[316872],[318793],[321344],[321750],[322029],[324934],[325089],[334172],[334286],[343243],[343359],[344173],[350129],[350284],[354931],[355045],[357560],[369957],[370073],[370887],[378858],[379013],[379815],[379929],[388096],[388210],[390476],[404858],[405013],[405815],[405929],[414435],[422417],[422533],[423347],[439283],[454956],[455111],[455913],[456027],[460463],[486233],[490595],[490709],[518025],[518941]
   ]
cell #2257 :
  |C| = 553
  W-rep = phi[[2, 1],[2, 1, 1]]+phi[[1, 1],[3, 1, 1]]+phi[[2],[2, 2, 1]]+phi[[1],[3, 2, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     91 tau_infinity subcells with 4 member(s)
  subcells = [
     [258098],[293522],[312022],[329120],[329552],[336021],[338978],[347942],[363294],[365054],[371697],[371813],[374656],[383044],[383476],[395886],[398608],[400224],[402593],[406131],[406553],[409044],[409476],[415754],[417514],[430067],[430492],[432571],[436651],[439578],[440010],[440602],[442362],[448706],[450322],[462376],[463130],[463521],[468330],[471056],[472018],[473634],[479521],[492992],[493354],[497639],[500983],[520170],[520469],
     [196065,406760],[223742,495962],[228462,439606],[234806,445984],[250306,322378],[258039,522702],[260343,468358],[260806,469296],[262911,471040],[269624,477017],[276202,534866],[283642,357480],[285883,358636],[288963,493020],[293271,496353],[293534,546518],[295827,497623],[296338,498479],[298486,500095],[299945,550318],[302916,552020],[305359,505538],[309065,389945],[311963,557060],[314730,512458],[319603,392902],[319719,393018],[325052,520154],[329299,523064],[331620,524052],[331861,524205],[332315,524918],[335877,570453],[338919,571932],[341328,477442],[344983,424157],[345099,424273],[347691,535257],[347954,576224],[350758,537383],[355247,426694],[355669,427116],[360925,544231],[361166,544384],[365180,546817],[367511,547709],[368042,498904],[371638,587599],[374405,552411],[374668,588841],[376593,452691],[380131,456229],[380553,456651],[383223,557422],[386239,559276],[390771,459142],[391203,459574],[396367,565413],[406565,601857],[409223,572294],[411803,483601],[414730,486528],[415162,486960],[417640,576523],[420502,537808],[425095,489312],[442488,589140],[445018,511492],[447744,514218],[476177,536543],
     [80174,250288,322088,394009],[100184,283624,355104,425019],[101497,285841,285900,428339],[117633,309047,379988,447668],[123982,319302,390208,457300],[124324,318977,319736,457559],[125915,250455,322160,394268],[137013,336003,405988,470980],[143468,344682,414167,478315],[143810,344357,345116,478574],[150970,355418,424526,487552],[151029,354955,355443,487580],[151417,285641,355876,427323],[164930,371396,439015,499777],[165272,371071,371830,500036],[170610,377773,445593,506292],[172306,380302,447175,506683],[172365,379839,380327,506711],[172753,246163,380760,456858],[180175,389927,456086,514142],[180695,321368,390799,459170],[180709,390439,390904,515164],[180721,390950,457087,515180],[183618,322360,461222,518813],[193922,403773,468905,525672],[195618,406302,470487,526063],[195677,405839,406327,526091],[201790,412488,476655,531896],[201849,343383,412513,531924],[203614,280922,414758,486556],[203628,414398,414863,532242],[203640,414909,478102,532258],[211880,423856,485965,538681],[212222,423531,424290,538940],[212748,357523,425079,489296],[212826,424767,425221,539887],[215755,357462,490768,542716],[215980,286077,491090,543184],[216107,358653,428762,543264],[226638,437336,498117,549050],[226697,370097,437361,549078],[228476,439246,439711,549396],[228488,439757,499564,549412],[234343,314267,445046,511520],[235057,378976,445603,554512],[235069,445649,505239,554528],[236911,316835,447728,514202],[236989,447416,447870,554827],[244020,453871,512067,560030],[245716,456400,513649,560421],[245775,455937,456425,560449],[246761,393098,457618,516796],[248220,321258,516086,563453],[249710,392601,517757,563845],[250052,393035,460647,564104],[261057,404976,468915,569384],[261069,468961,524619,569400],[262989,470728,471182,569699],[269113,350247,476161,536527],[269445,413385,476323,573937],[269877,413626,476691,574090],[271772,352906,478633,538999],[273231,354365,533164,580024],[279098,484286,537021,578756],[279157,422557,484311,578784],[280936,486196,486661,579102],[280948,486707,538468,579118],[283498,357336,540641,581726],[285194,426865,542223,582117],[285253,426890,490619,582145],[296159,438233,497785,586554],[296591,438474,498153,586707],[304664,385544,504672,558410],[304905,385785,504825,558563],[305233,446465,504966,590532],[308921,389801,555581,595572],[314981,455074,512077,594503],[314993,512123,558977,594519],[316913,513890,514344,594818],[319544,392843,562185,597051],[321382,459275,517988,597397],[321394,459321,563632,597413],[332189,469777,524346,600994],[340797,419971,530555,577415],[344924,424098,574982,608346],[350579,485183,536689,607301],[351011,485424,537057,607454],[355681,427128,580673,609588],[357601,489438,542464,609887],[380565,456663,591395,618569],[386113,512939,558704,617706]
   ]
cell #2258 :
  |C| = 553
  W-rep = phi[[2, 1],[2, 1, 1]]+phi[[1, 1],[3, 1, 1]]+phi[[2],[2, 2, 1]]+phi[[1],[3, 2, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     91 tau_infinity subcells with 4 member(s)
  subcells = [
     [258097],[293521],[312021],[329119],[329553],[336020],[338977],[347941],[363293],[365055],[371696],[371801],[374655],[383043],[383477],[395885],[398609],[400225],[402594],[406119],[406552],[409043],[409477],[415753],[417515],[430068],[430493],[432572],[436639],[439577],[440011],[440601],[442363],[448707],[450323],[462377],[463118],[463520],[468329],[471057],[472019],[473635],[479522],[492991],[493355],[497640],[500984],[520171],[520470],
     [196056,406748],[223743,495950],[228453,439594],[234818,445983],[250305,322377],[258051,522701],[260334,468346],[260818,469295],[262910,471039],[269636,477018],[276203,534854],[283641,357479],[285871,358624],[288954,493008],[293283,496352],[293546,546519],[295826,497622],[296350,498480],[298487,500096],[299946,587710],[302917,552008],[305360,505539],[309064,389944],[311975,557059],[314742,512457],[319602,392901],[319707,393006],[325051,520153],[329311,523065],[331619,524051],[331862,524206],[332316,524919],[335878,570441],[338931,571931],[341329,477443],[344982,424156],[345087,424261],[347703,535256],[347966,576225],[350770,537384],[355235,426682],[355668,427115],[360924,544230],[361167,544385],[365181,546818],[367512,547710],[368043,498905],[371650,587598],[374417,552410],[374680,588842],[376594,452692],[380119,456217],[380552,456650],[383235,557423],[386240,559277],[390770,459141],[391204,459575],[396368,565414],[406577,601858],[409235,572295],[411791,483589],[414729,486527],[415163,486961],[417641,576524],[420503,537809],[425096,489313],[442489,589141],[445017,511491],[447745,514219],[476178,536544],
     [80175,250289,321984,393901],[100185,283625,355000,424911],[101496,285745,285899,428232],[117634,309048,379884,447560],[123983,319303,390196,457288],[124323,318881,319735,457452],[125906,250446,322148,394256],[137014,336004,405884,470872],[143469,344683,414155,478303],[143809,344261,345115,478467],[150982,355430,424525,487551],[151028,354946,355442,487568],[151408,285632,355864,427311],[164931,371397,439003,499765],[165271,370975,371829,499929],[170611,377774,445581,506280],[172318,380314,447174,506682],[172364,379830,380326,506699],[172744,246154,380748,456846],[180176,389928,455982,514034],[180686,321359,390787,459158],[180708,390438,390903,515163],[180733,390962,457088,515181],[183619,322361,518896,564727],[193923,403774,468893,525660],[195630,406314,470486,526062],[195676,405830,406326,526079],[201802,412500,476654,531895],[201848,343374,412512,531912],[203605,280913,414746,486544],[203627,414397,414862,532241],[203652,414921,478103,532259],[211881,423857,485953,538669],[212221,423435,424289,538833],[212747,357522,425078,489295],[212827,424768,425222,539888],[215756,357463,490664,542608],[215981,286078,542993,582799],[216106,358652,491497,582963],[226650,437348,498116,549049],[226696,370088,437360,549066],[228475,439245,439710,549395],[228500,439769,499565,549413],[234334,314258,445034,511508],[235056,378975,445602,554511],[235081,445661,505240,554529],[236910,316834,447727,514201],[236990,447417,447871,554828],[244021,453872,512055,560018],[245728,456412,513648,560420],[245774,455928,456424,560437],[246762,393099,457619,516797],[248221,321259,562296,597162],[249711,392602,517745,563833],[250051,393034,460551,563997],[261056,404975,468914,569383],[261081,468973,524620,569401],[262990,470729,471183,569700],[269112,350246,476160,536526],[269444,413384,476322,573936],[269878,413627,476692,574091],[271773,352907,478634,539000],[273232,354366,575093,608457],[279110,484298,537020,578755],[279156,422548,484310,578772],[280935,486195,486660,579101],[280960,486719,538469,579119],[283499,357337,540629,581714],[285206,426877,542222,582116],[285252,426889,490610,582133],[296158,438232,497784,586553],[296592,438475,498154,586708],[304663,385543,504671,558409],[304906,385786,504826,558564],[305234,446466,504967,590533],[308922,389802,555569,595560],[314980,455073,512076,594502],[315005,512135,558978,594520],[316914,513891,514345,594819],[319556,392855,562184,597050],[321381,459274,517987,597396],[321406,459333,563633,597414],[332190,469778,524347,600995],[340798,419972,530556,577416],[344936,424110,574981,608345],[350578,485182,536688,607300],[351012,485425,537058,607455],[355693,427140,580674,609589],[357602,489439,542465,609888],[380577,456675,591396,618570],[386114,512940,558705,617707]
   ]
cell #2259 :
  |C| = 126
  W-rep = phi[[2],[3, 1, 1]]
  special rep = phi[[2],[3, 1, 1]] , dim = 126
  orbit = [5, 5, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [80180],[100190],[101486],[117639],[124140],[124313],[137019],[143626],[143799],[150926],[151136],[165088],[165261],[171427],[172262],[172472],[180181],[180648],[180901],[183624],[194739],[195574],[195784],[201046],[202642],[203567],[203820],[212038],[212211],[212761],[215761],[216096],[225894],[227490],[228415],[228668],[234296],[235413],[235949],[236924],[244837],[245672],[245882],[249868],[250041],[250143],[253413],[260296],[261413],[261949],[262924],[268960],[269126],[270238],[278354],[279950],[280875],[281128],[282793],[285150],[285360],[288916],[295674],[295840],[296952],[304757],[305966],[307337],[308216],[314220],[315337],[315873],[316848],[318800],[321321],[321574],[324899],[325065],[331713],[332922],[334293],[335172],[340844],[343336],[344180],[350094],[350260],[351372],[354908],[357536],[361018],[367558],[370050],[370894],[378823],[378989],[379792],[385637],[386846],[388217],[389096],[390452],[396414],[404823],[404989],[405792],[413478],[414411],[420018],[422510],[423354],[428078],[438326],[439259],[446512],[454921],[455087],[455890],[460470],[461349],[469824],[485276],[486209],[490572],[512986],[518001]
   ]
cell #2260 :
  |C| = 126
  W-rep = phi[[2],[3, 1, 1]]
  special rep = phi[[2],[3, 1, 1]] , dim = 126
  orbit = [5, 5, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [80183],[100193],[101487],[117642],[124206],[124314],[137022],[143692],[143800],[150927],[151220],[165154],[165262],[172113],[172263],[172556],[180184],[180660],[180993],[183627],[195425],[195575],[195868],[201047],[203385],[203579],[203912],[212104],[212212],[212773],[215764],[216097],[225895],[228233],[228427],[228760],[234308],[236203],[236727],[236936],[245523],[245673],[245966],[249934],[250042],[250144],[253414],[260308],[262203],[262727],[262936],[269064],[269138],[271037],[278355],[280693],[280887],[281220],[282794],[285151],[285444],[288928],[295778],[295852],[297751],[304856],[306752],[307338],[308217],[314232],[316127],[316651],[316860],[318801],[321333],[321666],[325003],[325077],[331812],[333708],[334294],[335173],[340930],[343348],[344181],[350198],[350272],[352171],[354920],[357548],[361117],[367644],[370062],[370895],[378927],[379001],[379804],[385736],[387632],[388218],[389097],[390464],[396500],[404927],[405001],[405804],[413577],[414423],[420104],[422522],[423355],[428079],[438425],[439271],[446598],[455025],[455099],[455902],[460471],[461350],[469910],[485375],[486221],[490584],[513072],[518013]
   ]
cell #2261 :
  |C| = 126
  W-rep = phi[[2],[3, 1, 1]]
  special rep = phi[[2],[3, 1, 1]] , dim = 126
  orbit = [5, 5, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [125888],[151390],[153235],[172726],[181067],[181157],[196038],[203986],[204076],[212802],[213139],[228834],[228924],[236801],[236965],[237302],[246136],[246800],[247160],[262801],[262965],[263302],[269167],[271590],[271811],[272171],[281294],[281384],[282156],[285614],[295881],[298304],[298525],[298885],[304944],[306810],[307349],[307579],[316725],[316889],[317226],[321740],[321830],[322500],[325106],[331900],[333766],[334305],[334535],[340988],[341057],[342855],[350301],[352724],[352945],[353305],[357577],[357914],[358782],[361205],[367702],[367771],[369569],[376775],[378508],[379030],[385824],[387690],[388229],[388459],[390493],[393137],[393497],[393924],[396558],[396627],[402775],[404508],[405030],[411566],[413665],[414452],[420162],[420231],[422029],[424806],[424934],[427441],[430674],[436414],[438513],[439300],[446656],[446725],[447455],[447583],[452873],[454606],[455128],[457347],[462893],[469968],[470037],[470767],[470895],[477624],[478362],[483364],[485463],[486250],[499086],[499824],[506055],[513130],[513199],[513929],[514057],[518042],[525435],[537990],[538728],[542503],[542631],[559793],[563892],[564750]
   ]
cell #2262 :
  |C| = 553
  W-rep = phi[[2, 1],[2, 1, 1]]+phi[[1, 1],[3, 1, 1]]+phi[[2],[2, 2, 1]]+phi[[1],[3, 2, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     91 tau_infinity subcells with 4 member(s)
  subcells = [
     [258185],[293635],[312109],[323520],[329221],[329668],[331506],[339065],[348055],[359737],[360811],[363966],[365147],[371784],[374769],[383145],[383592],[395258],[399215],[400289],[406666],[406826],[409145],[409592],[416426],[417607],[433088],[439679],[440126],[440236],[441274],[442455],[449313],[450387],[464193],[468431],[471095],[471149],[472625],[473699],[480038],[493093],[493961],[497678],[497732],[501500],[520209],[520263],[520986],
     [137414,471694],[165374,500142],[193228,524252],[196118,526396],[219203,544431],[225924,547834],[229050,500160],[253443,565538],[259913,568297],[260360,524270],[288533,583499],[288980,544449],[293595,365552],[295476,547696],[304550,385430],[305424,377444],[319690,392989],[322226,394334],[324701,565400],[329591,400683],[332380,403444],[341393,413271],[341510,412197],[345070,424244],[348015,418012],[355782,427229],[355942,427389],[358447,428615],[365245,434388],[365501,434457],[368107,438119],[368224,437045],[374729,442860],[377229,445356],[380666,456764],[380826,456924],[383515,450781],[386304,453542],[390872,459243],[391319,459690],[391429,459800],[400406,466254],[403229,468668],[406626,471554],[409515,474093],[414831,486629],[415278,487076],[415388,487186],[417705,481338],[417961,481407],[420567,485069],[420684,483995],[425134,489351],[425188,489405],[434173,495725],[439510,500062],[440049,500554],[442553,502800],[442809,502869],[445119,511593],[447783,514257],[447837,514311],[450504,509416],[453327,511830],[471503,526804],[473816,528796],[476216,536582],[476270,536636],[481123,534629],[502585,551783],
     [80187,126013,394064,461090],[100585,152869,425733,489950],[101461,153275,428314,490958],[118034,180576,448382,514856],[124288,181197,457534,515440],[124426,182519,457665,516843],[125862,183344,393987,460822],[143774,204116,478549,532518],[143912,212324,478680,539046],[151116,213212,487420,539934],[151364,213324,424997,487832],[151470,214757,487885,541365],[165236,228964,500011,549672],[169916,243326,504872,558610],[172452,237375,506551,554874],[172700,237487,447646,506963],[172806,246216,507016,560754],[180782,246928,457126,515219],[180822,247178,515032,561559],[181283,248918,457683,516861],[195764,263375,525931,569746],[196012,263487,470958,526343],[201076,278384,530680,577540],[201936,271663,531051,574137],[203701,271939,478141,532297],[203741,272189,532110,574356],[204202,281510,478698,539064],[212186,281424,538915,579378],[212865,282266,425286,488224],[212942,282534,488009,540404],[226784,298377,548205,586754],[228549,298653,499603,549451],[228589,298903,549264,586973],[233913,313837,553425,593416],[234360,314284,504890,558628],[235130,305731,505278,554567],[235170,307367,553790,590657],[237028,307689,447935,507355],[237105,307957,507140,555344],[245862,317299,560289,594865],[246110,317411,514120,560701],[246877,318342,457800,515787],[250016,321870,564079,597673],[261130,332687,524658,569439],[261170,334323,568662,601119],[263028,334645,471247,526735],[263105,334913,526520,570216],[268762,349896,530542,577402],[269546,342953,573401,604246],[269916,341787,476756,531997],[269993,343400,531069,574155],[271888,343722,478815,532865],[279244,352797,577911,607501],[281009,353073,538507,579157],[281049,353323,578970,607720],[285340,357987,581985,609934],[285588,358099,542694,582397],[286168,358822,543239,582858],[296260,369667,586018,612713],[296630,368501,498218,549151],[296707,370114,548223,586772],[298602,370436,500277,550019],[305326,378625,553652,590519],[305680,377513,505332,554621],[315054,386611,559016,594558],[315094,388247,593781,617831],[316952,388569,514409,561093],[317029,388837,560878,595335],[321455,393265,563671,597452],[321495,393515,597265,619825],[322474,394446,518791,564622],[332282,404625,568524,600981],[332636,403513,524712,569493],[350680,422127,606765,625816],[351050,420961,537122,578857],[351127,422574,577929,607519],[353022,422896,539181,579725],[355742,425593,427189,489810],[357640,427551,489503,541704],[357717,427819,541489,581489],[358407,428365,491406,543290],[380626,448242,456724,514716],[386206,454723,593643,617693],[386560,453611,559070,594612],[390703,457585,518252,564130],[391242,458077,459613,517255],[393214,460012,516978,563154],[414662,478600,486460,538966],[415201,479092,486999,539458],[425542,488293,489759,541773],[448191,507424,514665,561162]
   ]
cell #2263 :
  |C| = 140
  W-rep = phi[[3, 2, 1, 1],[]]+phi[[3],[2, 1, 1]]
  special rep = phi[[3],[2, 1, 1]] , dim = 105
  orbit = [6, 4, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     70 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [101560],[125227],[125988],[147758],[152248],[152456],[153271],[176910],[177118],[181193],[181976],[182087],[204112],[206348],[208455],[208566],[213121],[214164],[214322],[228960],[237284],[238975],[239786],[242063],[242221],[247099],[248262],[263284],[270872],[272110],[273869],[274104],[274727],[277118],[281420],[282449],[297586],[298824],[306588],[307872],[309319],[309668],[309904],[317208],[321866],[333544],[334828],[342280],[342629],[345365],[345892],[352006],[353244],[357896],[358818],[368994],[369343],[377976],[380960],[387468],[388752],[393436],[403976],[412646],[421454],[421803],[427734],[437494],[454074],[484444],
     [108854,169220],[127606,255155],[133748,200222],[133956,200430],[155006,290670],[159398,231196],[161505,233303],[161616,233414],[184528,326198],[185151,326821],[188877,264975],[189688,265786],[191965,268063],[192123,268221],[216413,359334],[216998,362283],[218412,289859],[221409,300583],[221644,300818],[222267,301441],[224658,303832],[250753,394933],[251280,397617],[252664,325963],[255395,336275],[255744,336624],[255980,336860],[286348,429198],[287860,361698],[288209,362047],[290945,372079],[291472,372606],[324052,397090],[327036,406960],[360186,431123]
   ]
cell #2264 :
  |C| = 126
  W-rep = phi[[2],[3, 1, 1]]
  special rep = phi[[2],[3, 1, 1]] , dim = 126
  orbit = [5, 5, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [80201],[100599],[101521],[118048],[124592],[124800],[126027],[137428],[144078],[144286],[151539],[151650],[152883],[153434],[165540],[165748],[170768],[172875],[172986],[180590],[181314],[181472],[182685],[182893],[183380],[194080],[196187],[196298],[201145],[201956],[204233],[204391],[212490],[212698],[213360],[213477],[214826],[214937],[225993],[226804],[229081],[229239],[234391],[234626],[235249],[237523],[237640],[244178],[246285],[246396],[247247],[248949],[249107],[253512],[260391],[260626],[261249],[263523],[263640],[268873],[269222],[269458],[272258],[278453],[279264],[281541],[281699],[282565],[284414],[289011],[295587],[295936],[296172],[298972],[304677],[305204],[307436],[307988],[314315],[314550],[315173],[317447],[317564],[318635],[324812],[325161],[331633],[332160],[334392],[334944],[340768],[343431],[344015],[350007],[350356],[350592],[353392],[358135],[360938],[367482],[370145],[370729],[378736],[379085],[385557],[386084],[388316],[388868],[393584],[394482],[396338],[404736],[405085],[413398],[419942],[422605],[423189],[427850],[438246],[446436],[454834],[455183],[460305],[469748],[485196],[512910]
   ]
cell #2265 :
  |C| = 175
  W-rep = phi[[3, 1, 1, 1],[1]]+phi[[3, 1],[1, 1, 1]]
  special rep = phi[[3, 1],[1, 1, 1]] , dim = 105
  orbit = [6, 2, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [284313],[286018],[313618],[320408],[320540],[322258],[349633],[349765],[356129],[356573],[356674],[358538],[384749],[385193],[385294],[391597],[391663],[392220],[416059],[419116],[419182],[419739],[425896],[425914],[448922],[448988],[451871],[451889],[458335],[479725],[479743],[482395],[507703],[507938],[533195],
     [160055,224557],[190386,258903],[207005,277017],[217290,287392],[222535,293982],[222979,294426],[231853,303731],[240484,312827],[251591,323611],[256272,328080],[256859,330012],[259694,340574],[266484,339783],[274995,348402],[275439,348846],[286295,358949],[287130,359777],[291783,364057],[292320,365873],[295213,376347],[295345,376479],[301709,375116],[302153,375560],[310196,382004],[310783,383936],[323247,395101],[327818,399255],[330825,410749],[331269,411193],[331370,411294],[337152,408004],[337739,409936],[346203,416517],[346740,418333],[362575,432167],[363599,440907],[363693,432931],[366656,443964],[366722,444030],[367279,444587],[372917,441365],[373454,443181],[381742,449353],[396191,463826],[397928,464284],[398824,472234],[398890,472300],[401773,475183],[401791,475201],[407742,472665],[416153,479881],[430283,493570],[430349,493636],[431905,494001],[432775,501187],[432793,501205],[435445,503857],[441001,501343],[462580,520673],[462598,520691],[463920,520829],[464541,527083],[464776,527318],[491842,543656],[492248,544532],[492483,544767],[494291,550349],[519104,564930],[519552,565658],[543544,583145]
   ]
cell #2266 :
  |C| = 392
  W-rep = phi[[2, 2, 2, 1],[]]+phi[[2, 2, 1, 1],[1]]+phi[[2, 1],[2, 1, 1]]+phi[[2],[2, 2, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     56 tau_infinity subcells with 1 member(s)
     140 tau_infinity subcells with 2 member(s)
     14 tau_infinity subcells with 4 member(s)
  subcells = [
     [293596],[305523],[309168],[320462],[322312],[329603],[332479],[341601],[342129],[348016],[349687],[356581],[356728],[358546],[365344],[365512],[368315],[368843],[374730],[377306],[383527],[385201],[385348],[386403],[391671],[392122],[392228],[400497],[403306],[406627],[409527],[417804],[417972],[419190],[419641],[419747],[420775],[421303],[425904],[425965],[434250],[439511],[440061],[442652],[442820],[448996],[450595],[451879],[451940],[453404],[471514],[473907],[479733],[479794],[481200],[502662],
     [80208,394167],[100931,426522],[101467,428325],[121110,452497],[124294,457545],[124900,458398],[125863,393999],[143780,478560],[147431,482458],[151202,487494],[151365,425009],[152021,488559],[165242,500022],[172538,506625],[172701,447658],[174014,508001],[176683,510420],[180783,457210],[180921,515086],[181900,458419],[190440,258957],[195850,526005],[196013,470970],[202708,531450],[203702,478225],[203840,532164],[205435,533394],[208379,482479],[212192,538926],[212877,425385],[213045,488086],[222987,294434],[227556,548604],[228550,499687],[228688,549318],[235131,505750],[235969,554109],[237040,448034],[237208,507217],[238448,555699],[238899,508022],[240538,312881],[245948,560363],[246111,514132],[246888,457891],[250022,564090],[251599,323619],[255244,336124],[256867,330020],[257318,330471],[261131,525130],[261969,568981],[263040,471346],[263208,526597],[266538,339837],[269928,477307],[270345,573621],[270796,531471],[271899,478906],[273384,533222],[275447,348854],[280016,578310],[281010,538591],[281148,579024],[285426,582059],[285589,542706],[286174,543250],[287181,359828],[287709,361547],[291791,364065],[292371,365924],[295267,376401],[296642,498769],[297059,586238],[297510,548625],[298613,500368],[302161,375568],[305691,505811],[306103,553937],[310791,383944],[311242,384395],[315055,559488],[315893,594100],[316964,514508],[317132,560955],[321456,563755],[321594,597319],[322475,518803],[323382,395335],[327869,399306],[328397,401025],[331277,411201],[331424,411348],[332647,525191],[333059,568809],[337747,409944],[338198,410395],[346211,416525],[346791,418384],[351062,537673],[351479,606985],[351930,578331],[353033,539272],[355743,427190],[357652,489602],[357820,541566],[358408,491407],[363828,433165],[366730,444038],[367181,444489],[367287,444595],[372925,441373],[373505,443232],[380627,456725],[381793,449404],[382321,451123],[386571,559549],[386983,593928],[390704,518253],[391254,459625],[393225,517069],[397936,464292],[398898,472308],[401781,475191],[401842,475252],[407793,472716],[408321,474435],[414663,486461],[415213,487011],[416288,480115],[425553,489770],[430357,493644],[431956,494052],[432783,501195],[432844,501256],[441136,501577],[448202,514676],[462588,520681],[462649,520742],[464055,521063],
     [86752,140490,402399,475809],[108527,168893,435508,503920],[130852,197326,464839,527381],[133521,199995,467258,529800],[155758,219975,492546,544830],[158485,230283,494490,550548],[161429,233227,435529,503941],[185871,254242,519751,565857],[188350,264448,521341,570571],[188801,264899,464860,527402],[217885,289332,543915,583719],[218336,289783,492567,544851],[220924,300098,494318,550376],[252179,325478,519579,565685]
   ]
cell #2267 :
  |C| = 140
  W-rep = phi[[3, 2, 1, 1],[]]+phi[[3],[2, 1, 1]]
  special rep = phi[[3],[2, 1, 1]] , dim = 105
  orbit = [6, 4, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     70 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [80216],[100939],[101548],[121118],[124980],[125215],[125885],[147511],[147746],[151387],[152084],[152102],[172723],[174094],[176746],[176764],[180984],[181920],[181986],[196035],[203903],[205498],[205516],[208399],[208465],[213065],[214143],[228751],[236032],[237228],[238362],[238919],[238985],[242042],[246133],[247078],[262032],[263228],[270816],[272089],[273303],[273404],[273848],[281211],[285611],[297530],[298803],[306123],[306567],[309086],[309218],[315956],[317152],[321657],[322497],[333079],[333523],[342179],[345233],[351950],[353223],[357840],[368893],[377844],[387003],[387447],[393415],[403844],[421353],[453942],
     [86760,140498],[108607,168973],[108842,169208],[130932,197406],[133584,200058],[133602,200076],[155838,220055],[158548,230346],[158566,230364],[161449,233247],[161515,233313],[185934,254305],[185952,254323],[188264,264362],[188821,264919],[188887,264985],[191944,268042],[217799,289246],[218356,289803],[218422,289869],[220843,300017],[220944,300118],[221388,300562],[250854,322962],[252098,325397],[252199,325498],[252643,325942],[255162,336042],[255294,336174],[286480,359233],[287627,361465],[287759,361597],[290813,371947],[322729,394801],[323920,396958]
   ]
cell #2268 :
  |C| = 140
  W-rep = phi[[3, 1],[1, 1, 1]]+phi[[],[4, 2, 1]]
  special rep = phi[[3, 1],[1, 1, 1]] , dim = 105
  orbit = [6, 2, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     70 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [85952],[107844],[120310],[132411],[132785],[139690],[146748],[158341],[160191],[165707],[168210],[175573],[175947],[185727],[188648],[190526],[196097],[196521],[198885],[199259],[205291],[207141],[218183],[221161],[228992],[229115],[229489],[230139],[231989],[238746],[240624],[252416],[254098],[255186],[260425],[262979],[263544],[263675],[264746],[266624],[273621],[287651],[289045],[289630],[295895],[295971],[298552],[299235],[300335],[309110],[322753],[325120],[325196],[325715],[331927],[331951],[334496],[336066],[361232],[361256],[361489],[367389],[367732],[394825],[396245],[396588],[402502],[429105],[430401],[461572],
     [124759,182852],[125947,250487],[144245,212657],[151449,285673],[151873,215160],[153303,286097],[172785,246195],[173209,246619],[181225,321898],[181348,248983],[181722,249357],[183401,322395],[204144,281452],[204267,281575],[204641,281949],[212816,357591],[213381,358156],[213512,284449],[234425,314349],[236979,316903],[237544,317468],[237675,317599],[246827,393164],[247510,320548],[269181,350315],[269257,350391],[271838,352972],[272521,353655],[282117,427402],[304971,385851],[304995,385875],[307540,388420],[340675,419849],[341018,420192],[376502,452600]
   ]
cell #2269 :
  |C| = 175
  W-rep = phi[[3, 1, 1, 1],[1]]+phi[[3, 1],[1, 1, 1]]
  special rep = phi[[3, 1],[1, 1, 1]] , dim = 105
  orbit = [6, 2, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [182400],[183565],[208879],[214646],[214736],[216000],[242545],[242635],[248317],[248786],[248860],[250323],[277173],[277642],[277716],[283733],[283753],[284318],[309723],[313038],[313058],[313623],[319787],[319865],[345754],[345774],[349012],[349090],[355955],[381308],[381386],[384575],[415490],[415885],[448490],
     [85500,133463],[107330,161325],[119858,176625],[131745,191333],[132214,191802],[139238,199937],[146234,208275],[158246,221348],[159475,223977],[161929,233727],[167696,233123],[174907,241431],[175376,241900],[185632,252603],[188552,255683],[189765,258282],[192447,268545],[192537,268635],[198219,267431],[198688,267900],[205196,273808],[206425,276437],[218087,288148],[221059,291161],[224713,303887],[225182,304356],[225256,304430],[230044,300522],[231273,303151],[238650,309607],[239863,312206],[252314,324268],[254003,325902],[255179,326936],[255799,336679],[259114,339994],[259134,340014],[259699,340579],[264650,336563],[265863,339162],[273519,345581],[287644,360086],[288264,362102],[289534,361986],[291334,372468],[291354,372488],[294592,375726],[294670,375804],[300233,372295],[309103,380860],[322746,394701],[324441,397479],[324461,397499],[325613,397306],[327384,407308],[327462,407386],[330651,410575],[336059,406860],[360534,431471],[360612,431549],[361482,431023],[363030,440338],[363425,440733],[394818,461623],[395622,463257],[396017,463652],[398392,471802],[429053,491750],[429851,493138],[461536,519154]
   ]
cell #2270 :
  |C| = 140
  W-rep = phi[[3, 1],[1, 1, 1]]+phi[[],[4, 2, 1]]
  special rep = phi[[3, 1],[1, 1, 1]] , dim = 105
  orbit = [6, 2, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     70 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [107934],[132859],[146838],[160211],[160680],[168300],[176021],[188668],[190597],[196611],[199333],[207161],[207630],[218203],[221232],[223145],[229563],[229653],[232009],[232478],[238766],[240695],[252487],[255510],[263695],[264164],[264238],[264766],[266695],[273692],[275605],[287975],[289650],[290767],[295991],[299306],[299326],[299891],[300406],[302319],[309434],[323874],[325216],[325786],[332022],[332042],[335280],[335358],[336390],[345187],[359055],[361327],[361347],[361813],[367830],[367908],[371097],[371901],[396686],[396764],[396912],[402508],[402903],[429152],[430407],[430802],[436222],[461578],[462701],[491708],
     [151963,215250],[153393,216090],[173299,246709],[181796,249431],[181886,249521],[183475,250397],[204715,282023],[204805,282113],[213532,284469],[214001,284938],[214075,285012],[215926,286023],[237695,317619],[238164,318088],[238238,318162],[247581,320619],[247601,320639],[248166,321204],[269277,350411],[272592,353726],[272612,353746],[273177,354311],[282901,356739],[282979,356817],[305066,385946],[305086,385966],[308324,389204],[308402,389282],[319003,392302],[341116,420290],[341194,420368],[344383,423557],[376508,452606],[376903,453001],[411374,483172]
   ]
cell #2271 :
  |C| = 55
  W-rep = phi[[3],[1, 1, 1, 1]]+phi[[],[4, 1, 1, 1]]
  special rep = phi[[3],[1, 1, 1, 1]] , dim = 35
  orbit = [6, 2, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 1
  number of tau_infinity subcells = 35
     15 tau_infinity subcells with 1 member(s)
     20 tau_infinity subcells with 2 member(s)
  subcells = [
     [165255],[196007],[228449],[228918],[260330],[262959],[288950],[295875],[298474],[325100],[331849],[361154],[367382],[396238],[429098],
     [80241,322559],[101480,286187],[124307,250035],[125857,322469],[143793,212205],[151359,285583],[153229,358776],[172695,246105],[180682,321355],[181151,321824],[203601,280909],[204070,281378],[212796,357571],[234330,314254],[236959,316883],[246749,393086],[269161,350295],[271760,352894],[304893,385773],[340668,419842]
   ]
cell #2272 :
  |C| = 455
  W-rep = phi[[2, 1, 1, 1],[2]]+phi[[1, 1, 1, 1],[3]]+phi[[2, 1],[2, 1, 1]]+phi[[1, 1],[3, 1, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     35 tau_infinity subcells with 1 member(s)
     140 tau_infinity subcells with 2 member(s)
     35 tau_infinity subcells with 4 member(s)
  subcells = [
     [335989],[371287],[394215],[403093],[406156],[426570],[428532],[430992],[436676],[439625],[452545],[458777],[459031],[463155],[468041],[468377],[482837],[483091],[488773],[488891],[492703],[493039],[497398],[510634],[510752],[516264],[516402],[519929],[533933],[535737],[535875],[540864],[556256],[557858],[575556],
     [250274,322346],[250286,394091],[259859,524011],[283610,357448],[283622,425760],[285902,358488],[288479,544190],[309033,389913],[309045,448409],[319193,392492],[319300,457827],[319738,391470],[322358,461117],[323328,519381],[323466,565032],[328755,466572],[329167,567072],[336001,471721],[344573,423747],[344680,478842],[345118,415429],[355272,426719],[355394,488032],[355445,425506],[357460,489977],[358587,491172],[358655,428656],[359566,543757],[363774,545729],[363912,584473],[364633,495987],[371394,500304],[371832,440277],[377093,453191],[377771,505359],[380156,456254],[380278,507163],[380329,448155],[382679,509734],[383091,592191],[389925,514883],[390818,459189],[390919,457945],[390929,515616],[392269,516739],[392599,517005],[393037,459841],[399044,566639],[399692,522413],[399830,522749],[402447,475857],[403771,524739],[406278,526543],[406329,471467],[408679,529114],[409091,602653],[411828,483626],[412464,531092],[412515,477942],[414777,486575],[414878,478960],[414888,532694],[416234,575435],[416372,605220],[417093,534891],[419788,536212],[423854,539208],[424292,487227],[425232,488170],[426299,541062],[426841,541512],[426892,489723],[433548,546277],[435887,504299],[436141,504553],[437312,548246],[437363,499404],[439726,500422],[439736,549848],[441082,588052],[441220,613687],[441941,552045],[444729,511203],[445065,511539],[445618,506317],[445628,553860],[447881,507301],[449142,591758],[449790,556771],[449928,557107],[452274,558056],[453869,559097],[456376,560901],[456427,514629],[458726,562546],[459290,517123],[459300,562983],[462197,566396],[464001,599094],[464139,620928],[467472,530014],[467590,530132],[468930,525697],[468940,568732],[471193,526681],[472454,602220],[473102,571643],[473240,571979],[475936,536302],[476366,531607],[476702,531943],[480498,575983],[482786,577063],[484262,577952],[484313,538308],[486676,539326],[486686,579554],[488901,580983],[489449,541650],[492188,584276],[493790,611276],[495029,551087],[496833,552891],[496971,553029],[497828,548761],[498164,549097],[501960,588600],[504998,554287],[510762,593109],[512092,560055],[512102,593851],[514355,561039],[519502,599215],[521898,571128],[523500,572730],[524378,569159],[536732,578467],[537068,578803],[545850,588173],[558736,594278],
     [233859,313783,504631,558369],[234782,377252,445346,553739],[260782,403252,468658,568611],[269492,342899,530810,573896],[269603,412026,476457,573463],[292705,433746,434715,546638],[293247,434196,495715,584928],[296206,369613,547964,586513],[296317,436874,497919,586080],[305370,377390,505041,590151],[314706,453350,511820,593730],[328704,465646,466521,567354],[329278,466083,522504,599701],[332326,403390,524421,600613],[347125,480696,481665,576344],[347667,481146,534619,605675],[350626,422073,577670,607260],[350737,483824,536823,606827],[364643,495219,495997,585049],[365191,434334,546320,611713],[367328,444636,497308,553366],[373839,502158,503127,588961],[374381,502608,551773,614142],[382628,508808,509683,592473],[383202,509245,556862,616413],[386250,453488,558779,617325],[402176,475586,523698,572928],[408628,528188,529063,602935],[409202,528625,571734,623089],[417103,534123,534901,605796],[417651,481284,576026,624816],[435836,504248,547357,589680],[441951,551277,552055,614263],[442499,502746,588643,629933],[467600,530142,567990,603571]
   ]
cell #2273 :
  |C| = 175
  W-rep = phi[[3, 1, 1, 1],[1]]+phi[[3, 1],[1, 1, 1]]
  special rep = phi[[3, 1],[1, 1, 1]] , dim = 105
  orbit = [6, 2, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [183553],[214724],[216015],[242623],[248624],[248875],[250346],[277480],[277731],[283864],[283991],[284341],[313169],[313296],[313646],[319935],[319983],[320104],[345885],[349160],[349208],[349329],[356064],[356084],[381456],[381504],[384684],[384704],[391605],[415994],[416014],[419124],[448507],[448930],[479369],
     [132052,257492],[159733,292937],[175214,311416],[184791,395837],[189913,328385],[190082,328980],[192525,268623],[198526,338372],[206683,347357],[217245,430023],[221907,363245],[222490,364351],[225020,304194],[225271,304445],[231531,374071],[240011,382309],[240180,382904],[250635,519087],[251533,462312],[256227,398564],[256801,399540],[259245,340125],[259372,340252],[259722,340602],[266011,408309],[266180,408904],[274367,415705],[274950,416811],[286982,492231],[291465,372599],[291725,432507],[294740,375874],[294788,375922],[294909,376043],[301081,440553],[301664,441659],[310151,448662],[310725,449638],[324572,397610],[326461,463472],[327532,407456],[327580,407504],[327670,464524],[330760,410684],[330780,410704],[337107,471974],[337681,472950],[346145,479457],[360682,431619],[360730,431667],[362530,493310],[363534,440842],[363554,440862],[366664,443972],[372859,500919],[381594,507686],[396126,463761],[396146,463781],[397870,520405],[398409,471819],[398832,472242],[407594,527066],[429868,493155],[430291,493578],[431757,544515],[432419,500831],[461553,519171],[461737,564913],[462224,520317],[491683,543596]
   ]
cell #2274 :
  |C| = 427
  W-rep = phi[[2, 2, 1, 1],[1]]+phi[[2, 1, 1, 1],[2]]+phi[[2, 2],[1, 1, 1]]+phi[[2, 1],[2, 1, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     91 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     49 tau_infinity subcells with 4 member(s)
  subcells = [
     [285914],[285974],[319750],[320496],[322194],[345130],[349721],[355552],[355910],[356145],[358667],[371844],[380436],[380794],[384765],[391041],[391092],[391619],[393049],[394227],[394302],[406436],[406794],[413193],[415000],[415051],[416075],[419138],[424304],[425333],[425343],[425918],[426582],[426999],[427357],[438041],[439848],[439899],[446254],[446305],[447982],[447992],[448944],[451893],[452557],[456534],[456892],[457844],[458884],[459412],[459463],[469566],[469617],[471294],[471304],[477255],[477265],[478859],[479411],[479747],[482944],[484991],[486798],[486849],[489013],[489550],[489560],[498717],[498727],[500321],[505428],[505764],[507728],[510874],[512728],[512779],[514456],[514466],[516513],[517022],[524808],[525144],[531177],[535986],[537621],[537631],[539225],[548331],[559166],[559502],[578037],
     [216027,428564],[248887,459063],[250349,461011],[269715,476983],[273337,533205],[277743,483123],[284063,489064],[284344,489212],[295301,376435],[296429,498445],[305481,505519],[306056,553920],[313368,510925],[313649,511073],[319986,516302],[320114,516503],[328862,467250],[329390,523030],[330841,410765],[332437,524899],[333012,568792],[341554,531220],[349211,535775],[349339,535976],[350849,537349],[356094,540878],[356265,541079],[363615,440923],[364755,496623],[365302,546798],[366678,443986],[368268,548374],[381507,556294],[382786,510412],[383314,557388],[384714,557872],[384885,558073],[386361,559257],[386936,593911],[391629,562415],[396207,463842],[398846,472256],[399941,523312],[400450,567482],[401795,475205],[402459,475869],[408786,529792],[409314,572260],[416024,575570],[417215,535527],[417762,576504],[419148,576932],[420728,578080],[430305,493592],[432461,500873],[432797,501209],[435994,504406],[442063,552681],[442610,589121],[448954,591867],[450039,557670],[450548,592601],[462266,520359],[462602,520695],[464566,527108],[467712,530254],[473351,572542],[473860,603063],[492273,544557],[497082,553140],
     [159805,293009,364806,496674],[190092,328990,399931,523302],[206755,347429,417266,535578],[217255,359580,430033,543799],[220877,300051,494301,550359],[222500,364361,433562,546707],[222671,364926,433763,547043],[225283,304457,436173,504585],[231603,374143,442114,552732],[240190,382914,450029,557660],[251557,395150,462357,565074],[252132,325431,519562,565668],[256237,398574,399058,566681],[256825,399585,465515,567439],[259444,340324,467763,530305],[259725,340605,467911,530453],[266190,408914,473341,572532],[274960,416821,480512,576413],[275131,417386,480713,576749],[287134,359781,492316,583239],[291749,432552,432980,584515],[292324,365877,433428,585109],[294791,375925,496871,552929],[294919,376053,497072,553130],[301674,441669,501974,589030],[301845,442234,502175,589366],[310161,448672,449156,591800],[310749,449683,508677,592558],[327583,407507,521936,571166],[327822,399259,464609,599379],[330790,410714,523514,572744],[330961,410885,523715,572945],[337117,471984,472468,602262],[337705,472995,528057,603020],[346169,479502,479930,605262],[346744,418337,480378,605856],[360733,431670,492226,584314],[362540,493320,493804,611318],[363564,440872,545864,588187],[366688,443996,547226,589549],[372883,500964,501392,613729],[373458,443185,501840,614323],[381746,449357,507771,616091],[396156,463791,519516,599229],[397894,520450,520878,620970],[398856,472266,566748,602329],[407746,472669,527151,622767],[430315,493602,543866,611385],[431909,494005,544600,628400]
   ]
cell #2275 :
  |C| = 189
  W-rep = phi[[2, 1, 1, 1],[1, 1]]+phi[[2, 1, 1],[1, 1, 1]]
  special rep = phi[[2, 1, 1],[1, 1, 1]] , dim = 105
  orbit = [4, 2, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     21 tau_infinity subcells with 1 member(s)
     84 tau_infinity subcells with 2 member(s)
  subcells = [
     [322286],[356702],[358575],[385322],[391899],[392257],[394194],[419418],[419776],[426192],[426549],[452167],[452524],[458577],[458604],[482637],[482664],[488724],[508568],[510585],[533884],
     [81212,323314],[106376,363760],[107147,292547],[131905,399678],[132013,328592],[145280,416220],[146051,346967],[159751,364532],[166742,441068],[167513,373681],[175067,449776],[175175,382516],[187757,463987],[192264,402018],[198379,473088],[198487,408516],[206701,416992],[214463,426141],[217663,492174],[223108,433986],[224873,496819],[224981,435724],[231549,441840],[242362,452116],[248477,516250],[248585,458614],[251520,519339],[256645,521884],[257095,400211],[257453,465895],[259390,467489],[268362,475428],[275568,480936],[277333,535723],[277441,482674],[284009,488790],[287068,491990],[291712,545687],[292598,434037],[292955,495434],[302282,502398],[304047,552877],[304155,504136],[310569,556242],[311019,450309],[311377,509057],[313314,510651],[327756,521700],[328555,521983],[328582,465885],[331398,411322],[337525,571114],[337975,473621],[338333,528437],[340270,530031],[346132,575393],[347018,480987],[347375,534338],[362948,584262],[364466,495098],[366958,444266],[367316,444624],[372846,588010],[373732,502449],[374089,551492],[381680,556058],[382479,556341],[382506,509047],[397857,599052],[402069,475479],[402426,475836],[407680,570930],[408479,571213],[408506,528427],[416926,534002],[429826,545397],[431843,584078],[435687,504099],[435714,504126],[441774,551156],[462148,566347],[465406,527948],[467423,529965],[494980,551038]
   ]
cell #2276 :
  |C| = 455
  W-rep = phi[[2, 1, 1, 1],[2]]+phi[[1, 1, 1, 1],[3]]+phi[[2, 1],[2, 1, 1]]+phi[[1, 1],[3, 1, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     35 tau_infinity subcells with 1 member(s)
     140 tau_infinity subcells with 2 member(s)
     35 tau_infinity subcells with 4 member(s)
  subcells = [
     [358584],[371822],[392266],[394183],[406227],[419785],[426296],[426538],[436747],[439639],[452271],[452513],[458486],[458696],[463226],[468391],[471113],[482546],[482756],[488652],[488877],[493053],[497440],[497696],[508089],[510513],[510738],[516187],[519971],[520227],[524053],[533487],[535660],[544232],[555914],
     [215961,428437],[248201,458277],[250283,394113],[273212,479292],[283205,488153],[283619,425782],[285892,358645],[286058,491268],[292702,434712],[295440,547699],[299926,500754],[308628,507284],[309042,448431],[319249,515693],[319297,458016],[319728,393027],[321239,517455],[322295,518609],[322355,461139],[324665,565403],[328674,466491],[335584,526664],[335998,471743],[342040,531538],[344629,532771],[344677,479031],[345108,424282],[347122,481662],[354346,539658],[355343,426790],[355364,488184],[355384,540350],[356711,541321],[357043,541633],[357457,489999],[359643,544009],[359701,583358],[364394,495550],[364619,495973],[365111,546235],[367325,444633],[368754,548692],[371343,549925],[371391,500493],[373836,503124],[377720,554202],[377768,506388],[380227,456325],[380248,507315],[380268,555290],[382598,509653],[385331,558315],[389508,561022],[389922,514905],[390832,459203],[390905,515751],[392004,562667],[392548,563060],[392596,517194],[395204,565235],[399121,521435],[399179,566436],[399615,522371],[402173,475583],[402415,475825],[403720,569074],[403768,525768],[406248,526695],[406268,570162],[408598,529033],[411899,483697],[412434,531957],[412454,573836],[414791,486589],[414864,532829],[416854,534454],[417079,534877],[417571,575941],[419523,577184],[421214,578398],[423803,579631],[423851,539397],[425152,489369],[426248,581060],[426811,541664],[426831,581435],[433034,545477],[435596,504008],[435806,504218],[437282,549111],[437302,586453],[439712,549983],[441702,551608],[441927,552031],[442419,588558],[445079,511553],[445181,554329],[445604,554585],[447801,514275],[449219,555793],[449277,591555],[449713,556729],[452223,593186],[453818,594193],[453866,560126],[456346,561053],[456366,595281],[458716,596495],[459276,563118],[464927,527469],[467351,529893],[467576,530118],[468493,569201],[468916,569457],[472531,570665],[472589,602017],[473025,571601],[475978,536344],[476234,536600],[476324,573938],[479984,575183],[482776,606386],[484232,578817],[484252,607200],[486662,579689],[492634,544918],[493867,583813],[493925,611073],[494583,550641],[496756,552814],[497786,586555],[501446,587800],[504673,558411],[511655,594320],[512078,594576],[519844,565950],[520932,598842],[521556,570786],[536690,607302],[544130,583934],
     [201495,412103,412145,573715],[226343,436951,436993,586332],[234772,445302,445336,590354],[257200,400936,465767,567800],[257744,466160,466202,599953],[260772,468614,468648,600816],[268726,349860,530545,577405],[269579,412161,476412,604105],[278803,483901,483943,607079],[292654,434664,495296,585391],[293237,495671,495705,611916],[296293,437009,497874,612572],[305290,378589,504956,590522],[311124,451034,508929,592919],[311668,509322,509364,616665],[314696,511776,511810,617528],[328694,466511,522146,600074],[329254,466218,522459,621387],[331407,411331,523957,573187],[332246,404589,524336,600984],[338080,474346,528309,603381],[338624,528702,528744,623341],[347074,481614,534200,606138],[347657,534575,534609,625019],[350713,483959,536778,625675],[367063,444371,547478,589801],[373788,503076,551354,614605],[374371,551729,551763,630136],[382618,509673,556504,616786],[383178,509380,556817,631362],[386170,454687,558694,617696],[402125,475535,568067,603648],[408618,529053,571376,623462],[409178,528760,571689,635164],[435826,504238,585639,614853]
   ]
cell #2277 :
  |C| = 455
  W-rep = phi[[2, 1, 1, 1],[2]]+phi[[1, 1, 1, 1],[3]]+phi[[2, 1],[2, 1, 1]]+phi[[1, 1],[3, 1, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     35 tau_infinity subcells with 1 member(s)
     140 tau_infinity subcells with 2 member(s)
     35 tau_infinity subcells with 4 member(s)
  subcells = [
     [394224],[406773],[426579],[428521],[439699],[452554],[458881],[459020],[468451],[471127],[482941],[483080],[488690],[488983],[493113],[497710],[500169],[510551],[510844],[516201],[516489],[520241],[524095],[524279],[533525],[535674],[535962],[540810],[544274],[544458],[547741],[555928],[557804],[565445],[575292],
     [250295,460915],[283631,488496],[285911,428448],[309054,507627],[319405,515731],[319747,458288],[322173,394281],[322367,518693],[328859,467247],[331515,568317],[336010,527007],[344785,532809],[345127,479303],[355501,540364],[355549,488244],[355889,427336],[357469,541976],[358596,543068],[358664,491279],[360820,583519],[364725,496593],[371499,549963],[371841,500765],[378496,554240],[380385,555304],[380433,507375],[380773,456871],[382783,510409],[389934,561365],[390892,459263],[391011,515765],[391031,561963],[392278,562823],[392704,563098],[393046,517466],[395218,565277],[395267,598520],[399629,522865],[399917,523288],[400298,567397],[402456,475866],[404496,569112],[406385,570176],[406433,526755],[408783,529789],[413142,573850],[413190,532017],[414851,486649],[414970,532843],[414990,574760],[417185,535497],[419797,577340],[423959,579669],[424301,539669],[425166,489383],[425319,540413],[426404,581098],[426948,581449],[426996,541724],[429483,583400],[433048,545519],[433097,584354],[433494,546665],[435991,504403],[436130,504542],[437990,586467],[438038,549171],[439818,549997],[439838,587377],[442033,552651],[445139,511613],[446224,554599],[446244,590463],[447815,514289],[447968,555353],[449727,557223],[450015,557646],[450396,592516],[452379,593224],[454594,594231],[456483,595295],[456531,561113],[457692,516870],[458833,596509],[459382,563132],[459402,596829],[465063,566478],[467389,529931],[467682,530224],[469536,569471],[469556,600925],[471280,570225],[473039,572095],[473327,572518],[473708,602978],[476248,536614],[476818,573980],[477241,574164],[478707,539073],[479998,575225],[480047,605101],[480444,576371],[482893,606400],[484940,607214],[484988,578877],[486768,579703],[486788,608124],[489003,609131],[489536,581498],[494621,550679],[496770,552828],[497058,553116],[498280,586597],[498703,586781],[501460,587842],[501509,613568],[501906,588988],[504715,558453],[504899,558637],[505386,590564],[508225,591597],[510864,616997],[512698,594590],[512718,617637],[514442,595344],[519882,565988],[520946,598884],[520995,620809],[521570,570800],[523446,572676],[524766,601026],[527605,602059],[530587,577447],[537184,607344],[537607,607528],[544144,583948],[545054,611115],[545586,587909],[559124,617738],[565344,598951],
     [234889,445316,445935,590396],[260889,468628,469247,600858],[269705,476433,476973,604147],[292810,435440,495334,585429],[293354,495685,496304,611958],[296419,497895,498435,612614],[304559,385439,553445,593436],[305457,445365,505474,615232],[314813,511790,512409,617570],[328811,467199,522160,600088],[329380,522480,523020,621429],[332413,468677,524854,621908],[341402,413280,531135,604266],[347230,482390,534238,606176],[347774,534589,535208,625061],[350839,536799,537339,625717],[364745,496613,546061,612025],[365278,495734,546753,628715],[367337,444645,547634,589957],[368116,438128,548289,612733],[373944,503852,551392,614643],[374488,551743,552362,630178],[382735,510361,556518,616800],[383304,556838,557378,631404],[386337,511839,559212,631883],[402281,475691,568105,603686],[408735,529741,571390,623476],[409304,571710,572250,635206],[417205,535517,575767,625128],[417738,534638,576459,636065],[420576,485078,577995,625836],[435943,504355,585653,614867],[442053,552671,588384,630245],[442586,551792,589076,638794],[467702,530244,600285,623673]
   ]
cell #2278 :
  |C| = 140
  W-rep = phi[[3, 2, 1, 1],[]]+phi[[3],[2, 1, 1]]
  special rep = phi[[3],[2, 1, 1]] , dim = 105
  orbit = [6, 4, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     70 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [126003],[152471],[153406],[177133],[182158],[182413],[183443],[208637],[208892],[213423],[214220],[214332],[237586],[239857],[242119],[242231],[247155],[248272],[248437],[263586],[272166],[273925],[274737],[277128],[277293],[282459],[283686],[298880],[306644],[307882],[309678],[309914],[310529],[312991],[317510],[318527],[322437],[333600],[334838],[342639],[343907],[345375],[345707],[345940],[353300],[358198],[369353],[370621],[377986],[378318],[381008],[381513],[387524],[388762],[393492],[403986],[404318],[412694],[415568],[421813],[423081],[427744],[437542],[445798],[454084],[454416],[460197],[469110],[484492],[512272],
     [133971,200445],[155077,290741],[161687,233485],[161942,233740],[185161,326831],[189759,265857],[192021,268119],[192133,268231],[217008,362293],[217623,362908],[221465,300639],[222277,301451],[224668,303842],[224833,304007],[250763,394943],[251328,397665],[252720,326019],[255754,336634],[255990,336870],[256605,337485],[259067,339947],[286396,429246],[286901,431676],[288219,362057],[290955,372089],[291287,372421],[291520,372654],[322662,461656],[324062,397100],[324394,397432],[327084,407008],[327589,407513],[360234,431171],[363108,440416],[395700,463335]
   ]
cell #2279 :
  |C| = 175
  W-rep = phi[[3, 1, 1, 1],[1]]+phi[[3, 1],[1, 1, 1]]
  special rep = phi[[3, 1],[1, 1, 1]] , dim = 105
  orbit = [6, 2, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [358603],[392285],[394198],[419804],[426506],[426553],[428528],[452481],[452528],[458581],[458929],[459027],[482641],[482989],[483087],[488766],[488769],[489098],[508572],[510627],[510630],[510959],[516238],[516284],[533926],[533929],[535711],[535757],[540846],[556230],[556276],[557840],[575335],[575538],[591688],
     [287110,429728],[292912,366465],[323348,462096],[327798,465308],[328907,401535],[347332,418925],[358935,491629],[359548,492093],[363794,494928],[364508,434930],[364840,435262],[367344,444652],[374046,443773],[381722,508470],[382831,451633],[395087,519285],[399026,521803],[399712,466751],[402383,475793],[402430,475840],[407722,527850],[408831,474945],[416254,533832],[416968,481880],[417300,482212],[429830,545401],[431885,545299],[432917,545633],[433530,496167],[435691,504103],[436039,504451],[436137,504549],[441102,550986],[441816,503342],[442148,503674],[449124,556161],[449810,509913],[462190,566389],[462193,566392],[464021,566295],[465410,527952],[467465,530007],[467468,530010],[467797,530339],[472436,571033],[473122,529293],[479867,575339],[480480,535071],[492162,584250],[492208,584296],[493772,584181],[495022,551080],[495025,551083],[496807,552865],[496853,552911],[501329,587956],[501942,552225],[519281,598994],[519484,599197],[520815,598998],[521872,571102],[521918,571148],[523482,572712],[543538,610763],[543642,610767],[543687,611206],[545629,587952],[545832,588155],[564885,620586],[566569,602150]
   ]
cell #2280 :
  |C| = 427
  W-rep = phi[[2, 2, 1, 1],[1]]+phi[[2, 1, 1, 1],[2]]+phi[[2, 2],[1, 1, 1]]+phi[[2, 1],[2, 1, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     91 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     49 tau_infinity subcells with 4 member(s)
  subcells = [
     [215898],[216003],[247479],[248863],[250211],[272490],[277719],[282519],[282861],[283756],[299204],[307942],[308284],[313061],[318549],[318597],[319798],[334898],[335240],[342699],[343929],[343977],[345777],[349023],[353624],[354664],[354684],[355958],[358748],[369413],[370643],[370691],[378340],[378388],[379548],[379568],[381319],[384578],[388822],[389164],[390219],[393816],[394236],[394391],[404340],[404388],[405548],[405568],[413005],[413025],[414178],[415546],[415888],[421873],[423103],[423151],[426591],[427804],[428146],[437853],[437873],[439026],[445776],[446118],[448529],[452566],[454438],[454486],[455646],[455666],[458989],[460219],[460267],[469088],[469430],[476840],[483049],[484803],[484823],[485976],[489120],[490328],[490348],[498302],[510981],[512250],[512592],[516615],[517768],[536088],[537206],
     [153421,428573],[182428,459072],[183535,461000],[208907,483132],[214494,489168],[214706,489201],[225259,304433],[242393,511029],[242605,511062],[248332,516228],[248546,516595],[259137,340017],[270522,412788],[277188,535701],[277402,536068],[283708,540824],[283969,541166],[291357,372491],[294603,375737],[297236,437636],[306269,445913],[309738,555955],[313013,557818],[313274,558160],[319818,562370],[324464,397502],[327395,407319],[328967,401595],[330197,466845],[330654,410578],[333225,469225],[342300,476921],[345247,479379],[345729,575306],[349043,576887],[351656,484586],[360545,431482],[363086,440394],[363428,440736],[364862,435284],[366090,496282],[369014,498383],[377858,505396],[381339,591661],[382891,451693],[384121,510007],[387149,512387],[395678,463313],[396020,463655],[398431,471841],[400043,467082],[401196,522968],[402468,475878],[403858,524776],[408891,475005],[410121,529387],[417322,482234],[418550,535186],[421474,537287],[429890,493177],[436099,504511],[442170,503696],[443398,552340],[450141,510244],[451294,557326],[453956,559134],[467819,530361],[473453,529624],[474606,572198],[497184,553242],
     [107178,223139,364910,435332],[131974,257414,400023,467062],[146082,275599,417370,482282],[159450,292300,433508,496145],[159711,292915,433850,496487],[161957,233755,436182,504594],[167544,302313,442218,503744],[175136,311338,450121,510224],[188527,327178,465077,521781],[189796,328363,465470,522887],[192295,268393,467867,530409],[192507,268605,467900,530442],[198448,338294,473433,529604],[206400,346720,480458,535049],[206661,347335,480800,535391],[218062,360328,429497,492071],[221090,363223,494732,545751],[222364,364299,434802,546675],[224728,303902,496797,552855],[224942,304116,497164,553222],[231248,373434,501920,552203],[231509,374049,502262,552545],[238625,381102,508239,556139],[239894,382287,508632,557245],[252345,395815,461900,519403],[255415,398512,465180,566649],[255814,336694,521597,570827],[259089,339969,523460,572690],[259350,340230,523802,573032],[264625,407102,527619,571011],[265894,408287,528012,572117],[273550,415683,533636,575457],[274824,416759,481752,576381],[287880,429600,429971,543767],[288279,362117,544171,583975],[289509,431265,545068,584159],[290827,371961,432429,500841],[291309,372443,545600,587923],[294623,375757,547181,589504],[300264,440531,550790,588074],[301538,441607,503214,588998],[309339,448610,508342,591768],[323934,396972,462234,520327],[324416,397454,565358,598965],[325644,463450,566099,599116],[327415,407339,566542,602123],[336295,471922,527722,602230],[360565,431502,583464,611179],[361718,493258,545171,611286]
   ]
cell #2281 :
  |C| = 392
  W-rep = phi[[2, 2, 2, 1],[]]+phi[[2, 2, 1, 1],[1]]+phi[[2, 1],[2, 1, 1]]+phi[[2],[2, 2, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     56 tau_infinity subcells with 1 member(s)
     140 tau_infinity subcells with 2 member(s)
     14 tau_infinity subcells with 4 member(s)
  subcells = [
     [394233],[426588],[428522],[434507],[445325],[448511],[452563],[458986],[459021],[466321],[468637],[476440],[476822],[481457],[483046],[483081],[488691],[489087],[495694],[495813],[497902],[498284],[500777],[502919],[505044],[509483],[510552],[510948],[511799],[516210],[516588],[522487],[524424],[526854],[528863],[533526],[534598],[534717],[535683],[536061],[536806],[537188],[540817],[546323],[550086],[551752],[551871],[555937],[556845],[557811],[558782],[570304],[571717],[575299],[576029],[588646],
     [183532,460996],[214703,489197],[215895,491051],[242602,511058],[247476,516047],[248329,516224],[250193,460916],[272487,533125],[277185,535697],[282516,540387],[282843,488497],[283675,540798],[299201,550279],[307939,555327],[308266,507628],[309735,555951],[312980,557792],[318392,515732],[318516,561951],[319791,562352],[328964,401592],[334895,570199],[335222,527008],[342696,573873],[343772,532810],[343896,574748],[345696,575280],[349016,576869],[353621,579985],[354494,540373],[354657,580478],[358745,543145],[364829,435251],[369410,586490],[370486,549964],[370610,587365],[377563,554241],[378307,590451],[379378,555313],[379541,591200],[380934,591539],[381312,591643],[382888,451690],[388819,595318],[389146,561366],[390059,561970],[393813,563414],[394373,518694],[395227,462022],[398413,471823],[399638,466677],[400016,467055],[402465,475875],[403563,569113],[404307,600913],[405378,570185],[405541,601662],[408888,475002],[412264,573859],[412620,604089],[412998,604193],[414018,574767],[415539,605073],[417289,482201],[421870,607237],[422946,579670],[423070,608112],[427801,581472],[428128,541977],[428460,491291],[429490,492064],[429872,493159],[433057,494854],[433501,496138],[436096,504508],[436131,504543],[437112,586476],[437468,612556],[437846,612660],[438866,587384],[442137,503663],[445444,590470],[445769,615204],[449736,509839],[450114,510217],[453661,594232],[454405,617625],[455476,595304],[455639,618374],[458300,517478],[460062,563099],[460186,596817],[461882,519385],[465070,521774],[465452,522869],[467390,529932],[467786,530328],[468756,600932],[469081,621880],[473048,529219],[473426,529597],[479315,539681],[480007,533758],[480451,535042],[484062,607223],[484418,625659],[484796,625763],[485816,608131],[488343,541823],[490158,581458],[490321,609393],[494622,550680],[494714,545733],[496779,552837],[497157,553215],[501469,550912],[501913,552196],[507474,561212],[508232,556132],[508614,557227],[511918,617644],[512243,631855],[515854,563221],[517608,596836],[519883,565989],[520955,566221],[521579,570809],[523453,572683],[527612,571004],[527994,572099],[532932,579792],[533618,575439],[540492,581577],[544153,583957],[545061,584152],[545593,587916],[550772,588056],[555432,595423],[565351,598958],[566081,599098],
     [192504,268602,467896,530438],[224725,303899,496793,552851],[255811,336691,521593,570823],[259056,339936,523434,572664],[288276,362114,544167,583971],[291276,372410,545574,587897],[294596,375730,547163,589486],[324383,397421,565332,598939],[327010,406934,566420,602001],[327388,407312,566524,602105],[360160,431097,583342,611057],[360538,431475,583446,611161],[363079,440387,584326,613540],[395671,463306,598492,620781]
   ]
cell #2282 :
  |C| = 189
  W-rep = phi[[2, 1, 1, 1],[1, 1]]+phi[[2, 1, 1],[1, 1, 1]]
  special rep = phi[[2, 1, 1],[1, 1, 1]] , dim = 105
  orbit = [4, 2, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     21 tau_infinity subcells with 1 member(s)
     84 tau_infinity subcells with 2 member(s)
  subcells = [
     [285995],[320517],[322283],[349742],[356357],[356699],[358554],[384977],[385319],[391896],[392236],[419415],[419755],[425992],[426111],[451967],[452086],[458437],[479821],[482497],[508040],
     [85308,257044],[102619,359629],[107144,292537],[119666,310968],[131193,399107],[131992,328568],[139046,337924],[146048,346957],[159659,364380],[161737,366907],[167510,373671],[174355,449205],[175154,382492],[182208,391848],[190495,400160],[192261,402008],[197667,472517],[198466,408492],[206609,416840],[208687,419367],[214460,426131],[220316,493853],[222763,365018],[223105,433976],[224960,435700],[231457,441688],[233535,444215],[240593,450258],[242359,452106],[248564,458590],[251985,519830],[257092,400208],[257432,465871],[259298,467337],[266593,473570],[268359,475418],[275223,417478],[275565,480926],[277420,482650],[283917,488638],[287208,543967],[292177,494569],[292398,495056],[292517,433956],[295322,376456],[301937,442326],[302279,502388],[304134,504112],[311016,450306],[311356,509033],[313222,510499],[323400,519646],[327896,521393],[328415,465448],[331053,410977],[331395,411319],[337972,473618],[338312,528413],[340178,529879],[346597,533473],[346818,533960],[346937,480906],[363846,494385],[366955,444263],[367295,444603],[373311,550627],[373532,551114],[373651,502368],[381820,555751],[382339,508610],[398322,565936],[401869,475279],[401988,475398],[407820,570623],[408339,527990],[416306,533289],[431983,583771],[432871,501283],[435547,503959],[441154,550443],[462676,520769],[464073,565752],[464878,527420],[492585,544869]
   ]
cell #2283 :
  |C| = 455
  W-rep = phi[[2, 1, 1, 1],[2]]+phi[[1, 1, 1, 1],[3]]+phi[[2, 1],[2, 1, 1]]+phi[[1, 1],[3, 1, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     35 tau_infinity subcells with 1 member(s)
     140 tau_infinity subcells with 2 member(s)
     35 tau_infinity subcells with 4 member(s)
  subcells = [
     [358583],[371810],[392265],[394171],[406128],[419784],[426295],[426526],[436648],[439551],[452270],[452501],[458402],[458688],[463127],[468303],[471035],[482462],[482748],[488581],[488871],[492965],[497432],[497618],[508005],[510442],[510732],[516127],[519963],[520149],[524047],[533416],[535600],[544226],[555854],
     [215962,428329],[248202,457549],[250282,394006],[273213,478564],[283206,487498],[283618,425016],[285880,358633],[286059,543254],[292701,434711],[299927,500026],[308629,506629],[309041,447665],[319261,515108],[319296,457297],[319716,393015],[321240,564094],[322296,564440],[322354,518810],[328666,466483],[335585,526009],[335997,470977],[342041,531454],[344641,532186],[344676,478312],[345096,424270],[347121,481661],[354347,538930],[355244,426691],[355356,487525],[355395,539838],[356712,581249],[357044,582063],[357456,542713],[364323,495542],[364613,495967],[365033,546236],[367324,444632],[367490,547700],[368755,548608],[371355,549340],[371390,499774],[373835,503123],[377732,554131],[377767,506289],[380128,456226],[380240,506656],[380279,554778],[382590,509645],[385332,593375],[389509,560367],[389921,514139],[390744,459115],[390899,515159],[392005,596609],[392560,597341],[392595,563842],[396346,565404],[398536,521427],[398587,566437],[399555,522365],[402172,475582],[402403,475813],[403732,569003],[403767,525669],[406240,526036],[406279,569650],[408590,529025],[411800,483598],[412426,531869],[412465,573776],[414703,486501],[414858,532237],[416783,534446],[417073,534871],[417493,575942],[419524,606500],[421215,578314],[423815,579046],[423850,538678],[425074,489291],[426260,609191],[426803,582090],[426842,609838],[429995,544001],[430046,583359],[432522,545471],[435512,503924],[435798,504210],[437274,549023],[437313,586393],[439706,549391],[441631,551600],[441921,552025],[442341,588559],[444991,511465],[445173,554321],[445598,554507],[447723,514197],[448634,555785],[448685,591556],[449653,556723],[452235,617057],[453830,594122],[453865,560027],[456338,560394],[456377,594769],[458727,619245],[459270,597392],[462327,565229],[464843,527385],[467280,529822],[467570,530112],[468485,569193],[468910,569379],[471946,570657],[471997,602018],[472965,571595],[475970,536336],[476156,536522],[476318,573932],[479472,575177],[482787,625332],[484224,578729],[484263,607140],[486656,579097],[492550,544834],[493282,583805],[493333,611074],[494512,550570],[496696,552754],[497780,586549],[500934,587794],[504667,558405],[511647,594312],[512072,594498],[519773,565879],[520420,598836],[521496,570726],[536684,607296],[544070,583874],
     [201507,412229,476945,573707],[226355,437077,498407,586324],[234783,445410,505489,590348],[257201,400937,522260,567716],[257756,466286,522992,599945],[260783,468722,524869,600810],[269573,476467,476996,604106],[278815,484027,537311,607071],[292666,434676,546121,585320],[293248,495779,546768,611910],[296287,497929,498458,612573],[305212,446444,504957,590523],[311125,451035,556618,592835],[311680,509448,557350,616657],[314707,511884,559227,617522],[328705,466522,566952,600014],[329248,522514,523043,621388],[331408,411332,568256,603837],[332168,469756,524337,600985],[338081,474347,571490,603297],[338636,528828,572222,623333],[340776,419950,530546,577406],[347086,481626,575827,606067],[347668,534683,576474,625013],[350707,536833,537362,625676],[367064,444372,585753,614967],[373800,503088,588444,614534],[374382,551837,589091,630130],[382629,509684,592071,616726],[383172,556872,557401,631363],[386092,512918,558695,617697],[402137,475547,600345,623733],[408629,529064,602533,623402],[409172,571744,572273,635165],[435837,504249,612229,630449]
   ]
cell #2284 :
  |C| = 175
  W-rep = phi[[3, 1, 1, 1],[1]]+phi[[3, 1],[1, 1, 1]]
  special rep = phi[[3, 1],[1, 1, 1]] , dim = 105
  orbit = [6, 2, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [153425],[182432],[183536],[208911],[214570],[214707],[216002],[242469],[242606],[248333],[248638],[248862],[277189],[277494],[277718],[283720],[283755],[284067],[309739],[313025],[313060],[313372],[319790],[319829],[345741],[345776],[349015],[349054],[355952],[381311],[381350],[384572],[415493],[415882],[448487],
     [107254,223901],[132066,258206],[146158,276361],[159462,293092],[159809,293713],[161961,233759],[167620,303075],[175228,312130],[188539,327270],[189807,329132],[192371,268469],[192508,268606],[198540,339086],[206412,347512],[206759,348133],[218074,360420],[221101,363306],[222358,365021],[224729,303903],[225034,304208],[225258,304432],[231260,374226],[231607,374847],[238637,381194],[239905,383056],[252356,395898],[255409,398575],[255815,336695],[259101,339981],[259136,340016],[259448,340328],[264637,407194],[265905,409056],[273561,415766],[274818,417481],[287874,430034],[288280,362118],[289521,431357],[290758,432401],[291321,372455],[291356,372490],[294595,375729],[294634,375768],[300275,440614],[301532,442329],[309333,448673],[323865,462206],[324428,397466],[324463,397501],[325655,463533],[327387,407311],[327426,407350],[330648,410572],[336289,471985],[345178,479351],[359046,491665],[360537,431474],[360576,431513],[361712,493321],[363033,440341],[363422,440730],[371892,500813],[395625,463260],[396014,463649],[396903,520299],[398389,471799],[429056,491753],[429143,543578],[429848,493135],[461533,519151]
   ]
cell #2285 :
  |C| = 126
  W-rep = phi[[2],[3, 1, 1]]
  special rep = phi[[2],[3, 1, 1]] , dim = 126
  orbit = [5, 5, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [215902],[247483],[250182],[272494],[282618],[282832],[299208],[308041],[308255],[318294],[318612],[334997],[335211],[343484],[343674],[343992],[353628],[354414],[354752],[358752],[370198],[370388],[370706],[376894],[379062],[379298],[379636],[388921],[389135],[389987],[393820],[394362],[402894],[405062],[405298],[405636],[411670],[413240],[413713],[413946],[422658],[422848],[423166],[427903],[428117],[428353],[430793],[436518],[438088],[438561],[438794],[444873],[444920],[446340],[452992],[455160],[455396],[455734],[457573],[459964],[460282],[462997],[468185],[468232],[469652],[476052],[477336],[477743],[478588],[483468],[485038],[485511],[485744],[487674],[490078],[490416],[492847],[492894],[497514],[498798],[499205],[500050],[504719],[506159],[506805],[511347],[511394],[512814],[515260],[517536],[520045],[524099],[525539],[526185],[531751],[531798],[532338],[536418],[537702],[538109],[538954],[539968],[543278],[544278],[548905],[548952],[549492],[554403],[554908],[558457],[559897],[560543],[564118],[569275],[569780],[573984],[578611],[578658],[579198],[582239],[586601],[594394],[594899],[597493],[607348],[609968]
   ]
cell #2286 :
  |C| = 455
  W-rep = phi[[2, 1, 1, 1],[2]]+phi[[1, 1, 1, 1],[3]]+phi[[2, 1],[2, 1, 1]]+phi[[1, 1],[3, 1, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     35 tau_infinity subcells with 1 member(s)
     140 tau_infinity subcells with 2 member(s)
     35 tau_infinity subcells with 4 member(s)
  subcells = [
     [371019],[405337],[428572],[436557],[438793],[459071],[460989],[463036],[468231],[470313],[483131],[489167],[489190],[492893],[497468],[497555],[511028],[511051],[516163],[516587],[519999],[520086],[524075],[535636],[536060],[540771],[541160],[544254],[555890],[557765],[558154],[562328],[575253],[576845],[591619],
     [215899,490952],[247480,515434],[250210,460830],[272491,532512],[282520,539874],[282860,487840],[285789,428710],[299205,549666],[307943,554814],[308283,506971],[318561,561536],[318596,515299],[318925,460595],[334899,569686],[335239,526351],[342700,573812],[343941,574333],[343976,532377],[344305,423479],[353625,579372],[354453,490117],[354656,539967],[354695,580129],[358749,582852],[364909,435331],[369414,586429],[370655,586950],[370690,549531],[378352,590424],[378387,506198],[379337,455435],[379540,554907],[379579,590851],[388823,594805],[389163,560709],[389986,517535],[390213,561623],[393817,597667],[394237,597942],[394390,564630],[400015,467054],[404352,600886],[404387,525578],[405540,569779],[405579,601313],[411709,483507],[412997,531797],[413036,604169],[413945,485743],[414172,574420],[417369,482281],[421874,607176],[423115,607697],[423150,579237],[424352,542049],[426592,609278],[427805,609874],[428145,582405],[433455,496092],[433844,496481],[434733,546647],[436181,504593],[436354,547723],[437845,548951],[437884,612636],[439020,587037],[442217,503743],[444919,511393],[445723,554357],[446112,554444],[447001,513475],[450113,510216],[452567,617144],[454450,617598],[454485,559936],[455638,594898],[455677,618025],[458990,619281],[460231,619802],[460266,597532],[462833,565427],[464636,521463],[464723,566460],[465428,522845],[467866,530408],[467889,530431],[469035,569229],[469424,569316],[473425,529596],[476006,536372],[476093,536459],[476798,573960],[480405,534996],[480794,535385],[481683,576353],[483050,625368],[484795,578657],[484834,625739],[485970,607784],[489132,627063],[490320,609967],[490359,627490],[492343,544037],[492430,583382],[494365,545499],[496732,552790],[497156,553214],[498260,586577],[501867,552150],[502256,552539],[503145,588970],[504695,558433],[507798,555821],[507885,591579],[508590,557203],[510993,631635],[512197,594348],[512586,594435],[516626,632925],[517762,619889],[519626,565257],[521532,570762],[523407,572637],[523796,573026],[527178,570693],[527265,602041],[527970,572075],[533269,575205],[536099,636248],[537164,607324],[544106,583910],[544627,583841],[544714,611097],[545547,587870],[547139,589462],[550423,587822],[565305,598912],[565732,598864],[566500,602081],[583422,611137],
     [270534,412880,531247,573743],[297248,437728,548401,586360],[306280,445996,553984,590376],[328968,401596,566988,600050],[330209,466937,567509,599981],[333236,469308,568856,600838],[342294,476984,531334,604129],[351668,484678,578107,607107],[364874,435296,584746,611986],[366101,496365,585173,611938],[369008,498446,548488,612596],[377789,505368,505995,590546],[382892,451694,592107,616762],[384133,510099,592628,616693],[387160,512470,593975,617550],[400054,467093,599562,621451],[401190,523031,567596,621411],[402469,475879,600432,623820],[403789,524748,525375,601008],[408892,475006,602569,623438],[410133,529479,603090,623369],[411506,483304,530569,577429],[417334,482246,605493,625089],[418561,535269,605920,625041],[421468,537350,578194,625699],[436100,504512,612265,630485],[442182,503708,613960,630206],[443409,552423,614387,630158],[450152,510255,616274,631426],[451288,557389,592715,631386],[453887,559106,559733,617720],[467831,530373,621660,635437],[473464,529635,622950,635228],[474600,572261,603177,635188],[497195,553253,628898,638977]
   ]
cell #2287 :
  |C| = 175
  W-rep = phi[[3, 1, 1, 1],[1]]+phi[[3, 1],[1, 1, 1]]
  special rep = phi[[3, 1],[1, 1, 1]] , dim = 105
  orbit = [6, 2, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [183558],[214729],[216016],[242628],[248709],[248876],[250345],[277565],[277732],[283865],[284090],[284340],[313170],[313395],[313645],[319947],[319982],[320207],[345886],[349172],[349207],[349432],[356056],[356095],[381468],[381503],[384676],[384715],[391599],[415986],[416025],[419118],[448499],[448924],[479363],
     [132137,258277],[159832,293736],[175299,312201],[184803,395921],[189925,329155],[190185,329769],[192530,268628],[198611,339157],[206782,348156],[217256,430097],[221919,363329],[222501,365084],[225105,304279],[225272,304446],[231630,374870],[240023,383079],[240283,383693],[251527,462367],[256238,398638],[256795,400215],[259246,340126],[259471,340351],[259721,340601],[266023,409079],[266283,409693],[274379,415789],[274961,417544],[286913,492232],[291466,372600],[291719,432562],[294752,375886],[294787,375921],[295012,376146],[301093,440637],[301675,442392],[310162,448736],[310719,450313],[322674,519088],[324573,397611],[326473,463556],[327544,407468],[327579,407503],[327601,464525],[330752,410676],[330791,410715],[337118,472048],[337675,473625],[346139,479512],[360694,431631],[360729,431666],[362541,493384],[363526,440834],[363565,440873],[366658,443966],[372853,500974],[381525,507687],[396118,463753],[396157,463792],[397864,520460],[398401,471811],[398826,472236],[407525,527067],[429860,493147],[430285,493572],[431688,544516],[432413,500825],[461545,519163],[461668,564914],[462218,520311],[491677,543590]
   ]
cell #2288 :
  |C| = 427
  W-rep = phi[[2, 2, 1, 1],[1]]+phi[[2, 1, 1, 1],[2]]+phi[[2, 2],[1, 1, 1]]+phi[[2, 1],[2, 1, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     91 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     49 tau_infinity subcells with 4 member(s)
  subcells = [
     [285825],[285963],[318961],[320485],[322096],[344341],[349710],[354748],[355112],[356042],[371055],[379632],[379996],[384662],[390263],[390303],[391524],[405632],[405996],[413089],[414222],[414262],[415972],[419043],[423515],[424579],[424597],[425832],[428746],[437937],[439070],[439110],[446162],[446202],[447228],[447246],[448849],[451807],[455730],[456094],[457138],[460631],[461057],[461230],[469474],[469514],[470540],[470558],[477160],[477178],[478153],[479403],[479661],[484887],[486020],[486060],[489258],[490412],[490776],[498622],[498640],[499615],[505420],[505678],[507722],[511119],[512636],[512676],[513702],[513720],[516679],[517812],[517852],[524800],[525058],[531171],[536152],[537526],[537544],[538519],[541210],[542276],[542294],[548325],[558204],[559158],[559416],[562708],[563683],[577225],[578031],
     [216032,491193],[248892,516760],[250340,518567],[277748,536233],[284155,541250],[284335,541279],[295290,376424],[313460,558244],[313640,558273],[319882,562391],[320206,562690],[330738,410662],[342344,477046],[349107,576908],[349431,577207],[356002,580854],[356360,581112],[363512,440820],[366583,443891],[369058,498508],[378034,505573],[381403,591682],[384622,592980],[384980,593238],[391542,596326],[396104,463739],[398751,472161],[400107,467146],[401240,523093],[401709,475119],[404034,524953],[412726,531266],[415580,533206],[415932,605177],[419061,606217],[421518,537412],[430210,493497],[432453,500865],[432711,501123],[433894,496531],[434978,546852],[437574,548420],[445810,553921],[448867,616043],[450205,510308],[451338,557451],[454132,559311],[462258,520351],[462516,520609],[464560,527102],[465808,523225],[466783,567528],[467957,530499],[469122,568793],[473517,529688],[474650,572323],[480844,535435],[481928,576558],[484524,578126],[492267,544551],[497248,553306],[502306,552589],[503390,589175],[508970,557583],[509945,592647],[512284,593912],[523846,573076],[528350,572455],[529325,603109],[547519,589842],
     [159897,293801,433934,496571],[190184,329768,465790,523207],[206847,348221,480884,535475],[222408,365083,495090,546699],[222766,365680,495348,546957],[225288,304462,497329,553387],[231695,374935,502346,552629],[240282,383692,508952,557565],[255459,398637,521692,566673],[256738,400259,521977,567433],[259536,340416,523886,573116],[259716,340596,523915,573145],[266282,409692,528332,572437],[274868,417543,533994,576405],[275226,418140,534252,576663],[287924,430096,491982,543791],[291003,432606,545681,584509],[292238,434045,496179,585110],[294687,375821,547202,589525],[295011,376145,547501,589824],[301582,442391,551148,589022],[301940,442988,551406,589280],[309383,448735,556050,591792],[310662,450357,556335,592552],[324110,462411,519333,565068],[327116,464655,521815,599380],[327479,407403,566563,602144],[330698,410622,567861,603442],[331056,410980,568119,603700],[336339,472047,570922,602254],[337618,473669,571207,603014],[345423,479556,575387,605256],[346658,480995,535083,605857],[360266,492105,492362,583240],[360629,431566,583485,611200],[361762,493383,584070,611310],[363120,440428,494302,550360],[363472,440780,584430,613644],[366601,443909,585470,614684],[372137,501018,588004,613723],[373372,502457,552237,614324],[381040,507817,556173,616092],[395712,463347,519563,565669],[396064,463699,598596,620885],[397148,520504,599046,620964],[398769,472179,599331,622719],[407040,527197,571045,622768],[430228,493515,610906,628352],[431203,544646,584193,628401]
   ]
cell #2289 :
  |C| = 455
  W-rep = phi[[2, 1, 1, 1],[2]]+phi[[1, 1, 1, 1],[3]]+phi[[2, 1],[2, 1, 1]]+phi[[1, 1],[3, 1, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     35 tau_infinity subcells with 1 member(s)
     140 tau_infinity subcells with 2 member(s)
     35 tau_infinity subcells with 4 member(s)
  subcells = [
     [394223],[406761],[426578],[428509],[439607],[452553],[458880],[459008],[468359],[471047],[482940],[483068],[488615],[488975],[493021],[497630],[500100],[510476],[510836],[516139],[516483],[520161],[524087],[524210],[533450],[535612],[535956],[540759],[544266],[544389],[547735],[555866],[557753],[565439],[575241],
     [250296,460808],[283632,487818],[285910,428340],[309055,506949],[319406,515142],[319746,457560],[322161,394269],[322368,564608],[328858,467246],[336011,526329],[344786,532220],[345126,478575],[355513,539850],[355548,487581],[355877,427324],[357470,582383],[358597,582695],[358663,543265],[364717,496585],[371500,549374],[371840,500037],[378497,554165],[380397,554790],[380432,506712],[380761,456859],[382782,510408],[389935,560687],[390800,459171],[391003,515171],[391042,561524],[392279,596670],[392705,597375],[393045,564105],[399567,522857],[399911,523282],[400229,567398],[402455,475865],[402598,568318],[404497,569037],[406397,569662],[406432,526092],[408782,529788],[413154,573788],[413189,531925],[414759,486557],[414962,532249],[415001,574321],[417177,535489],[419798,606561],[423960,579080],[424300,538941],[425086,489303],[425313,539892],[426405,609225],[426960,609850],[426995,582146],[430497,583520],[432534,545511],[432576,584355],[433443,546659],[435990,504402],[436118,504530],[438002,586405],[438037,549079],[439810,549403],[439849,586938],[442025,552643],[445047,511521],[446216,554519],[446255,590412],[447735,514209],[447962,554832],[449665,557215],[450009,557640],[450327,592517],[452380,617091],[454595,594156],[456495,594781],[456530,560450],[457623,516801],[458845,619257],[459374,597404],[459413,619790],[462339,565269],[462381,598521],[464624,566472],[467314,529856],[467674,530216],[469528,569391],[469567,600874],[471274,569704],[472977,572087],[473321,572512],[473639,602979],[476168,536534],[476810,573972],[477235,574095],[478638,539004],[479484,575217],[479526,605102],[480393,576365],[482905,625344],[484952,607152],[484987,578785],[486760,579109],[486799,607685],[489014,627051],[489530,609892],[492331,583394],[494546,550604],[496708,552766],[497052,553110],[498272,586589],[498697,586712],[500946,587834],[500988,613569],[501855,588982],[504707,558445],[504830,558568],[505380,590558],[507786,591591],[510875,631623],[512690,594510],[512729,617586],[514436,594823],[519807,565913],[520432,598876],[520474,620810],[521508,570738],[523395,572625],[524760,601020],[527166,602053],[530581,577441],[537176,607336],[537601,607459],[544082,583886],[544615,611109],[545535,587858],[559118,617732],[565293,598900],
     [234901,446019,505501,590388],[260901,469331,524881,600850],[269716,477047,531235,604141],[292811,435441,546155,585354],[293366,496388,546780,611950],[296430,498509,548389,612608],[305451,505529,505543,615233],[314825,512493,559239,617562],[328823,467211,566964,600026],[329391,523094,567497,621423],[332407,524909,524923,621909],[341333,477447,531136,604267],[347231,482391,575861,606101],[347786,535292,576486,625053],[350850,537413,578095,625711],[364756,496624,584734,611974],[365272,546808,546822,628716],[367338,444646,585814,615028],[368047,498909,548290,612734],[373945,503853,588478,614568],[374500,552446,589103,630170],[376598,452696,553446,593437],[382747,510373,592083,616738],[383315,557452,592616,631398],[386331,559267,559281,631884],[402282,475692,600379,623767],[408747,529753,602545,623414],[409315,572324,603078,635200],[417216,535528,605481,625077],[417732,576514,576528,636066],[420507,537813,577996,625837],[435955,504367,612241,630461],[442064,552682,613948,630194],[442580,589131,589145,638795],[467713,530255,621648,635425]
   ]
cell #2290 :
  |C| = 553
  W-rep = phi[[2, 1],[2, 1, 1]]+phi[[1, 1],[3, 1, 1]]+phi[[2],[2, 2, 1]]+phi[[1],[3, 2, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     91 tau_infinity subcells with 4 member(s)
  subcells = [
     [329752],[365584],[383676],[400258],[400731],[406819],[409676],[418044],[432605],[434072],[440210],[440235],[442892],[450356],[450829],[462410],[464682],[465966],[468045],[471094],[471586],[473668],[474141],[479555],[481022],[492389],[492707],[494389],[497677],[500129],[500602],[501017],[502484],[507844],[509128],[519650],[520208],[520503],[524239],[526419],[527224],[528508],[533293],[544418],[544673],[547857],[550447],[565561],[565756],
     [263559,471695],[293711,546556],[298567,500143],[305438,505572],[322219,394327],[329700,567300],[331942,524253],[332394,524952],[334522,526400],[341519,531293],[348131,576262],[355935,427382],[358446,428614],[361247,544432],[365259,546851],[365606,585002],[367758,547838],[368233,548447],[370320,549731],[371867,587699],[374845,588879],[377220,554008],[380819,456917],[383624,592419],[386318,559310],[391403,459774],[391428,459799],[396614,565542],[400415,567555],[402627,568311],[402826,568405],[403220,568880],[406742,601895],[409624,602881],[411909,531611],[415362,487160],[415387,487185],[417719,576557],[418066,605749],[420693,578153],[425133,489350],[425625,489842],[430526,583513],[430725,583607],[434164,585197],[436313,585855],[436757,548765],[440158,613436],[442567,589174],[442914,614216],[444733,511207],[447782,514256],[448274,514748],[450513,592674],[453318,593999],[457652,516830],[458125,517303],[462792,598617],[471608,622556],[473825,603136],[476215,536581],[478667,539033],[479140,539506],[481114,605944],[483707,578471],[487908,541388],[502576,614411],[504859,558597],[507039,560777],[530703,577563],
     [125931,322189,393986,460821],[151433,355905,424996,487831],[153322,358397,358463,490959],[172769,380789,447645,506962],[180898,390995,457125,515218],[181244,390693,391445,515441],[183416,322410,394065,461091],[196081,406789,470957,526342],[203817,414954,478140,532296],[204163,414652,415404,532519],[212974,425300,487407,539921],[213026,424848,425302,539935],[213396,358171,425734,489951],[228665,439802,499602,549450],[229011,439500,440252,549673],[235246,445694,505277,554566],[237137,447949,506538,554861],[237189,447497,447951,554875],[237559,317483,448383,514857],[246179,456887,514119,560700],[246842,393179,457666,516844],[246960,457334,457752,561563],[246982,457809,515055,561582],[250471,394297,518790,564621],[261246,469006,524657,569438],[263137,471261,525918,569733],[263189,470809,471263,569747],[270025,476770,531038,574124],[270077,413707,476772,574138],[271853,352987,478681,539047],[271971,478349,478767,574360],[271993,478824,532133,574379],[281125,486752,538506,579156],[281471,486450,487202,579379],[282143,427428,487889,541369],[282314,487606,488000,580153],[285657,427352,542693,582396],[285937,358690,542982,582788],[286116,428631,491396,582859],[296739,498232,548192,586741],[296791,438555,498234,586755],[298685,499811,500229,586977],[298707,500286,549287,586996],[304986,385866,504873,558611],[305763,446712,505284,590661],[305785,505341,553813,590680],[307566,388446,507020,560758],[307737,506737,507131,590875],[315170,512168,559015,594557],[317061,514423,560276,594852],[317113,513971,514425,594866],[318226,459896,515499,562866],[319773,393072,562285,597151],[321571,459366,563670,597451],[321917,459816,518242,597674],[332719,470024,524664,601123],[332741,524721,568685,601142],[334693,526117,526511,601337],[341044,420218,530684,577544],[341362,477476,530804,604260],[341835,477675,531060,604354],[343606,422780,532577,579437],[345153,424327,575082,608446],[351159,537136,577898,607488],[351211,485505,537138,607502],[353105,538715,539133,607724],[353127,539190,578993,607743],[355858,427305,580711,609626],[357749,489517,581972,609921],[357801,489519,542545,609935],[368076,498938,547958,612727],[368549,499137,548214,612821],[376627,452725,553439,593430],[376826,452924,553533,593524],[377128,505954,553633,615329],[380742,456840,591433,618607],[386643,513186,559022,617835],[386665,559079,593804,617854],[388617,560475,560869,618049],[391351,459722,596193,619593],[393297,516930,563879,619829],[393319,516987,597288,619848],[403128,525334,568505,622005],[411465,483263,573238,606602],[415310,487108,604969,626539],[420536,537842,577664,625830],[421009,538041,577920,625924],[425647,489864,608873,627319],[427599,541480,582171,627514],[448296,514770,615880,632531],[453226,559692,593624,631980]
   ]
cell #2291 :
  |C| = 553
  W-rep = phi[[2, 1],[2, 1, 1]]+phi[[1, 1],[3, 1, 1]]+phi[[2],[2, 2, 1]]+phi[[1],[3, 2, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     91 tau_infinity subcells with 4 member(s)
  subcells = [
     [400827],[434519],[450925],[465990],[466379],[471761],[474237],[481469],[494413],[495530],[500698],[500721],[502931],[509152],[509541],[519674],[521415],[522353],[524035],[526442],[526866],[528532],[528921],[533317],[534434],[543989],[544214],[545459],[547880],[549755],[550144],[550471],[551588],[555773],[556711],[565217],[565584],[565780],[568429],[570021],[570645],[571583],[575165],[583631],[583793],[585941],[587782],[598703],[598824],
     [335209,526973],[365678,585025],[370386,549767],[377458,554032],[394131,461157],[400792,599771],[402892,568441],[403458,568904],[405281,570015],[412206,573695],[418138,605772],[425800,490017],[428404,491235],[430791,583643],[434402,585221],[434558,611777],[436501,585935],[437054,586312],[438781,587250],[440299,613506],[442986,614239],[445347,590336],[448449,514923],[450890,616483],[453556,594023],[458221,517399],[458244,517422],[462980,598697],[466263,599933],[468069,600488],[468219,600518],[468659,600798],[471680,622579],[474202,623159],[476306,573920],[479236,539602],[479259,539625],[481352,605968],[481508,624880],[484004,607059],[487931,541411],[488355,541835],[492731,610948],[492881,610978],[495716,611898],[497420,612347],[497768,586537],[500663,629566],[502814,614435],[502970,629997],[504655,558393],[507062,560800],[507486,561224],[509425,616645],[511821,617510],[515523,562890],[515912,563279],[519951,620703],[526905,634769],[528805,623321],[530726,577586],[532601,579461],[532990,579850],[534620,625001],[536672,607284],[540209,581294],[551774,630118],[553557,593548],[555149,595140],[573324,606688],
     [183437,394118,460798,518397],[213417,425787,487808,540143],[215885,428351,428444,542867],[237580,448436,506939,555083],[247054,458021,515078,561605],[247466,457571,458284,561782],[250180,394360,460881,518659],[263580,471748,526319,569955],[272065,479036,532156,574402],[272477,478586,479299,574579],[282375,488238,539805,580177],[282410,487672,488240,580189],[282830,428115,488462,541942],[298779,500498,549310,587019],[299191,500048,500761,587196],[305857,506393,553836,590703],[307798,507369,554745,590899],[307833,506803,507371,590911],[308253,389133,507593,561331],[317504,514910,560677,595074],[318292,459962,515535,562902],[318404,515243,515739,595758],[318443,515796,561488,595764],[322431,461144,564598,598094],[332813,525773,568708,601165],[334754,526749,569617,601361],[334789,526183,526751,601373],[341896,532011,573533,604378],[341931,477741,532013,604390],[343672,422846,532613,579473],[343784,532321,532817,604534],[343823,532874,574285,604540],[353199,539402,579016,607766],[353611,538952,539665,607943],[354397,490061,540203,581288],[354552,539955,540395,608529],[358192,490004,582373,610143],[358510,428678,582613,610443],[358735,491275,543276,610503],[368610,549165,586150,612845],[368645,499203,549167,612857],[370498,549475,549971,613001],[370537,550028,586902,613007],[376892,452990,553569,593560],[377575,506142,554573,615409],[377614,554630,590215,615415],[379281,455379,555143,595134],[379436,554895,555335,615536],[386737,560131,593827,617877],[388678,561107,594736,618073],[388713,560541,561109,618085],[389974,517523,561836,596702],[391492,459863,596263,619663],[393391,517199,597311,619871],[393803,517462,564116,620048],[403575,525522,569445,622085],[403614,569502,600677,622091],[405436,569767,570207,622212],[411653,483451,573318,606682],[411933,531635,573890,624051],[412322,531785,574146,624081],[413933,485731,574633,607997],[415451,487249,605039,626609],[421070,578871,606897,625948],[421105,538107,578873,625960],[422958,579181,579677,626104],[422997,579734,607649,626110],[425719,489936,608896,627342],[427660,541718,609805,627538],[427695,541720,582237,627550],[436781,548789,586507,629168],[437170,548939,586763,629198],[444757,511231,590026,617200],[444907,511381,590056,617230],[445161,554309,590500,630678],[448368,514842,615903,632554],[453673,559880,594564,632060],[453712,594621,617389,632066],[455534,594886,595326,632187],[458186,517364,619002,633134],[460074,563106,597476,633290],[460113,563163,619754,633296],[468473,569181,600962,634480],[475958,536324,603880,625450],[479201,539567,624449,636916],[483731,578495,607254,636518],[484120,578645,607510,636548],[488394,541874,626854,637347],[490216,581480,609955,637468],[507525,561263,630967,639990],[511635,594300,617674,639701]
   ]
cell #2292 :
  |C| = 189
  W-rep = phi[[2, 1, 1, 1],[1, 1]]+phi[[2, 1, 1],[1, 1, 1]]
  special rep = phi[[2, 1, 1],[1, 1, 1]] , dim = 105
  orbit = [4, 2, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     21 tau_infinity subcells with 1 member(s)
     84 tau_infinity subcells with 2 member(s)
  subcells = [
     [285996],[320518],[322282],[349743],[356358],[356698],[358542],[384978],[385318],[391895],[392224],[419414],[419743],[425900],[426103],[451875],[452078],[458357],[479729],[482417],[507960],
     [85309,257056],[107143,292548],[119667,310980],[131980,328562],[139047,337936],[146047,346968],[154647,429983],[159552,364311],[161738,366919],[167509,373682],[175142,382486],[182209,391860],[189329,398524],[190496,400172],[192260,402019],[198454,408486],[206502,416771],[208688,419379],[214459,426142],[222764,365019],[223104,433987],[224948,435694],[231350,441619],[233536,444227],[239427,448622],[240594,450270],[242358,452117],[248552,458584],[257091,400207],[257420,465865],[259191,467268],[265427,471934],[266594,473582],[268358,475429],[275224,417479],[275564,480937],[277408,482644],[283810,488569],[290311,493270],[291411,494500],[292306,495050],[292509,433948],[295323,376457],[301938,442327],[302278,502399],[304122,504106],[311015,450305],[311344,509027],[313115,510430],[324518,519761],[327184,521387],[328335,465440],[331054,410978],[331394,411318],[337971,473617],[338300,528407],[340071,529810],[345831,533404],[346726,533954],[346929,480898],[360334,543961],[363195,494377],[366954,444262],[367283,444591],[372545,550558],[373440,551108],[373643,502360],[381108,555745],[382259,508602],[395787,519638],[397556,565867],[401777,475187],[401980,475390],[407108,570617],[408259,527982],[415655,533281],[431271,583765],[432779,501191],[435467,503879],[440503,550435],[462584,520677],[463422,565744],[464798,527340],[492505,544789]
   ]
cell #2293 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[2, 1]]+phi[[1, 1, 1],[3, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [222749],[222971],[223946],[225637],[253156],[255652],[256764],[257000],[262928],[275209],[275431],[276406],[288117],[291029],[292256],[294418],[295844],[301923],[302145],[303120],[309576],[310688],[310924],[324136],[325069],[327134],[329917],[331039],[331261],[331717],[336532],[337644],[337880],[345449],[346676],[348838],[356343],[356565],[360284],[361022],[361955],[363391],[365004],[365809],[366627],[366863],[367580],[372163],[373390],[375552],[381058],[383841],[384963],[385185],[391568],[391804],[395983],[396436],[397174],[398677],[398795],[400116],[401727],[407058],[409841],[410963],[411185],[415851],[417464],[418269],[419087],[419323],[425850],[430136],[430254],[431221],[432729],[433461],[440699],[442312],[443117],[443935],[444171],[448775],[448893],[450214],[451825],[462534],[463618],[464642],[472087],[472205],[473526],[475137],[479679],[480411],[492349],[493423],[493541],[501141],[501873],[507804],[520627],[527184],[544633],
     [93320,412744],[110474,437592],[116336,378060],[124117,457156],[133273,466801],[135716,404060],[142298,342537],[143603,478171],[149378,484542],[151171,424623],[160034,495366],[161137,435004],[163760,369251],[165065,499633],[170814,307080],[171404,505696],[172507,447272],[176435,509963],[178878,454158],[180905,390456],[190166,522059],[190409,465834],[191556,401433],[194126,334036],[194716,525076],[195819,470584],[199747,529343],[200789,278097],[202434,531253],[202677,477204],[203824,414415],[206984,534270],[208087,481954],[210710,421711],[212015,538537],[212765,357540],[224536,546975],[227282,548407],[227525,498666],[228672,439263],[231832,551424],[232935,503416],[235731,446081],[235953,378993],[236928,316852],[240264,556417],[240507,508996],[241654,451531],[244224,387960],[244814,559434],[245917,513746],[249845,563701],[258683,567515],[258926,523251],[259673,568137],[261731,469393],[261953,404993],[266264,571289],[266507,528376],[267654,474843],[269130,350264],[270242,413482],[270478,477086],[276996,576681],[279742,578113],[279985,537570],[281132,486213],[284292,581130],[285395,542320],[294196,496450],[294993,585552],[295236,547545],[296956,438330],[297192,498548],[303710,589298],[304761,385641],[305988,446534],[312607,592634],[312850,557609],[313597,593256],[315655,512555],[315877,455091],[320188,596408],[320431,562734],[321578,518005],[329064,599616],[330153,523133],[332944,469846],[339563,603096],[339806,572481],[340553,603718],[340866,420040],[348616,535354],[349413,606299],[349656,577251],[351376,485280],[351612,537452],[375330,552508],[376127,614766],[376370,589868],[382988,616328],[384077,557491],[386868,513008],[408988,623004],[410077,572363]
   ]
cell #2294 :
  |C| = 175
  W-rep = phi[[3, 1, 1, 1],[1]]+phi[[3, 1],[1, 1, 1]]
  special rep = phi[[3, 1],[1, 1, 1]] , dim = 105
  orbit = [6, 2, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [153428],[182435],[183537],[208914],[214636],[214708],[216001],[242535],[242607],[248334],[248722],[248861],[277190],[277578],[277717],[283732],[283754],[284159],[309740],[313037],[313059],[313464],[319789],[319841],[345753],[345775],[349014],[349066],[355953],[381310],[381362],[384573],[415492],[415883],[448488],
     [107320,224626],[132150,258976],[146224,277086],[159474,293891],[159901,294505],[161964,233762],[167686,303800],[175312,312900],[188551,327369],[189819,329924],[192437,268535],[192509,268607],[198624,339856],[206424,348311],[206851,348925],[218086,360519],[221113,363398],[222359,365783],[224730,303904],[225118,304292],[225257,304431],[231272,375025],[231699,375639],[238649,381293],[239917,383848],[252368,395990],[255410,398651],[255816,336696],[259113,339993],[259135,340015],[259540,340420],[264649,407293],[265917,409848],[273573,415858],[274819,418243],[287875,430110],[288281,362119],[289533,431456],[290759,432405],[291333,372467],[291355,372489],[294594,375728],[294646,375780],[300287,440706],[301533,443091],[309334,448749],[323866,462210],[324440,397478],[324462,397500],[325667,463625],[327386,407310],[327438,407362],[330649,410573],[336290,472061],[345179,479355],[359047,491669],[360536,431473],[360588,431525],[361713,493397],[363032,440340],[363423,440731],[371893,500817],[395624,463259],[396015,463650],[396904,520303],[398390,471800],[429055,491752],[429144,543582],[429849,493136],[461534,519152]
   ]
cell #2295 :
  |C| = 455
  W-rep = phi[[2, 1, 1, 1],[2]]+phi[[1, 1, 1, 1],[3]]+phi[[2, 1],[2, 1, 1]]+phi[[1, 1],[3, 1, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     35 tau_infinity subcells with 1 member(s)
     140 tau_infinity subcells with 2 member(s)
     35 tau_infinity subcells with 4 member(s)
  subcells = [
     [371007],[405325],[428571],[436545],[438792],[459070],[460979],[463024],[468230],[470314],[483130],[489166],[489180],[492892],[497467],[497556],[511027],[511041],[516153],[516586],[519998],[520087],[524076],[535626],[536059],[540770],[541161],[544255],[555880],[557764],[558155],[562329],[575252],[576846],[591620],
     [215900,490855],[247481,515337],[250209,460726],[272492,532415],[282521,539864],[282859,487736],[285777,428698],[299206,549569],[307944,554804],[308282,506867],[318573,561535],[318595,515287],[318913,460583],[334900,569676],[335238,526247],[342701,573802],[343953,574332],[343975,532365],[344293,423467],[353626,579275],[354441,490105],[354655,539966],[354707,580130],[358750,610585],[364908,435330],[369415,586419],[370667,586949],[370689,549519],[378364,590423],[378386,506186],[379325,455423],[379539,554906],[379591,590852],[388824,594795],[389162,560605],[389985,517534],[390214,561624],[393818,597570],[394238,620249],[394389,598201],[400014,467053],[404364,600885],[404386,525566],[405539,569778],[405591,601314],[411697,483495],[412996,531796],[413048,604170],[413944,485742],[414173,574421],[417368,482280],[421875,607166],[423127,607696],[423149,579225],[424353,542050],[426593,627122],[427806,609864],[428144,582301],[433454,496091],[433845,496482],[434734,546651],[436180,504592],[436355,547727],[437844,548950],[437896,612637],[439021,587038],[442216,503742],[444918,511392],[445722,554356],[446113,554445],[447002,513476],[450112,510215],[452568,631694],[454462,617597],[454484,559924],[455637,594897],[455689,618026],[458991,619271],[460243,619801],[460265,597520],[462834,565431],[464635,521462],[464724,566464],[465429,522846],[467865,530407],[467879,530421],[469034,569228],[469425,569317],[473424,529595],[476005,536371],[476094,536460],[476799,573961],[480404,534995],[480795,535386],[481684,576357],[483051,625358],[484794,578656],[484846,625740],[485971,607785],[489144,627062],[490319,609966],[490371,627491],[492342,544036],[492431,583386],[494366,545500],[496722,552780],[497155,553213],[498261,586578],[501866,552149],[502257,552540],[503146,588974],[504696,558434],[507797,555820],[507886,591583],[508591,557204],[511005,631634],[512196,594347],[512587,594436],[516638,632926],[517763,619890],[519627,565258],[521522,570752],[523406,572636],[523797,573027],[527177,570692],[527266,602045],[527971,572076],[533270,575206],[536111,636249],[537165,607325],[544096,583900],[544626,583840],[544715,611101],[545546,587869],[547140,589463],[550424,587823],[565304,598911],[565733,598865],[566501,602082],[583423,611138],
     [270546,412979,531246,573742],[297260,437827,548400,586359],[306292,446088,553985,590377],[328969,401597,566978,600040],[330221,467036,567508,599980],[333248,469400,568857,600839],[342295,477060,531335,604133],[351680,484777,578106,607106],[364886,435308,584745,611985],[366113,496457,585174,611939],[369009,498522,548489,612600],[377790,505372,505996,590550],[382893,451695,592097,616752],[384145,510198,592627,616692],[387172,512562,593976,617551],[400066,467105,599563,621452],[401191,523107,567597,621415],[402470,475880,621719,635496],[403790,524752,525376,601012],[408893,475007,602559,623428],[410145,529578,603089,623368],[411507,483305,530573,577433],[417346,482258,605492,625088],[418573,535361,605921,625042],[421469,537426,578195,625703],[436101,504513,612255,630475],[442194,503720,613959,630205],[443421,552515,614388,630159],[450164,510267,616275,631427],[451289,557465,592716,631390],[453888,559110,559734,617724],[467843,530385,621659,635436],[473476,529647,622951,635229],[474601,572337,603178,635192],[497207,553265,628899,638978]
   ]
cell #2296 :
  |C| = 175
  W-rep = phi[[3, 1, 1, 1],[1]]+phi[[3, 1],[1, 1, 1]]
  special rep = phi[[3, 1],[1, 1, 1]] , dim = 105
  orbit = [6, 2, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [183562],[214733],[216017],[242632],[248785],[248877],[250344],[277641],[277733],[283866],[284182],[284339],[313171],[313487],[313644],[319959],[319981],[320306],[345887],[349184],[349206],[349531],[356055],[356107],[381480],[381502],[384675],[384727],[391600],[415985],[416037],[419119],[448498],[448925],[479364],
     [132213,259039],[159924,294528],[175375,312963],[184815,396013],[189937,329947],[190284,330568],[192534,268632],[198687,339919],[206874,348948],[217268,430181],[221931,363421],[222513,365854],[225181,304355],[225273,304447],[231722,375662],[240035,383871],[240382,384492],[251528,462433],[256250,398722],[256796,400940],[259247,340127],[259563,340443],[259720,340600],[266035,409871],[266382,410492],[274391,415881],[274973,418314],[286914,492235],[291467,372601],[291720,432628],[294764,375898],[294786,375920],[295111,376245],[301105,440729],[301687,443162],[310174,448820],[310720,451038],[322675,519091],[324574,397612],[326485,463648],[327556,407480],[327578,407502],[327602,464528],[330751,410675],[330803,410727],[337130,472132],[337676,474350],[346140,479578],[360706,431643],[360728,431665],[362553,493468],[363525,440833],[363577,440885],[366659,443967],[372854,501040],[381526,507690],[396117,463752],[396169,463804],[397865,520526],[398400,471810],[398827,472237],[407526,527070],[429859,493146],[430286,493573],[431689,544519],[432414,500826],[461544,519162],[461669,564917],[462219,520312],[491678,543591]
   ]
cell #2297 :
  |C| = 427
  W-rep = phi[[2, 2, 1, 1],[1]]+phi[[2, 1, 1, 1],[2]]+phi[[2, 2],[1, 1, 1]]+phi[[2, 1],[2, 1, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     91 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     49 tau_infinity subcells with 4 member(s)
  subcells = [
     [321996],[322240],[355012],[356656],[358267],[379896],[385276],[390295],[390563],[391579],[405896],[414254],[414522],[419098],[424616],[424634],[425843],[439102],[439370],[446194],[447265],[447283],[448904],[451818],[455994],[457149],[457169],[458346],[469506],[470577],[470595],[477197],[477215],[478164],[478184],[479672],[482406],[486052],[486320],[487442],[490676],[498659],[498677],[499626],[499646],[505689],[505709],[506573],[507761],[507949],[512668],[513739],[513757],[517844],[518112],[518908],[525069],[525089],[525953],[531210],[531398],[533242],[537563],[537581],[538530],[538550],[541242],[542313],[542331],[543092],[543360],[548364],[548552],[553957],[558236],[559427],[559447],[560311],[562727],[562847],[563694],[563714],[568829],[577244],[577364],[578070],[578258],[581143],[582007],[593269],[593948],
     [250374,564450],[284369,581259],[285955,582660],[313674,593385],[320381,562745],[320477,596635],[331352,411276],[349606,577262],[349702,606526],[356034,609027],[356471,581123],[366638,443946],[378053,505655],[380969,555713],[384654,616893],[385091,593249],[391561,596365],[392008,596553],[398806,472216],[401720,475130],[404053,525035],[412655,573635],[412757,531365],[415964,624660],[419080,606256],[419527,606444],[425863,609017],[430265,493552],[432722,501134],[433926,496563],[434997,546934],[435456,503868],[437503,586252],[437605,548519],[445874,554054],[448886,616166],[451838,616883],[454151,559393],[462527,520620],[464599,527141],[464787,527329],[465827,523244],[466814,567627],[469186,568926],[479692,624650],[480876,535467],[481947,576640],[484453,606999],[484555,578225],[492306,544590],[492494,544778],[494338,550396],[495379,546988],[496243,585243],[502338,552621],[503409,589257],[508989,557602],[509976,592746],[512348,594045],[519599,565705],[523878,573108],[528369,572474],[529356,603208],[534283,576694],[535147,605990],[547538,589861],[547658,589981],[551437,589311],[552301,614457],[568150,603731],
     [190359,330643,465845,523262],[222877,366477,495359,546968],[240457,384567,509007,557620],[256757,401000,522016,567472],[257204,401599,522204,567660],[259750,340630,568266,603847],[266457,410567,528387,572492],[275337,418937,534263,576674],[291022,432688,494701,584548],[292269,434764,545947,585146],[295186,376320,547556,589879],[295282,376416,585779,614993],[302051,443785,551417,589291],[310681,451098,556374,592591],[311128,451697,556562,592779],[324129,461869,462493,565107],[327045,406969,521355,570585],[327147,464754,521653,599416],[328324,466583,466712,599873],[330730,410654,600181,623569],[331167,411091,568130,603711],[337637,474410,571246,603053],[338084,475009,571434,603241],[345442,479638,533605,605295],[346689,481714,575653,605893],[360195,431132,543929,583733],[360297,491943,492461,583276],[363184,494435,494889,611514],[363504,440812,611557,629777],[366620,443928,585509,614723],[367067,444375,585697,614911],[372156,501100,550759,613762],[373403,503176,588270,614360],[381071,507916,556011,616128],[382248,509745,509874,616585],[395776,462057,519696,598440],[396096,463731,598483,634029],[397167,520586,566068,621003],[398788,472198,599454,622842],[401740,475150,600171,623559],[407071,527296,570883,622804],[408248,529125,529254,623261],[415644,533339,533793,624617],[430247,493534,583314,628475],[431234,544745,584031,628437],[432742,501154,611547,629767],[440492,550493,550947,629734],[462547,520640,598473,634019],[463411,565802,566256,633986]
   ]
cell #2298 :
  |C| = 427
  W-rep = phi[[2, 2, 1, 1],[1]]+phi[[2, 1, 1, 1],[2]]+phi[[2, 2],[1, 1, 1]]+phi[[2, 1],[2, 1, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     91 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     49 tau_infinity subcells with 4 member(s)
  subcells = [
     [285728],[285951],[318864],[320473],[321992],[344244],[349698],[354738],[355008],[356030],[370958],[379622],[379892],[384650],[390274],[390291],[391523],[405622],[405892],[413079],[414233],[414250],[415960],[419042],[423418],[424578],[424608],[425833],[437927],[439081],[439098],[446173],[446190],[447227],[447257],[448848],[451808],[455720],[455990],[457139],[460534],[469485],[469502],[470539],[470569],[477159],[477189],[478154],[479402],[479662],[484877],[486031],[486048],[490402],[490672],[491480],[498621],[498651],[499616],[505419],[505679],[507723],[512647],[512664],[513701],[513731],[516669],[517823],[517840],[518634],[518904],[524799],[525059],[531172],[536142],[537525],[537555],[538520],[541221],[541346],[542275],[542305],[548326],[558215],[558340],[559157],[559417],[562719],[563684],[577236],[578032],
     [216036,543088],[248896,562843],[250330,564394],[277752,577360],[284239,541238],[284325,581203],[295278,376412],[313544,558232],[313630,593329],[319872,596337],[320304,562689],[330726,410650],[342355,477129],[349097,606228],[349529,577206],[356013,580853],[356463,581113],[363500,440808],[366582,443890],[369069,498591],[378045,505647],[381393,616054],[384633,592979],[385083,593239],[391553,596327],[396092,463727],[398750,472160],[400097,467136],[401251,523176],[401710,475120],[404045,525027],[412727,531323],[415581,533209],[415943,605176],[419072,606218],[421529,537495],[430209,493496],[432452,500864],[432712,501124],[433905,496542],[434989,546926],[437575,548477],[445811,553924],[448878,616044],[450195,510298],[451349,557534],[454143,559385],[462257,520350],[462517,520610],[464561,527103],[465819,523236],[466784,567585],[469123,568796],[473507,529678],[474661,572406],[480855,535446],[481939,576632],[484525,578183],[492268,544552],[497238,553296],[502317,552600],[503401,589249],[508981,557594],[509946,592704],[512285,593915],[523857,573087],[523982,573212],[528361,572466],[529326,603166],[547530,589853],
     [159981,294585,433922,496559],[190282,330566,465789,523206],[206931,349005,480872,535463],[222419,365852,495089,546698],[222869,366469,495349,546958],[225292,304466,547654,589977],[231779,375719,502334,552617],[240380,384490,508951,557564],[255470,398720,521691,566672],[256749,400992,521978,567434],[259620,340500,523874,573104],[259706,340586,568210,603791],[266380,410490,528331,572436],[274879,418312,533993,576404],[275329,418929,534253,576664],[287935,430179,491981,543790],[291014,432680,545682,584510],[292239,434722,496180,585113],[294677,375811,585481,614695],[295109,376243,547500,589823],[301593,443160,551147,589021],[302043,443777,551407,589281],[309394,448818,556049,591791],[310673,451090,556336,592553],[324121,462485,519334,565069],[327117,464712,521816,599383],[327469,407393,599342,622730],[330709,410633,567860,603441],[331159,411083,568120,603701],[336350,472130,570921,602253],[337629,474402,571208,603015],[345434,479630,575388,605257],[346659,481672,535084,605860],[360267,492106,492419,583243],[360619,431556,610917,628363],[361773,493466,584069,611309],[363121,440429,494305,550363],[363483,440791,584429,613643],[366612,443920,585471,614685],[372148,501092,588005,613724],[373373,503134,552238,614327],[381041,507874,556174,616095],[395713,463348,519566,565672],[396075,463710,598595,620884],[397159,520578,599047,620965],[398780,472190,599332,622720],[407041,527254,571046,622771],[430239,493526,610907,628353],[431204,544703,584194,628404]
   ]
cell #2299 :
  |C| = 455
  W-rep = phi[[2, 1, 1, 1],[2]]+phi[[1, 1, 1, 1],[3]]+phi[[2, 1],[2, 1, 1]]+phi[[1, 1],[3, 1, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     35 tau_infinity subcells with 1 member(s)
     140 tau_infinity subcells with 2 member(s)
     35 tau_infinity subcells with 4 member(s)
  subcells = [
     [394222],[406749],[426577],[428498],[439595],[452552],[458879],[458997],[468347],[471046],[482939],[483057],[488604],[488974],[493009],[497629],[500101],[510465],[510835],[516138],[516484],[520160],[524086],[524211],[533439],[535611],[535957],[540760],[544265],[544390],[547736],[555865],[557754],[565440],[575242],
     [250297,460705],[283633,487715],[285909,428233],[309056,506846],[319407,515131],[319745,457453],[322149,394257],[322369,598180],[328857,467245],[336012,526226],[344787,532209],[345125,478468],[355525,539849],[355547,487569],[355865,427312],[357471,582280],[358598,610379],[358662,582964],[364716,496584],[371501,549363],[371839,499930],[378498,554154],[380409,554789],[380431,506700],[380749,456847],[382781,510407],[389936,560584],[390788,459159],[391002,515170],[391054,561525],[392280,619334],[392706,597364],[393044,563998],[399566,522856],[399912,523283],[400230,567401],[402454,475864],[402599,568321],[404498,569026],[406409,569661],[406431,526080],[408781,529787],[413166,573787],[413188,531913],[414747,486545],[414961,532248],[415013,574322],[417176,535488],[419799,625421],[423961,579069],[424299,538834],[425085,489302],[425314,539893],[426406,609214],[426972,609849],[426994,582134],[430498,583523],[432533,545510],[432577,584358],[433444,546660],[435989,504401],[436107,504519],[438014,586404],[438036,549067],[439809,549402],[439861,586939],[442024,552642],[445035,511509],[446215,554518],[446267,590413],[447734,514208],[447963,554833],[449664,557214],[450010,557641],[450328,592520],[452381,617080],[454596,594145],[456507,594780],[456529,560438],[457624,516802],[458857,619256],[459373,597403],[459425,619791],[462338,565268],[462382,598524],[464625,566473],[467303,529845],[467673,530215],[469527,569390],[469579,600875],[471275,569705],[472976,572086],[473322,572513],[473640,602982],[476167,536533],[476809,573971],[477236,574096],[478639,539005],[479483,575216],[479527,605105],[480394,576366],[482917,625343],[484964,607151],[484986,578773],[486759,579108],[486811,607686],[489026,627052],[489531,609893],[492332,583395],[494535,550593],[496707,552765],[497053,553111],[498271,586588],[498698,586713],[500945,587833],[500989,613572],[501856,588983],[504706,558444],[504831,558569],[505381,590559],[507787,591592],[510887,631624],[512689,594509],[512741,617587],[514437,594824],[519796,565902],[520431,598875],[520475,620813],[521507,570737],[523396,572626],[524761,601021],[527167,602054],[530582,577442],[537175,607335],[537602,607460],[544081,583885],[544616,611110],[545536,587859],[559119,617733],[565294,598901],
     [234913,446111,505500,590387],[260913,469423,524880,600849],[269728,477131,531236,604142],[292812,435442,546144,585343],[293378,496480,546779,611949],[296442,498593,548390,612609],[305452,505544,505595,615236],[314837,512585,559238,617561],[328835,467223,566963,600025],[329403,523178,567498,621424],[332408,524924,524975,621912],[341334,477448,531139,604270],[347232,482392,575850,606090],[347798,535384,576485,625052],[350862,537497,578096,625712],[364768,496636,584735,611975],[365273,546823,546874,628719],[367339,444647,612318,630538],[368048,498910,548293,612737],[373946,503854,588467,614557],[374512,552538,589102,630169],[376599,452697,553449,593440],[382759,510385,592082,616737],[383327,557536,592617,631399],[386332,559282,559333,631887],[402283,475693,600368,623756],[408759,529765,602544,623413],[409327,572408,603079,635201],[417228,535540,605482,625078],[417733,576529,576580,636069],[420508,537814,577999,625840],[435967,504379,612240,630460],[442076,552694,613949,630195],[442581,589146,589197,638798],[467725,530267,621649,635426]
   ]
cell #2300 :
  |C| = 189
  W-rep = phi[[2, 1, 1, 1],[1, 1]]+phi[[2, 1, 1],[1, 1, 1]]
  special rep = phi[[2, 1, 1],[1, 1, 1]] , dim = 105
  orbit = [4, 2, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     21 tau_infinity subcells with 1 member(s)
     84 tau_infinity subcells with 2 member(s)
  subcells = [
     [285997],[320519],[322281],[349744],[356359],[356697],[358530],[384979],[385317],[391894],[392212],[419413],[419731],[425888],[426102],[451863],[452077],[458356],[479717],[482416],[507959],
     [85310,257068],[107142,292560],[119668,310992],[131968,328563],[139048,337948],[146046,346980],[159444,364312],[161739,366931],[167508,373694],[175130,382487],[182210,391872],[188521,398525],[190497,400184],[192259,402031],[198442,408487],[206394,416772],[208689,419391],[214458,426154],[218056,429984],[222765,365020],[223103,433999],[224936,435695],[231242,441620],[233537,444239],[238619,448623],[240595,450282],[242357,452129],[248540,458585],[257090,400206],[257408,465866],[259083,467269],[264619,471935],[266595,473594],[268357,475441],[275225,417480],[275563,480949],[277396,482645],[283702,488570],[289503,493271],[291303,494501],[292294,495051],[292508,433947],[295324,376458],[301939,442328],[302277,502411],[304110,504107],[311014,450304],[311332,509028],[313007,510431],[324410,519762],[327172,521388],[328334,465439],[331055,410979],[331393,411317],[337970,473616],[338288,528408],[339963,529811],[345723,533405],[346714,533955],[346928,480897],[360322,543962],[363194,494376],[366953,444261],[367271,444579],[372437,550559],[373428,551109],[373642,502359],[381096,555746],[382258,508601],[395786,519637],[397448,565868],[401765,475175],[401979,475389],[407096,570618],[408258,527981],[415654,533280],[431259,583766],[432767,501179],[435466,503878],[440502,550434],[462572,520665],[463421,565743],[464797,527339],[492504,544788]
   ]
cell #2301 :
  |C| = 175
  W-rep = phi[[3, 1, 1, 1],[1]]+phi[[3, 1],[1, 1, 1]]
  special rep = phi[[3, 1],[1, 1, 1]] , dim = 105
  orbit = [6, 2, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [356644],[358609],[385264],[392142],[392291],[394187],[419661],[419810],[425985],[426429],[426542],[428515],[451960],[452404],[452517],[458469],[458490],[459014],[479814],[482529],[482550],[483074],[488624],[488684],[508072],[508093],[510485],[510545],[516168],[533459],[533519],[535641],[555691],[555895],[575112],
     [223050,294497],[257338,330491],[275510,348917],[287201,359848],[292391,365944],[292835,366388],[302224,375631],[311262,384415],[323432,395385],[327889,399326],[328447,401075],[331340,411264],[338218,410415],[346811,418404],[347255,418848],[358939,428972],[359615,429586],[363878,433215],[364366,434788],[367201,444509],[367350,444658],[373525,443252],[373969,443696],[381813,449424],[382371,451173],[395091,461822],[399093,465166],[401862,475272],[402306,475716],[402419,475829],[407813,472736],[408371,474485],[416338,480165],[416826,481738],[431976,494072],[432864,501276],[432921,494654],[435579,503991],[435600,504012],[436124,504536],[441186,501627],[441674,503200],[449191,508328],[462669,520762],[464105,521113],[464910,527452],[464931,527473],[467323,529865],[467383,529925],[472503,527708],[479871,533558],[492617,544901],[492638,544922],[493839,545157],[494555,550613],[494615,550673],[496737,552795],[501333,550712],[519816,565922],[519876,565982],[520819,566021],[521333,570563],[521537,570767],[543646,583183],[543907,583711],[544111,583915],[545406,587729],[564895,598362],[565164,598771],[583126,610750]
   ]
cell #2302 :
  |C| = 126
  W-rep = phi[[2],[3, 1, 1]]
  special rep = phi[[2],[3, 1, 1]] , dim = 126
  orbit = [5, 5, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [101539],[124818],[125953],[144304],[151796],[151969],[153452],[165766],[173132],[173305],[181363],[181573],[182911],[183571],[196444],[196617],[202788],[204282],[204492],[212716],[213498],[213751],[215083],[215256],[215826],[227636],[229130],[229340],[234440],[236050],[237661],[237914],[246542],[246715],[247407],[247546],[248998],[249208],[260440],[262050],[263661],[263914],[269243],[270259],[270882],[272418],[272557],[280096],[281590],[281800],[282614],[284435],[284688],[289060],[295957],[296973],[297596],[299132],[299271],[304778],[305031],[306022],[308037],[314364],[315974],[317585],[317838],[318656],[320584],[325182],[331734],[331987],[332978],[334993],[340900],[342047],[343480],[344036],[350377],[351393],[352016],[353552],[353691],[354791],[361039],[361292],[367614],[368761],[370194],[370750],[376653],[379106],[379675],[385658],[385911],[386902],[388917],[393744],[396470],[402653],[405106],[405675],[413499],[413752],[420074],[421221],[422654],[423210],[427899],[428844],[430552],[438347],[438600],[446568],[452751],[455204],[455773],[460326],[469880],[477502],[485297],[485550],[490455],[498964],[513042],[537868]
   ]
cell #2303 :
  |C| = 175
  W-rep = phi[[3, 1, 1, 1],[1]]+phi[[3, 1],[1, 1, 1]]
  special rep = phi[[3, 1],[1, 1, 1]] , dim = 105
  orbit = [6, 2, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [392198],[394243],[419717],[426450],[426598],[428536],[452425],[452573],[458570],[458919],[459035],[461005],[482630],[482979],[483095],[488756],[488777],[489206],[508561],[510617],[510638],[511067],[516236],[516296],[533916],[533937],[535709],[535769],[540845],[556228],[556288],[557839],[575333],[575537],[591687],
     [251513,395486],[257394,330547],[287100,429718],[291705,433316],[292856,366409],[311318,384471],[322612,461476],[323300,462048],[327788,465298],[328548,401176],[328897,401525],[338274,410471],[346125,480266],[347276,418869],[359498,491913],[363746,494880],[364498,434920],[367257,444565],[372839,501728],[373990,443717],[381712,508460],[382472,451274],[382821,451623],[397850,521214],[398976,521623],[399664,466703],[402327,475737],[402475,475885],[407712,527840],[408472,474586],[408821,474935],[416206,533784],[416958,481870],[429819,545390],[431875,545289],[435680,504092],[436029,504441],[436145,504557],[441054,550938],[441806,503332],[449074,555981],[449762,509865],[462180,566379],[462201,566400],[463973,566247],[465399,527941],[467455,529997],[467476,530018],[467905,530447],[472386,570853],[473074,529245],[492160,584248],[492220,584308],[493722,584001],[495012,551070],[495033,551091],[496805,552863],[496865,552923],[519224,598387],[519279,598992],[519483,599196],[521870,571100],[521930,571160],[523481,572711],[543536,610761],[543686,611205],[545627,587950],[545831,588154],[564884,620585],[566568,602149]
   ]
cell #2304 :
  |C| = 427
  W-rep = phi[[2, 2, 1, 1],[1]]+phi[[2, 1, 1, 1],[2]]+phi[[2, 2],[1, 1, 1]]+phi[[2, 1],[2, 1, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     91 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     49 tau_infinity subcells with 4 member(s)
  subcells = [
     [183373],[183523],[213353],[214694],[215814],[237516],[242593],[247148],[247395],[248320],[263516],[272159],[272406],[277176],[282470],[282507],[283674],[298873],[299120],[306637],[307893],[307930],[309726],[312979],[317440],[318515],[318539],[319792],[333593],[334849],[334886],[342650],[342687],[343895],[343919],[345695],[349017],[353293],[353540],[354658],[358128],[369364],[369401],[370609],[370633],[378306],[378330],[379542],[380933],[381313],[387517],[388773],[388810],[393485],[393732],[394475],[404306],[404330],[405542],[412619],[412999],[415540],[421824],[421861],[423069],[423093],[426499],[427755],[427792],[428585],[428832],[437467],[437847],[445770],[452474],[454404],[454428],[455640],[458940],[459084],[460185],[460209],[469082],[483000],[483144],[484417],[484797],[489110],[490322],[510971],[512244],
     [126006,461063],[152474,489264],[153399,491131],[177136,511125],[182233,458977],[182406,516698],[192495,268593],[208712,483037],[208885,536171],[214213,540787],[214423,489086],[224716,303890],[235696,378077],[242112,557781],[242322,510947],[248283,516209],[248536,516589],[255802,336682],[259055,339935],[261696,404077],[270512,412778],[273918,575269],[277139,535682],[277392,536062],[283698,540818],[288267,362105],[291275,372409],[292905,366458],[294161,435021],[294597,375731],[297226,437626],[306243,445865],[309180,448515],[309689,555936],[313003,557812],[315620,454175],[324382,397420],[327009,406933],[327389,407313],[328918,401546],[330187,466835],[333199,469177],[342141,476826],[345719,575300],[347325,418918],[348581,481971],[351646,484576],[360159,431096],[360539,431476],[363080,440388],[364852,435274],[366064,496234],[368855,498288],[374039,443766],[375295,503433],[382842,451644],[384111,509997],[387123,512339],[395672,463307],[402376,475786],[408842,474956],[410111,529377],[417312,482224],[418524,535138],[421315,537192],[436050,504462],[436194,504606],[442160,503686],[443372,552292],[467809,530351],
     [85333,190520,328955,401583],[107107,223068,364828,435250],[119691,240618,382879,451681],[131711,256781,399637,466676],[131964,257404,400017,467056],[133974,200448,467963,530505],[139071,266618,408879,474993],[146011,275528,417288,482200],[158212,291046,433056,494853],[159440,292290,433502,496139],[161762,233560,436087,504499],[161935,233733,497267,553325],[167473,302242,442136,503662],[174873,310705,449735,509838],[175126,311328,450115,510218],[185598,324153,395226,462021],[188517,327168,465071,521775],[189770,328315,401037,522873],[192014,268112,523423,572653],[192224,268322,467785,530327],[198185,337661,473047,529218],[198438,338284,473427,529598],[205162,345466,480006,533757],[206390,346710,480452,535043],[218052,360318,429491,492065],[221064,363175,433177,545737],[221458,300632,545563,587886],[224679,303853,496778,552836],[224932,304106,497158,553216],[230010,372180,501468,550911],[231238,373424,501914,552197],[238615,381092,508233,556133],[239868,382239,451135,557231],[252319,395347,395767,519389],[252713,326012,565321,598928],[253969,397191,520954,566220],[255256,336136,398417,471827],[255765,336645,521578,570808],[259079,339959,523454,572684],[264615,407092,527613,571005],[265868,408239,474447,572103],[273524,415635,480127,575443],[287721,361559,429876,493163],[288230,362068,544152,583956],[289499,431255,545062,584153],[291299,372433,545594,587917],[300238,440483,501589,588060],[324406,397444,565352,598959],[325618,463402,521075,599102]
   ]
cell #2305 :
  |C| = 315
  W-rep = phi[[2, 2, 1],[1, 1]]+phi[[2, 1, 1],[2, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [235707],[261707],[270525],[282481],[294172],[297239],[306253],[307904],[309270],[315631],[318552],[319802],[328929],[330200],[333209],[334860],[342231],[342661],[343932],[348592],[349027],[351659],[354668],[364697],[364865],[366074],[368945],[369375],[370646],[375306],[378175],[378343],[379552],[381323],[382853],[384124],[387133],[388784],[401557],[404175],[404343],[405552],[408853],[410124],[412871],[413009],[415550],[417157],[417325],[418534],[421405],[421835],[423106],[427766],[435119],[435287],[436061],[437719],[437857],[442005],[442173],[443382],[445780],[445943],[448521],[451655],[454273],[454441],[455650],[458951],[460222],[466928],[467654],[467822],[469092],[469255],[474967],[476832],[482069],[482237],[483011],[484669],[484807],[488955],[489123],[490332],[496051],[496312],[498294],[503531],[503699],[504473],[510090],[510816],[510984],[512254],[512417],[529470],[530196],[530364],[534955],[535216],[537198],[552109],[552370],
     [85396,399889],[107190,433675],[119754,449987],[131722,465462],[132057,400027],[139134,473299],[146094,480625],[158223,494724],[159453,433512],[161825,497030],[167556,502087],[174884,508624],[175219,450125],[182296,516461],[185609,461892],[188530,465081],[189780,401127],[191242,522808],[192307,523627],[198196,528004],[198531,473437],[205173,533628],[206403,480462],[208775,535934],[214506,540991],[218065,429501],[221074,433267],[223837,546567],[224690,547173],[225025,497168],[230021,550782],[231251,501924],[233623,553088],[238628,508243],[239878,451225],[241340,557166],[242405,557985],[248294,562362],[248629,516599],[252329,395437],[253980,566091],[255346,336226],[255776,566534],[257579,567070],[258197,467066],[259092,523464],[264628,527623],[265878,474537],[267340,572038],[268405,572857],[273534,480217],[276297,576273],[277150,576879],[277485,536072],[283711,540828],[287811,361649],[288241,583456],[289512,545072],[291144,584352],[291312,545604],[293083,496149],[294607,375741],[300248,501679],[303011,588890],[303864,589496],[304199,553226],[309700,591653],[311503,592189],[312121,510228],[313016,557822],[324251,598518],[324419,565362],[325628,521165],[327261,521785],[327399,407323],[329079,522879],[336656,602115],[338459,602651],[339077,529608],[339972,572694],[345564,605099],[345732,575310],[347503,535053],[360411,492075],[360549,431486],[362079,611171],[363090,440398],[363253,545743],[372278,613566],[372446,587927],[374217,552207],[381185,556143],[383003,557237],[395682,463317],[395845,519395],[397289,620807],[397457,598969],[398423,471833],[407185,571015],[409003,572109],[415713,575449],[429882,493169],[431348,584163],[440561,588066],[463480,599108]
   ]
cell #2306 :
  |C| = 126
  W-rep = phi[[2],[3, 1, 1]]
  special rep = phi[[2],[3, 1, 1]] , dim = 126
  orbit = [5, 5, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [101542],[124821],[125954],[144307],[151862],[151970],[153455],[165769],[173198],[173306],[181364],[181657],[182914],[183572],[196510],[196618],[203513],[204283],[204576],[212719],[213510],[213843],[215149],[215257],[215827],[228361],[229131],[229424],[234441],[236820],[237673],[238006],[246608],[246716],[247408],[247558],[248999],[249292],[260441],[262820],[263673],[264006],[269255],[271058],[271674],[272419],[272569],[280821],[281591],[281884],[282615],[284447],[284780],[289061],[295969],[297772],[298388],[299133],[299283],[304877],[305043],[306814],[308038],[314365],[316744],[317597],[317930],[318668],[320596],[325194],[331833],[331999],[333770],[334994],[340992],[342810],[343481],[344048],[350389],[352192],[352808],[353553],[353703],[354803],[361138],[361304],[367706],[369524],[370195],[370762],[376730],[379118],[379687],[385757],[385923],[387694],[388918],[393745],[396562],[402730],[405118],[405687],[413598],[413764],[420166],[421984],[422655],[423222],[427900],[428845],[430629],[438446],[438612],[446660],[452828],[455216],[455785],[460338],[469972],[477579],[485396],[485562],[490467],[499041],[513134],[537945]
   ]
cell #2307 :
  |C| = 126
  W-rep = phi[[2],[3, 1, 1]]
  special rep = phi[[2],[3, 1, 1]] , dim = 126
  orbit = [5, 5, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [215821],[247402],[250078],[272413],[282609],[282728],[299127],[308032],[308151],[318270],[318610],[334988],[335107],[343475],[343650],[343990],[353547],[354412],[354754],[370189],[370364],[370704],[376870],[379060],[379296],[379638],[388912],[389031],[389989],[393739],[402870],[405060],[405296],[405638],[411668],[413238],[413715],[413948],[422649],[422824],[423164],[427894],[428013],[428839],[430769],[436516],[438086],[438563],[438796],[444871],[444922],[446342],[452968],[455158],[455394],[455736],[459940],[460280],[461284],[462995],[468183],[468234],[469654],[476054],[477345],[477719],[483466],[485036],[485513],[485746],[487650],[490076],[490418],[490886],[492845],[492896],[497516],[498807],[499181],[504728],[506157],[506781],[511345],[511396],[512816],[515258],[515368],[517538],[520047],[524108],[525537],[526161],[531749],[531800],[532336],[532446],[536420],[537711],[538085],[539970],[544287],[548903],[548954],[549490],[549600],[554405],[554910],[558466],[559895],[560519],[569277],[569782],[573993],[578609],[578660],[579196],[579306],[582215],[586610],[594396],[594901],[597491],[597601],[607357],[609970],[610616]
   ]
cell #2308 :
  |C| = 427
  W-rep = phi[[2, 2, 1, 1],[1]]+phi[[2, 1, 1, 1],[2]]+phi[[2, 2],[1, 1, 1]]+phi[[2, 1],[2, 1, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     91 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     49 tau_infinity subcells with 4 member(s)
  subcells = [
     [183374],[183522],[213354],[214693],[215813],[237517],[242592],[247149],[247394],[248319],[263517],[272160],[272405],[277175],[282482],[282506],[283673],[298874],[299119],[306638],[307905],[307929],[309725],[312978],[317441],[318514],[318551],[319793],[333594],[334861],[334885],[342662],[342686],[343894],[343931],[345694],[349018],[353294],[353539],[354659],[358129],[369376],[369400],[370608],[370645],[378305],[378342],[379543],[380932],[381314],[387518],[388785],[388809],[393486],[393731],[394476],[404305],[404342],[405543],[412618],[413000],[415541],[421836],[421860],[423068],[423105],[426500],[427767],[427791],[428586],[428831],[437466],[437848],[445771],[452475],[454403],[454440],[455641],[458952],[459085],[460184],[460221],[469083],[483012],[483145],[484416],[484798],[489122],[490323],[510983],[512245],
     [126009,461062],[152477,489263],[153400,491130],[177139,511124],[182299,458976],[182407,516697],[192494,268592],[208778,483036],[208886,536170],[214214,540786],[214507,489085],[224715,303889],[235708,378176],[242113,557780],[242406,510946],[248295,516208],[248628,516590],[255801,336681],[259054,339934],[261708,404176],[270524,412870],[273919,575268],[277151,535681],[277484,536063],[283710,540819],[288266,362104],[291274,372408],[292906,366459],[294173,435120],[294598,375732],[297238,437718],[306244,445942],[309181,448520],[309701,555935],[313015,557813],[315632,454274],[324381,397419],[327008,406932],[327390,407314],[328930,401558],[330199,466927],[333200,469254],[342142,476831],[345731,575301],[347326,418919],[348593,482070],[351658,484668],[360158,431095],[360540,431477],[363081,440389],[364864,435286],[366065,496311],[368856,498293],[374040,443767],[375307,503532],[382854,451656],[384123,510089],[387124,512416],[395673,463308],[402377,475787],[408854,474968],[410123,529469],[417324,482236],[418525,535215],[421316,537197],[436062,504474],[436195,504607],[442172,503698],[443373,552369],[467821,530363],
     [85399,191245,328954,401582],[107191,223838,364827,435249],[119757,241343,382878,451680],[131723,257580,399636,466675],[132056,258196,400018,467057],[133977,200451,467962,530504],[139137,267343,408878,474992],[146095,276298,417287,482199],[158224,291145,433055,494852],[159452,293082,433503,496140],[161828,233626,436086,504498],[161936,233734,497266,553324],[167557,303012,442135,503661],[174885,311504,449734,509837],[175218,312120,450116,510219],[185610,324252,395225,462020],[188529,327260,465072,521776],[189771,329078,401038,522878],[192015,268113,523422,572652],[192308,268406,467784,530326],[198197,338460,473046,529217],[198530,339076,473428,529599],[205174,345565,480005,533756],[206402,347502,480453,535044],[218064,360410,429492,492066],[221065,363252,433178,545742],[221459,300633,545562,587885],[224691,303865,496777,552835],[225024,304198,497159,553217],[230022,372279,501467,550910],[231250,374216,501915,552198],[238627,381184,508234,556134],[239869,383002,451136,557236],[252320,395348,395844,519394],[252714,326013,565320,598927],[253981,397290,520953,566219],[255257,336137,398422,471832],[255777,336657,521577,570807],[259091,339971,523455,572685],[264627,407184,527614,571006],[265869,409002,474448,572108],[273525,415712,480128,575448],[287722,361560,429881,493168],[288242,362080,544151,583955],[289511,431347,545063,584154],[291311,372445,545595,587918],[300239,440560,501590,588065],[324418,397456,565353,598960],[325619,463479,521076,599107]
   ]
cell #2309 :
  |C| = 315
  W-rep = phi[[2, 2, 1],[1, 1]]+phi[[2, 1, 1],[2, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [235719],[261719],[270536],[282493],[294184],[297250],[306245],[307916],[309182],[315643],[318563],[319794],[328941],[330211],[333201],[334872],[342143],[342673],[343943],[348604],[349019],[351670],[354660],[364801],[364876],[366066],[368857],[369387],[370657],[375318],[378279],[378354],[379544],[381315],[382865],[384135],[387125],[388796],[401569],[404279],[404354],[405544],[408865],[410135],[412969],[413001],[415542],[417261],[417336],[418526],[421317],[421847],[423117],[427778],[435223],[435298],[436073],[437817],[437849],[442109],[442184],[443374],[445772],[446028],[448526],[451667],[454377],[454452],[455642],[458963],[460233],[467026],[467758],[467833],[469084],[469340],[474979],[476837],[482173],[482248],[483023],[484767],[484799],[489059],[489134],[490324],[496397],[496669],[498299],[503635],[503710],[504485],[510188],[510920],[510995],[512246],[512502],[529568],[530300],[530375],[535301],[535573],[537203],[552455],[552727],
     [85453,399987],[107265,433760],[119811,450085],[131734,465467],[132140,400019],[139191,473397],[146169,480710],[158235,494729],[159464,433504],[161882,497128],[167631,502172],[174896,508629],[175302,450117],[182353,516559],[185621,461897],[188541,465073],[189772,401039],[191919,523358],[192382,523712],[198208,528009],[198614,473429],[205185,533633],[206414,480454],[208832,536032],[214581,541076],[218076,429493],[221066,433179],[224571,547040],[224702,547178],[225108,497160],[230033,550787],[231262,501916],[233680,553186],[238639,508235],[239870,451137],[242017,557716],[242480,558070],[248306,562367],[248712,516591],[252321,395349],[253992,566096],[255258,336138],[255788,566539],[258369,567415],[258966,467058],[259103,523456],[264639,527615],[265870,474449],[268017,572588],[268480,572942],[273526,480129],[277031,576746],[277162,576884],[277568,536064],[283722,540820],[287723,361561],[288253,583461],[289523,545064],[291248,584372],[291323,545596],[293881,496141],[294599,375733],[300240,501591],[303745,589363],[303876,589501],[304282,553218],[309712,591658],[312293,592534],[312890,510220],[313027,557814],[324355,598538],[324430,565354],[325620,521077],[327359,521777],[327391,407315],[329864,522884],[336668,602120],[339249,602996],[339846,529600],[339983,572686],[345668,605119],[345743,575302],[348301,535045],[360509,492067],[360541,431478],[362091,611176],[363082,440390],[363338,545748],[372382,613586],[372457,587919],[375015,552199],[381283,556135],[383788,557242],[395674,463309],[395930,519400],[397393,620827],[397468,598961],[398428,471838],[407283,571007],[409788,572114],[415798,575454],[429887,493174],[431446,584155],[440646,588071],[463565,599113]
   ]
cell #2310 :
  |C| = 175
  W-rep = phi[[3, 1, 1, 1],[1]]+phi[[3, 1],[1, 1, 1]]
  special rep = phi[[3, 1],[1, 1, 1]] , dim = 105
  orbit = [6, 2, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [126011],[152479],[153401],[177141],[182355],[182408],[183521],[208834],[208887],[214215],[214582],[214692],[242114],[242481],[242591],[248307],[248318],[248711],[273920],[277163],[277174],[277567],[283664],[283721],[309713],[309724],[312969],[313026],[319786],[345685],[345742],[349011],[380869],[381307],[415489],
     [85455,191921],[107266,224572],[119813,242019],[131735,258370],[132139,258965],[133979,200453],[139193,268019],[146170,277032],[158236,291249],[159463,293880],[161884,233682],[161937,233735],[167632,303746],[174897,312294],[175301,312889],[185622,324356],[188540,327358],[189764,329858],[192016,268114],[192383,268481],[192493,268591],[198209,339250],[198613,339845],[205186,345669],[206413,348300],[218075,360508],[221058,363332],[221460,300634],[224703,303877],[224714,303888],[225107,304281],[230034,372383],[231261,375014],[238638,381282],[239862,383782],[252313,395924],[252715,326014],[253993,397394],[255178,398386],[255789,336669],[255800,336680],[259045,339925],[259102,339982],[264638,407282],[265862,409782],[273518,415792],[287643,429845],[288254,362092],[288265,362103],[289522,431445],[291265,372399],[291322,372456],[294591,375725],[300232,440640],[309102,448484],[322745,461530],[324372,397410],[324429,397467],[325612,463559],[326945,406869],[327383,407307],[336058,471796],[360095,431032],[360533,431470],[361481,493132],[363029,440337],[394710,461632],[394817,519148],[395621,463256],[429052,491749]
   ]
cell #2311 :
  |C| = 126
  W-rep = phi[[2],[3, 1, 1]]
  special rep = phi[[2],[3, 1, 1]] , dim = 126
  orbit = [5, 5, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [93960],[100129],[101478],[111114],[117037],[117578],[124216],[124305],[125856],[136417],[136958],[142740],[143116],[143702],[143791],[150018],[150910],[151286],[151358],[164202],[164578],[165164],[165253],[169710],[171562],[172246],[172622],[172694],[179579],[180120],[180663],[180681],[193022],[194874],[195558],[195934],[196006],[200917],[201030],[202803],[203582],[203600],[211152],[211528],[212114],[212203],[215700],[218997],[225765],[225878],[227651],[228430],[228448],[234152],[234311],[234329],[243120],[244972],[245656],[246032],[246104],[249944],[250033],[253284],[253397],[260152],[260311],[260329],[271457],[278225],[278338],[280111],[280890],[280908],[285134],[285510],[285582],[286185],[288772],[288931],[288949],[298171],[307208],[307321],[314076],[314235],[314253],[318784],[321336],[321354],[322468],[334164],[334277],[343192],[343351],[343369],[344164],[352591],[354923],[354941],[358306],[369906],[370065],[370083],[370878],[379807],[379825],[388088],[388201],[390602],[405807],[405825],[414561],[422366],[422525],[422543],[423338],[439409],[455905],[455923],[460454],[486359],[490587],[490605],[518151],[543399]
   ]
cell #2312 :
  |C| = 126
  W-rep = phi[[2],[3, 1, 1]]
  special rep = phi[[2],[3, 1, 1]] , dim = 126
  orbit = [5, 5, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [101514],[124341],[125910],[143178],[143827],[151348],[151412],[164640],[165289],[171985],[172684],[172748],[180690],[181086],[195297],[195996],[196060],[202863],[203292],[203609],[204005],[211590],[212239],[212794],[213223],[216124],[227711],[228140],[228457],[228853],[234212],[234338],[236182],[236957],[237386],[245395],[246094],[246158],[246804],[250069],[250450],[260212],[260338],[262182],[262957],[263386],[269043],[269159],[270981],[271815],[280171],[280600],[280917],[281313],[285572],[285636],[285749],[288832],[288958],[295757],[295873],[297695],[298529],[304800],[304948],[314136],[314262],[316106],[316881],[317310],[318885],[321363],[321759],[324982],[325098],[331756],[331904],[343252],[343378],[344265],[350177],[350293],[352115],[352949],[354950],[357569],[357998],[361061],[361209],[369966],[370092],[370979],[378906],[379022],[379834],[385680],[385828],[390485],[393141],[404906],[405022],[405834],[413521],[413669],[414444],[422426],[422552],[423439],[424810],[438369],[438517],[439292],[447459],[455004],[455120],[455932],[460555],[470771],[485319],[485467],[486242],[490614],[491501],[513933],[518034],[542507]
   ]
cell #2313 :
  |C| = 126
  W-rep = phi[[2],[3, 1, 1]]
  special rep = phi[[2],[3, 1, 1]] , dim = 126
  orbit = [5, 5, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [342838],[343288],[343361],[354860],[354933],[358298],[369552],[370002],[370075],[376758],[378536],[378954],[379744],[379817],[389999],[390417],[390594],[393848],[402758],[404536],[404954],[405744],[405817],[411594],[413228],[413958],[414376],[414553],[422012],[422462],[422535],[424369],[424858],[430657],[436442],[438076],[438806],[439224],[439401],[444861],[444932],[447018],[447507],[452856],[454634],[455052],[455842],[455915],[456966],[462921],[468173],[468244],[470330],[470819],[476110],[477607],[477981],[483392],[485026],[485756],[486174],[486351],[490524],[490597],[492835],[492906],[497572],[499069],[499443],[504793],[506083],[511335],[511406],[513492],[513981],[517548],[517966],[518143],[520103],[524173],[525463],[531739],[531810],[536476],[537973],[538347],[539980],[542066],[542555],[543391],[544352],[548893],[548964],[554461],[554920],[558531],[559821],[561640],[563511],[564674],[569333],[569792],[574058],[574437],[578599],[578670],[580227],[582477],[586675],[587054],[590949],[594452],[594911],[595862],[601411],[604638],[607422],[607801],[609980],[613105],[618123],[619906],[626208],[627588],[633394],[637816]
   ]
cell #2314 :
  |C| = 126
  W-rep = phi[[2],[3, 1, 1]]
  special rep = phi[[2],[3, 1, 1]] , dim = 126
  orbit = [5, 5, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [285742],[318878],[321949],[343371],[344258],[354943],[354965],[370085],[370972],[378955],[379827],[379849],[390009],[390418],[404955],[405827],[405849],[413219],[413229],[413613],[413968],[414377],[422545],[423432],[424370],[424754],[438067],[438077],[438461],[438816],[439225],[444852],[444862],[444942],[446335],[447019],[447403],[455053],[455925],[455947],[456957],[460548],[468164],[468174],[468254],[469647],[470331],[470715],[476047],[476111],[477972],[485017],[485027],[485411],[485766],[486175],[490607],[490629],[491494],[492826],[492836],[492916],[497509],[497573],[499434],[504784],[511326],[511336],[511416],[512809],[513493],[513877],[517558],[517967],[518861],[520040],[520104],[524164],[531730],[531740],[531820],[536413],[536477],[538338],[539990],[542067],[542451],[542806],[544343],[548884],[548894],[548974],[554398],[554462],[554930],[558522],[561641],[561721],[563502],[569270],[569334],[569802],[574049],[574438],[574518],[578590],[578600],[578680],[580218],[586666],[587055],[587135],[590940],[594389],[594453],[594921],[601402],[607413],[607802],[607882],[609990],[618114],[619907],[619987],[627579],[628048]
   ]
cell #2315 :
  |C| = 413
  W-rep = phi[[2, 2],[1, 1, 1]]+phi[[2, 1],[2, 1, 1]]+phi[[1],[3, 2, 1]]+phi[[],[3, 3, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     140 tau_infinity subcells with 2 member(s)
     21 tau_infinity subcells with 4 member(s)
  subcells = [
     [235824],[261824],[263545],[270644],[294289],[297358],[298553],[299244],[306349],[309191],[315748],[329732],[330319],[331928],[331960],[333305],[334503],[342152],[348709],[351778],[361233],[361265],[365565],[365643],[366170],[367452],[367739],[368866],[375423],[383656],[384243],[387229],[396308],[396595],[402554],[409656],[410243],[418025],[418103],[418630],[421326],[430453],[440190],[442873],[442951],[443478],[471567],[471645],[500075],
     [85950,400711],[107843,434425],[120308,450809],[132410,466033],[132786,400743],[139688,474121],[146747,481375],[158340,494781],[160192,434138],[165705,500582],[168209,502837],[175572,509195],[175948,450841],[183357,322020],[183402,322396],[185726,461949],[188649,465136],[190535,401048],[196095,526371],[196520,526772],[198884,528575],[199260,474153],[205290,533685],[207142,481088],[213006,282598],[213337,355036],[213382,358157],[215792,358288],[218184,429556],[221170,433188],[228991,549640],[229114,549798],[229490,500614],[230138,550839],[231990,502550],[237169,308021],[237500,379920],[237545,317469],[238747,508298],[240633,451146],[246828,393165],[246941,390506],[247019,318671],[247373,390584],[247519,320557],[252425,395358],[254097,566148],[255267,336147],[260424,568472],[262978,569551],[263169,334977],[263500,405920],[263676,526485],[264747,527678],[266633,474458],[270057,343464],[271839,352973],[271952,414465],[272030,344051],[272384,414543],[272530,353664],[273630,480138],[282124,427409],[282294,424834],[282326,354764],[287732,361570],[289044,583674],[289631,545127],[295894,585923],[295972,547923],[296771,370178],[298666,439313],[298744,370765],[299098,439391],[300344,501600],[304972,385852],[305004,385884],[305744,379043],[305822,379121],[307547,388427],[307717,447483],[307749,379648],[317093,388901],[317424,456018],[318310,457315],[325119,598685],[325197,565627],[325724,521086],[332700,405043],[332778,405121],[334673,470795],[334705,405648],[340738,419912],[341025,420199],[341815,413693],[341847,413725],[343690,478330],[351191,422638],[353086,486263],[353164,423225],[353518,486341],[357781,427883],[358112,490700],[368529,438541],[368561,438573],[370404,499792],[376554,452652],[377194,446406],[377481,446693],[386624,455141],[386702,455219],[388597,513957],[388629,455746],[391383,459754],[393278,518055],[393356,460341],[393710,518133],[394459,518932],[403194,469718],[403481,470005],[411976,477403],[415342,487140],[420989,485491],[421021,485523],[422864,538696],[425606,489823],[425684,489901],[427579,542531],[427611,490428],[428378,543303],[428810,543381],[436824,498865],[448255,514729],[448333,514807],[453292,512880],[453579,513167],[457598,564143],[459980,563860],[478613,538979],[483774,537769],
     [124757,182850,458105,517283],[125945,250485,460850,564650],[144243,212655,479120,539486],[151447,285671,487860,582425],[151872,215159,488261,541741],[153302,286096,490926,582826],[172783,246193,506991,560729],[173208,246618,507392,561130],[181224,321897,515408,597641],[181347,248982,515566,562933],[181723,249358,458137,517315],[204143,281451,532486,579346],[204266,281574,532644,579504],[204642,281950,479152,539518],[212815,357590,539739,609739],[213513,284450,487974,541454],[234424,314348,553600,593591],[236978,316902,554679,594670],[237676,317600,507105,560843],[269180,350314,573306,606670],[269258,350392,530769,577629]
   ]
cell #2316 :
  |C| = 427
  W-rep = phi[[2, 2, 1, 1],[1]]+phi[[2, 1, 1, 1],[2]]+phi[[2, 2],[1, 1, 1]]+phi[[2, 1],[2, 1, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     91 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     49 tau_infinity subcells with 4 member(s)
  subcells = [
     [358377],[358541],[390673],[392223],[393994],[414632],[419742],[424649],[425004],[425899],[439480],[447298],[447653],[451874],[457177],[457205],[458350],[470610],[470965],[477230],[478192],[478220],[479728],[482410],[486430],[487446],[487462],[488564],[491376],[498692],[499654],[499682],[505717],[505745],[506577],[506593],[507953],[510425],[513772],[514127],[515091],[518222],[518622],[518798],[525097],[525125],[525957],[525973],[531402],[531418],[532169],[533246],[533399],[537596],[538558],[538586],[541334],[542346],[542701],[548556],[548572],[549323],[553961],[554114],[555719],[558328],[559455],[559483],[560315],[560331],[562760],[563722],[563750],[568833],[568986],[573641],[577277],[578262],[578278],[579029],[581151],[582011],[582027],[586258],[593277],[593952],[594105],[596573],[597324],[606464],[607005],
     [286006,543077],[320528,562832],[322255,564401],[349753,577349],[356555,581179],[356671,581210],[367282,444590],[385175,593305],[385291,593336],[391594,596372],[392016,596557],[401776,475186],[412765,531373],[415575,575127],[419113,606263],[419535,606448],[425871,609021],[426303,609174],[432778,501190],[435460,503872],[437613,548527],[445805,590298],[445894,554086],[448919,616173],[451846,616887],[452278,617040],[458366,619110],[462583,520676],[464791,527333],[465860,523277],[466822,567635],[467263,529805],[469117,600760],[469206,568958],[476928,573717],[479700,624654],[482426,625197],[484563,578233],[492498,544782],[494342,550400],[494495,550553],[495387,546996],[496263,585275],[498390,586334],[507969,631113],[509022,557635],[509984,592754],[512279,617472],[512368,594077],[519603,565709],[519756,565862],[521361,570591],[522224,567680],[522975,599955],[523970,573200],[528402,572507],[529364,603216],[534291,576702],[535167,606022],[537294,607081],[543935,583739],[547571,589894],[551445,589319],[552321,614489],[556582,592799],[557333,616667],[568158,603739],[571454,603261],[572205,623343],[585717,614931],
     [222961,366561,495415,547024],[257212,401607,522208,567664],[275421,419021,534319,576730],[292277,434772,545951,585150],[292709,435339,546104,585303],[295333,376467,547643,589966],[302135,443869,551473,589347],[311136,451705,556566,592783],[327155,464762,521657,599420],[328344,466615,566817,599879],[331251,411175,568186,603767],[331367,411291,568217,603798],[338092,475017,571438,603245],[346697,481722,575657,605897],[347129,482289,575810,606050],[360305,491947,492469,583280],[363115,440423,545421,587744],[363204,494467,545655,611520],[364306,496066,496174,611860],[366653,443961,585516,614730],[367075,444383,585701,614915],[373411,503184,588274,614364],[373843,503751,588427,614517],[381079,507924,556015,616132],[382268,509777,591936,616591],[395707,463342,565179,598786],[395796,519307,519728,598446],[398519,521437,521810,621114],[398821,472231,599461,622849],[401748,475158,600175,623563],[402180,475590,600328,623716],[407079,527304,570887,622808],[408268,529157,602398,623267],[415664,533371,575361,624623],[416766,534970,535078,624963],[429978,492100,544011,610800],[430280,493567,583321,628482],[431242,544753,584035,628441],[432750,501162,611551,629771],[435476,503888,612094,630314],[440512,550525,587978,629740],[441614,552124,552232,630080],[448617,555795,556168,631089],[462555,520648,598477,634023],[463431,565834,599020,633992],[464807,527349,621138,634915],[471929,570667,571040,634891],[492514,544798,610824,638019],[493265,583815,584188,637995]
   ]
cell #2317 :
  |C| = 189
  W-rep = phi[[2, 1, 1, 1],[1, 1]]+phi[[2, 1, 1],[1, 1, 1]]
  special rep = phi[[2, 1, 1],[1, 1, 1]] , dim = 105
  orbit = [4, 2, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     21 tau_infinity subcells with 1 member(s)
     84 tau_infinity subcells with 2 member(s)
  subcells = [
     [428530],[428545],[459029],[459044],[461020],[483089],[483104],[488771],[488866],[489221],[510632],[510727],[511082],[516249],[516383],[533931],[535722],[535856],[540926],[556241],[557920],
     [102606,359555],[131180,399033],[159646,433537],[174342,449131],[190109,465558],[190124,399783],[197654,472443],[206596,480487],[220303,493779],[222708,433626],[231444,501949],[240207,508720],[240222,449881],[251972,519491],[259285,523489],[266207,528100],[266222,473193],[275168,480576],[283904,540853],[287115,543710],[292164,545839],[294936,547269],[294951,496924],[301882,502038],[313209,557847],[320131,562458],[320146,516355],[323313,519317],[327803,566592],[329007,567001],[329022,522314],[330998,523578],[340165,572719],[346584,575545],[349356,576975],[349371,535828],[356302,540942],[363759,545665],[364513,584629],[364608,495510],[364963,546193],[373298,588162],[376070,589592],[376085,552982],[381727,591711],[382931,592120],[382946,556672],[384922,557936],[398309,599204],[399677,566827],[399811,522342],[407727,602173],[408931,602582],[408946,571544],[410922,572808],[416219,575371],[416973,605376],[417068,534414],[417423,575899],[431890,611229],[433610,546177],[436139,504551],[436154,504566],[441067,587988],[441821,613843],[441916,551568],[442271,588516],[449775,591946],[449909,556700],[462195,566394],[463986,599030],[467470,530012],[467565,530107],[467920,530462],[473087,602408],[473221,571572],[480560,575883],[492173,584261],[495027,551085],[496818,552876],[496952,553010],[502022,588500],[521883,571113],[523562,572792]
   ]
cell #2318 :
  |C| = 70
  W-rep = phi[[1, 1, 1],[2, 2]]
  special rep = phi[[1, 1, 1],[2, 2]] , dim = 70
  orbit = [3, 3, 3, 3, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     70 tau_infinity subcells with 1 member(s)
  subcells = [
     [123932],[143418],[164880],[170560],[193872],[201524],[211830],[223692],[226372],[234769],[243970],[249660],[257773],[260769],[276152],[278832],[283448],[292683],[293234],[302866],[308871],[311697],[314693],[319278],[328691],[335827],[338653],[344658],[347103],[347654],[355381],[357286],[371372],[373817],[374368],[377749],[380265],[382615],[389751],[392577],[402154],[403749],[406265],[408615],[412451],[423832],[426277],[426828],[434693],[435823],[437299],[445279],[452252],[453847],[456363],[458713],[466508],[468591],[475564],[481643],[482773],[484249],[495648],[503105],[504235],[509670],[511753],[529050],[534552],[551706]
   ]
cell #2319 :
  |C| = 70
  W-rep = phi[[1, 1, 1],[2, 2]]
  special rep = phi[[1, 1, 1],[2, 2]] , dim = 70
  orbit = [3, 3, 3, 3, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     70 tau_infinity subcells with 1 member(s)
  subcells = [
     [151074],[172410],[195722],[201894],[226742],[234823],[245820],[258143],[260823],[269601],[279202],[285298],[293288],[296315],[312067],[314747],[319648],[328745],[329276],[339023],[345028],[347708],[350735],[355435],[364641],[371742],[374422],[380319],[382669],[383200],[390927],[392947],[406319],[408669],[409200],[412505],[414886],[417101],[424202],[426882],[435877],[437353],[439734],[441949],[445626],[456417],[458767],[459298],[466562],[467598],[468938],[476410],[482827],[484303],[486684],[488899],[495995],[497872],[504289],[509724],[510760],[512100],[522457],[529104],[530140],[534899],[536776],[552053],[556815],[571687]
   ]
cell #2320 :
  |C| = 105
  W-rep = phi[[1, 1],[2, 2, 1]]
  special rep = phi[[1, 1],[2, 2, 1]] , dim = 105
  orbit = [3, 3, 3, 3, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [285812],[318948],[344328],[354643],[371042],[379527],[390146],[405527],[412413],[414105],[423502],[424493],[428733],[437261],[438953],[445531],[447142],[455625],[460618],[460948],[466470],[468843],[470454],[476402],[476622],[484211],[485903],[488529],[490307],[491045],[495900],[497864],[498084],[505026],[507660],[509632],[512005],[513616],[516003],[516041],[517695],[518726],[522449],[522669],[524406],[527040],[529012],[533081],[533119],[534804],[536768],[536988],[540327],[540579],[542009],[542190],[543139],[546305],[550235],[550273],[551958],[555267],[555519],[556807],[557027],[558764],[561398],[561932],[562152],[563370],[563408],[570139],[570391],[571679],[571899],[573603],[574729],[574949],[576011],[579941],[579979],[580460],[581412],[581664],[586220],[587346],[587566],[588628],[590271],[591182],[595258],[595510],[596798],[597018],[600733],[601644],[604056],[606967],[608093],[608313],[609375],[612523],[617445],[618356],[625626]
   ]
cell #2321 :
  |C| = 175
  W-rep = phi[[1, 1, 1, 1],[2, 1]]+phi[[1, 1, 1],[2, 1, 1]]
  special rep = phi[[1, 1, 1],[2, 1, 1]] , dim = 105
  orbit = [3, 3, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [322184],[355900],[380784],[390990],[394292],[406784],[414949],[425246],[427347],[428554],[439797],[445689],[447895],[456882],[459053],[459361],[461022],[469001],[471207],[476716],[483113],[486747],[488962],[489223],[489463],[498178],[510823],[511084],[512163],[514369],[516385],[516416],[535858],[535889],[537082],
     [92621,341474],[109775,368188],[132574,400370],[148679,420648],[159849,433683],[175736,450468],[181511,457764],[190133,465569],[199048,473780],[204430,478779],[206799,480633],[222710,433625],[229278,500241],[231647,502095],[235288,505296],[240231,508731],[249146,516942],[259488,523635],[261288,524676],[266231,528111],[269664,530852],[275170,480575],[281738,539145],[284107,540999],[293753,546575],[294960,547280],[296378,548006],[301884,502037],[305384,505040],[313412,557993],[315212,559034],[320155,562469],[329031,567012],[329339,567114],[331000,523577],[332340,524420],[340368,572865],[348173,576281],[349380,576986],[350798,577712],[356304,540941],[364704,496058],[364965,546192],[365205,546319],[374887,588898],[376094,589603],[382955,592131],[383263,592233],[384924,557935],[386264,558778],[399813,522344],[399844,522763],[408955,602593],[409263,602695],[410924,572807],[417164,534962],[417425,575898],[417665,576025],[436163,504575],[442012,552116],[442273,588515],[442513,588642],[449911,556702],[449942,557121],[467661,530203],[467922,530464],[473223,571574],[473254,571993],[496954,553012],[496985,553043]
   ]
cell #2322 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[2, 1]]+phi[[1, 1, 1],[3, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [162111],[186171],[217356],[222740],[222884],[223287],[251583],[256338],[256851],[257008],[275200],[275344],[275747],[287154],[291775],[292344],[301914],[302058],[302461],[310262],[310775],[310932],[327842],[331030],[331174],[335422],[337218],[337731],[337888],[346195],[346764],[356334],[356478],[362641],[364995],[366484],[366714],[366871],[367972],[372909],[373478],[381766],[384954],[385098],[391655],[391812],[396828],[397920],[398882],[400124],[401007],[401815],[402717],[407766],[410954],[411098],[417455],[418944],[419174],[419331],[425938],[430341],[430616],[431929],[432695],[432817],[433469],[434738],[436359],[442303],[443792],[444022],[444179],[448980],[450222],[451105],[451913],[462500],[462622],[462838],[464650],[464728],[472292],[473534],[474417],[475225],[479645],[479767],[480419],[481688],[492357],[492435],[493628],[501107],[501229],[501881],[503150],[507812],[507890],[520593],[520715],[527192],[527270],[544641],[544719],
     [92725,341574],[109879,368288],[115676,305507],[132678,400470],[135056,332463],[140649,209061],[141591,269816],[148783,420748],[159953,433783],[160477,365328],[163053,296530],[170155,236269],[175840,450568],[178218,386387],[181615,457864],[190157,465589],[190320,399967],[190849,329491],[193467,262269],[199152,473880],[204534,478879],[206903,480733],[207427,417788],[210003,350950],[213798,425369],[229382,500341],[231751,502195],[232275,442636],[236092,505784],[237961,448018],[240255,508751],[240418,450065],[240947,383415],[243565,316193],[247833,391142],[249250,517042],[259592,523735],[262092,525164],[263961,471330],[266255,528131],[266418,473377],[266947,409415],[270575,531261],[270929,477291],[272844,415101],[281842,539245],[283043,356881],[284211,541099],[284735,489586],[294557,547063],[294984,547300],[295147,497108],[297289,548415],[297643,498753],[299558,439949],[306328,505662],[306663,446926],[308466,389346],[313516,558093],[316016,559522],[317885,514492],[320179,562489],[320342,516539],[320871,459513],[329055,567032],[330250,567523],[330604,523338],[333284,525042],[333619,470238],[340472,572965],[341258,420432],[342111,477566],[342299,531339],[348977,576769],[349404,577006],[349567,536012],[351709,578121],[352063,537657],[353978,486899],[366149,546941],[368825,499028],[369013,548493],[375691,589386],[376118,589623],[376281,553166],[376717,452815],[377794,506000],[382979,592151],[384174,592642],[384528,557696],[387208,559400],[387543,513400],[401195,567601],[403794,525380],[408979,602613],[410174,603104],[410528,572568],[411511,483309],[418609,576647],[421285,537932],[421473,578199],[443457,589264],[451293,592720],[453892,559738],[474605,603182]
   ]
cell #2323 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[2, 1]]+phi[[1, 1, 1],[3, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [222739],[222872],[223180],[225530],[253049],[255545],[256752],[256999],[275199],[275332],[275640],[288010],[291017],[292255],[301913],[302046],[302354],[309469],[310676],[310923],[324124],[327133],[331029],[331162],[335315],[336425],[337632],[337879],[345437],[346675],[356333],[356466],[360283],[361848],[364994],[366472],[366615],[366862],[367865],[372151],[373389],[381057],[384953],[385086],[391556],[391803],[396721],[397162],[398783],[400115],[400995],[401726],[402705],[407057],[410953],[411086],[417454],[418932],[419075],[419322],[425849],[430242],[430604],[431220],[432683],[432728],[433460],[434737],[436358],[442302],[443780],[443923],[444170],[448881],[450213],[451093],[451824],[462488],[462533],[462837],[464641],[464727],[472193],[473525],[474405],[475136],[479633],[479678],[480410],[481687],[492348],[492434],[493529],[501095],[501140],[501872],[503149],[507803],[507889],[520581],[520626],[527183],[527269],[544632],[544718],
     [92726,412743],[109880,437591],[115675,378048],[132679,466800],[135055,404048],[141579,342430],[148784,484541],[159954,495365],[160476,434992],[163041,369144],[170048,306973],[175841,509962],[178217,454146],[181616,457155],[190158,522058],[190319,465822],[190837,401326],[193360,333929],[199153,529342],[200682,277990],[204535,478170],[206904,534269],[207426,481942],[209991,421604],[213797,424611],[229383,499632],[231752,551423],[232274,503404],[236093,505695],[237960,447260],[240256,556416],[240417,508984],[240935,451424],[243458,387853],[247821,390349],[249251,563700],[259593,568136],[262093,525075],[263960,470572],[266256,571288],[266417,528364],[266935,474736],[270576,531252],[270928,477192],[272832,414308],[281843,538536],[282936,356774],[284212,581129],[284734,542308],[294558,546974],[294985,585551],[295146,547533],[297290,548406],[297642,498654],[299546,439156],[306327,505650],[306651,446819],[308359,389239],[313517,593255],[316017,559433],[317884,513734],[320180,596407],[320341,562722],[320859,517898],[329056,599615],[330251,567514],[330603,523239],[333283,525030],[333607,470131],[340473,603717],[341151,420325],[342099,477554],[342298,531338],[348978,576680],[349405,606298],[349566,577239],[351710,578112],[352062,537558],[353966,486106],[366148,546929],[368813,499016],[369012,548492],[375692,589297],[376119,614765],[376280,589856],[376705,452803],[377793,505999],[382980,616327],[384175,592633],[384527,557597],[387207,559388],[387531,513293],[401194,567600],[403793,525379],[408980,623003],[410175,603095],[410527,572469],[411510,483308],[418608,576635],[421273,537920],[421472,578198],[443456,589252],[451292,592719],[453891,559737],[474604,603181]
   ]
cell #2324 :
  |C| = 245
  W-rep = phi[[2, 1],[2, 2]]+phi[[1, 1],[3, 2]]
  special rep = phi[[2, 1],[2, 2]] , dim = 140
  orbit = [4, 4, 3, 3]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 140
     35 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [228387],[258010],[260268],[288888],[293063],[295559],[311934],[324784],[327241],[329107],[331607],[338890],[347483],[360391],[360912],[363281],[371609],[374197],[381165],[383031],[395873],[406094],[407165],[409031],[415741],[431328],[436614],[439565],[440589],[463093],[463508],[468317],[492979],[497527],[520058],
     [99869,424513],[117318,447162],[123949,390171],[136698,470474],[141826,476642],[143435,414130],[150941,354880],[163288,498104],[164897,438978],[170506,505127],[170577,445556],[172277,379764],[179860,513636],[180620,321293],[191084,522689],[193818,524507],[193889,468868],[195589,405764],[201732,412851],[201761,343308],[203539,280847],[210238,537008],[211847,485928],[215440,542210],[223638,546406],[223709,495925],[226580,437699],[226609,370022],[234268,314192],[234598,378708],[234949,445971],[241182,557047],[243916,558865],[243987,512030],[245687,455862],[248068,562172],[249677,517720],[257981,466908],[260598,404708],[260949,469283],[267182,571919],[268845,349979],[269432,413372],[273079,574969],[276098,576112],[276169,534829],[279040,484649],[279069,422482],[283394,580561],[283465,540604],[285165,490544],[293414,496340],[296146,438220],[299793,587586],[302812,588729],[302883,551983],[304651,385531],[308817,591283],[308888,555544],[311905,510070],[314522,454806],[314873,512445],[319486,457263],[319515,392814],[321106,597038],[335773,601745],[335844,570416],[338861,529450],[343574,604437],[344866,478278],[344895,424069],[347834,535244],[350566,485170],[354213,608333],[355210,426657],[355561,487539],[357232,609476],[357303,581689],[370288,612904],[371580,499740],[374548,552398],[379236,506255],[380094,456192],[380445,506670],[389697,618457],[389768,595535],[390758,459129],[392785,563808],[405236,525635],[406445,526050],[411766,483564],[413822,531883],[414717,486515],[422748,626007],[424040,538644],[427008,582104],[438670,549037],[445005,511479],[446353,554416],[455334,559993],[456543,560408],[469665,569288],[476065,536431],[485620,578743],[512827,594407]
   ]
cell #2325 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[2, 1]]+phi[[1, 1, 1],[3, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [222844],[222873],[223181],[225531],[253050],[255546],[256753],[257104],[275304],[275333],[275641],[288011],[291018],[292264],[302018],[302047],[302355],[309470],[310677],[311028],[324125],[327142],[331134],[331163],[335316],[336426],[337633],[337984],[345438],[346684],[356438],[356467],[360292],[361849],[365758],[366473],[366616],[366967],[367866],[372152],[373398],[381066],[385058],[385087],[391557],[391908],[396722],[397163],[398784],[400840],[400996],[401735],[402706],[407066],[411058],[411087],[418218],[418933],[419076],[419427],[425858],[430243],[430605],[431229],[432684],[432737],[434085],[434744],[436365],[443066],[443781],[443924],[444275],[448882],[450938],[451094],[451833],[462489],[462542],[462844],[464695],[464734],[472194],[474250],[474406],[475145],[479634],[479687],[481035],[481694],[492402],[492441],[493530],[501096],[501149],[502497],[503156],[507857],[507896],[520582],[520635],[527237],[527276],[544686],[544725],
     [92734,412752],[109888,437600],[115685,378049],[132687,466809],[135065,404049],[141580,342431],[148792,484550],[159962,495374],[160486,434993],[163042,369145],[170049,306974],[175849,509971],[178227,454147],[181624,457164],[190258,522112],[190329,465823],[190838,401327],[193361,333930],[199161,529351],[200683,277991],[204543,478179],[206912,534278],[207436,481943],[209992,421605],[213807,424612],[229391,499641],[231760,551432],[232284,503405],[236101,505704],[237970,447261],[240356,556470],[240427,508985],[240936,451425],[243459,387854],[247822,390350],[249259,563709],[259601,568145],[262101,525084],[263970,470573],[266356,571342],[266427,528365],[266936,474737],[270680,531306],[270938,477193],[272833,414309],[281851,538545],[282937,356775],[284220,581138],[284744,542309],[294566,546983],[295085,585605],[295156,547534],[297394,548460],[297652,498655],[299547,439157],[306432,505651],[306652,446820],[308360,389240],[313525,593264],[316025,559442],[317894,513735],[320280,596461],[320351,562723],[320860,517899],[329842,599830],[330355,567568],[330613,523240],[333388,525031],[333608,470132],[340481,603726],[341152,420326],[342100,477555],[342397,531345],[348986,576689],[349505,606352],[349576,577240],[351814,578166],[352072,537559],[353967,486107],[366253,546930],[368814,499017],[369111,548499],[375700,589306],[376219,614819],[376290,589857],[376706,452804],[377800,506006],[383766,616542],[384279,592687],[384537,557598],[387312,559389],[387532,513294],[401293,567607],[403800,525386],[409766,623218],[410279,603149],[410537,572470],[411517,483315],[418713,576636],[421274,537921],[421571,578205],[443561,589253],[451391,592726],[453898,559744],[474703,603188]
   ]
cell #2326 :
  |C| = 70
  W-rep = phi[[1, 1, 1],[2, 2]]
  special rep = phi[[1, 1, 1],[2, 2]] , dim = 70
  orbit = [3, 3, 3, 3, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     70 tau_infinity subcells with 1 member(s)
  subcells = [
     [99835],[117284],[136664],[141792],[163254],[170285],[179826],[191050],[193597],[201479],[210204],[215406],[223417],[226327],[241148],[243695],[248034],[257168],[257728],[267148],[273045],[275877],[278787],[283173],[292638],[299759],[302591],[308596],[311092],[311652],[319233],[321072],[335552],[338048],[338608],[342008],[344613],[347058],[354179],[357011],[367031],[368722],[371327],[373772],[377704],[389476],[391972],[392532],[400904],[402109],[403704],[412066],[419491],[421182],[423787],[426232],[434648],[436914],[444339],[451002],[452207],[453802],[466123],[474314],[475519],[481598],[483864],[503060],[509285],[528665]
   ]
cell #2327 :
  |C| = 70
  W-rep = phi[[1, 1, 1],[2, 2]]
  special rep = phi[[1, 1, 1],[2, 2]] , dim = 70
  orbit = [3, 3, 3, 3, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     70 tau_infinity subcells with 1 member(s)
  subcells = [
     [99836],[117285],[136665],[141793],[163255],[170286],[179827],[191051],[193598],[201480],[210205],[215407],[223418],[226328],[241149],[243696],[248035],[257169],[257729],[267149],[273046],[275878],[278788],[283174],[292639],[299760],[302592],[308597],[311093],[311653],[319234],[321073],[335553],[338049],[338609],[342009],[344614],[347059],[354180],[357012],[367032],[368723],[371328],[373773],[377705],[389477],[391973],[392533],[400905],[402110],[403705],[412067],[419492],[421183],[423788],[426233],[434649],[436915],[444340],[451003],[452208],[453803],[466124],[474315],[475520],[481599],[483865],[503061],[509286],[528666]
   ]
cell #2328 :
  |C| = 553
  W-rep = phi[[2, 1],[2, 1, 1]]+phi[[1, 1],[3, 1, 1]]+phi[[2],[2, 2, 1]]+phi[[1],[3, 2, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     91 tau_infinity subcells with 4 member(s)
  subcells = [
     [293592],[329567],[348012],[359731],[365141],[365483],[367436],[374726],[383491],[395285],[396292],[399209],[400316],[406623],[409491],[417601],[417943],[429540],[433115],[434122],[439507],[440025],[442449],[442791],[449307],[450414],[465120],[470934],[471143],[471485],[472619],[473726],[480065],[481072],[493955],[497726],[499462],[500187],[501527],[502534],[508282],[520257],[521013],[524192],[524297],[527662],[544371],[544476],[545111],
     [165212,499993],[195561,525814],[225881,547823],[228378,549187],[253400,565527],[258088,522627],[260259,568375],[262896,526469],[269856,412191],[288879,583577],[293579,495836],[295470,585886],[295812,547907],[296570,437039],[305619,445383],[312012,556985],[324695,598648],[325037,565611],[329531,466248],[329607,522615],[331533,568362],[332575,468695],[338968,571857],[340722,419896],[341644,476490],[347999,534740],[350990,483989],[355739,427186],[358404,491403],[360838,583564],[365440,495752],[368358,497952],[371687,587524],[374713,551894],[377178,446390],[380623,456721],[383455,509410],[383531,556973],[386499,511857],[390700,518249],[391218,459589],[393963,518767],[400540,522537],[403178,469702],[406029,601547],[406610,570327],[409455,528790],[409531,571845],[414659,486457],[415177,486975],[417900,534656],[420818,536856],[424973,542670],[425182,489399],[425524,489741],[440065,587512],[442748,551810],[447622,514096],[447831,514305],[448173,514647],[450638,556895],[453276,512864],[456985,563530],[457710,516888],[473950,571767],[476264,536630],[478000,538366],[478725,539091],[504812,558550],[504917,558655],
     [101437,286144,428296,543221],[101451,358236,358391,542879],[124264,249992,457516,564061],[124278,390532,390687,561794],[125859,322023,394003,564255],[143750,212162,478531,538897],[143764,414491,414646,574591],[150913,285137,487303,581868],[151019,424451,424750,580246],[151361,355039,425013,580351],[165226,439339,439494,587208],[172249,245659,506434,560172],[172355,447100,447399,590968],[172697,379923,447662,591073],[180611,321284,514955,597188],[180766,390082,391182,515781],[180779,318787,457294,595824],[195667,470412,470711,601430],[196009,405923,470974,601535],[201033,278341,530669,577529],[201839,476580,477845,574077],[203530,280838,532033,578893],[203685,414041,415141,532859],[203698,344167,478309,604600],[212176,486289,486444,607955],[212733,357508,487958,541438],[212841,354871,487507,608563],[212881,424439,425481,540431],[226687,498042,499307,586694],[228533,438889,439989,550013],[228546,370881,499771,613067],[234259,314183,553503,593494],[235114,445467,446966,554615],[235127,307324,506286,590646],[236896,316820,507089,560827],[237004,379755,506638,615570],[237044,447088,448130,555371],[245765,513574,513873,618142],[246107,456021,514136,618247],[246859,390424,457934,562020],[250006,518081,518236,620060],[261114,468779,470278,569487],[261127,334280,525666,601108],[263004,405755,526018,622246],[263044,470400,471442,570243],[268756,349890,573269,606633],[269098,350232,530753,577613],[269892,343299,531851,604324],[269932,476568,477917,574182],[271870,414383,478949,574817],[279147,536946,538211,607441],[280993,485839,486939,579719],[281006,423341,538675,626170],[285243,542148,542447,627607],[285585,490703,542710,627712],[286158,491390,543329,610515],[296606,370013,549005,612791],[296646,498030,499379,586799],[298584,439231,500411,587434],[304577,385457,553490,593481],[305320,378619,554254,615360],[305662,378961,506306,590730],[315038,511941,513440,594606],[315051,388204,560024,617820],[316928,455853,560376,632221],[316968,513562,514604,595362],[319593,392892,562110,596976],[321439,459553,517631,563148],[321452,460457,563839,633356],[322129,461263,564267,620376],[322471,518807,518935,620364],[332276,404619,569126,622036],[332618,404961,525686,601192],[341420,413298,531568,604311],[344973,424147,574907,608271],[351026,422473,578711,625894],[351066,536934,538283,607546],[353004,486181,539315,608181],[355145,490809,580363,627724],[355726,427173,540515,581600],[357616,490535,582072,637502],[357656,489698,542136,581516],[368134,438146,548722,612778],[380029,456127,591085,618259],[380610,456708,555455,595446],[386200,454717,594245,632011],[386542,455059,560044,617904],[391258,459629,562098,596964],[393196,517112,517973,596886],[415217,487015,574895,608259],[420594,485096,578428,625881]
   ]
cell #2329 :
  |C| = 126
  W-rep = phi[[2],[3, 1, 1]]
  special rep = phi[[2],[3, 1, 1]] , dim = 126
  orbit = [5, 5, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [101536],[124815],[125960],[144301],[151721],[151976],[153449],[165763],[173057],[173312],[181370],[181482],[182908],[183578],[196369],[196624],[202027],[204289],[204401],[212713],[213487],[213652],[215008],[215263],[215905],[226875],[229137],[229249],[234447],[235259],[237650],[237815],[246467],[246722],[247486],[247534],[249005],[249117],[260447],[261259],[263650],[263815],[269232],[269468],[270083],[272497],[272545],[279335],[281597],[281709],[282621],[284424],[284589],[289067],[295946],[296182],[296797],[299211],[299259],[304687],[305019],[305252],[308044],[314371],[315183],[317574],[317739],[318645],[320572],[325171],[331643],[331975],[332208],[335000],[340816],[341321],[343487],[344025],[350366],[350602],[351217],[353631],[353679],[354779],[358755],[360948],[361280],[367530],[368035],[370201],[370739],[376586],[379095],[379663],[385567],[385899],[386132],[388924],[393823],[396386],[402586],[405095],[405663],[413408],[413740],[419990],[420495],[422661],[423199],[427906],[430485],[438256],[438588],[446484],[452684],[455193],[455761],[460315],[469796],[477435],[485206],[485538],[490443],[498897],[512958],[537801]
   ]
cell #2330 :
  |C| = 553
  W-rep = phi[[2, 1],[2, 1, 1]]+phi[[1, 1],[3, 1, 1]]+phi[[2],[2, 2, 1]]+phi[[1],[3, 2, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     91 tau_infinity subcells with 4 member(s)
  subcells = [
     [365674],[400747],[418134],[429560],[434142],[434520],[436243],[440295],[442982],[450845],[461952],[462722],[465140],[466036],[471676],[471711],[474157],[481092],[481470],[491994],[494784],[495554],[500222],[500618],[502554],[502932],[508302],[509198],[521704],[524332],[526489],[526867],[527682],[528578],[533688],[534458],[544511],[545131],[547927],[549801],[550842],[551612],[556062],[565631],[566151],[568475],[570934],[583677],[584082],
     [229620,500728],[263707,526503],[296003,547941],[299248,549782],[325228,565645],[329755,466373],[331964,568456],[335284,570045],[341530,476510],[358506,428674],[361269,583658],[365617,495829],[367456,585861],[367834,585965],[368244,497972],[377272,505114],[383679,509535],[391488,459859],[394081,461107],[396312,598623],[396690,598727],[400426,522557],[400758,522604],[402557,600466],[403272,524494],[406822,527030],[409679,528915],[411395,483193],[412008,530898],[415447,487245],[418077,534733],[420704,536876],[425715,489932],[425750,489967],[430456,610926],[434216,546393],[436856,548052],[440213,550138],[442925,551887],[445185,505884],[448364,514838],[448399,514873],[450524,556915],[450856,556962],[453370,558852],[457745,516923],[458141,517319],[466065,567160],[468497,525264],[471619,570320],[473836,571787],[474168,571834],[478760,539126],[479156,539522],[481166,576099],[483806,577758],[487978,541458],[488356,541836],[500629,587501],[502628,588716],[504952,558690],[507109,560847],[507487,561225],[509227,592279],[511659,559622],[515569,562936],[528607,602741],[530773,577633],[532647,579507],[553603,593594],
     [153325,285802,358471,491067],[153360,216057,428411,491242],[181247,318938,391453,516063],[181853,249488,458251,517429],[183433,250220,394087,518491],[204166,344318,415412,533141],[204772,282080,479266,539632],[213029,354546,425310,540466],[213413,282870,425756,540689],[213544,284481,487992,541472],[229014,371032,440260,550295],[237192,379430,447959,555406],[237576,308293,448405,555629],[237707,317631,507123,560861],[246993,390075,457820,562040],[247050,318702,457823,562054],[247523,320561,515550,562917],[263192,405430,471271,570278],[263576,335249,471717,570501],[269289,350423,530787,577647],[270080,412316,476780,574217],[272004,414034,478835,574837],[272061,344082,478838,574851],[272534,353668,532628,579488],[281474,423492,487210,580001],[282330,354768,488006,580529],[282341,424428,488052,580548],[282905,356743,540233,581318],[286119,428639,428723,543161],[296794,437164,498242,586834],[298718,438882,500297,587454],[298775,370796,500300,587468],[305008,385888,553584,593575],[305796,445460,505352,590750],[305853,379152,505355,590764],[307753,379652,507137,591251],[307764,447077,507183,591270],[308328,389208,555173,595164],[317116,455528,514433,595397],[317500,389173,514879,595620],[318405,390318,515598,596053],[321920,459824,460608,563430],[322222,394330,460938,518716],[322427,394400,461113,564513],[332752,468772,524732,601212],[332809,405152,524735,601226],[334709,405652,526517,601713],[334720,470389,526563,601732],[340742,419916,573244,606608],[341120,420294,573348,606712],[341851,413729,531066,604405],[341862,476557,531112,604424],[343785,414277,532676,604829],[351214,484114,537146,607581],[353138,485832,539201,608201],[353195,423256,539204,608215],[355938,427385,488519,541999],[357804,489527,490210,581551],[358188,428155,489973,581774],[368565,438577,548220,612872],[368576,498019,548266,612891],[370499,439125,549830,613296],[376557,452655,590004,617178],[377198,446410,553639,615335],[377576,446788,553842,615439],[380822,456920,507650,561388],[386676,511934,559090,617924],[386733,455250,559093,617938],[388633,455750,560875,618425],[388644,513551,560921,618444],[391406,459777,515906,563273],[393330,516998,517624,596906],[393387,460372,517001,596920],[403198,469722,568511,622011],[403576,470100,568714,622115],[411979,477406,573393,624029],[415365,487163,532984,579844],[421025,485527,577926,625975],[421036,536923,577972,625994],[422959,486075,579536,626399],[425658,489875,540508,581593],[427615,490432,541486,609444],[427626,541532,542125,609463],[436827,498868,586010,629146],[448307,514781,555448,595439],[453296,512884,593630,631986],[453674,513262,593833,632090],[458152,517330,562087,596953],[460075,517867,562965,619453],[479167,539533,574884,608248],[483777,537772,606757,636496]
   ]
cell #2331 :
  |C| = 413
  W-rep = phi[[2, 2],[1, 1, 1]]+phi[[2, 1],[2, 1, 1]]+phi[[1],[3, 2, 1]]+phi[[],[3, 3, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     140 tau_infinity subcells with 2 member(s)
     21 tau_infinity subcells with 4 member(s)
  subcells = [
     [342470],[369184],[371796],[378156],[401366],[404156],[406058],[406114],[412815],[415589],[421644],[434591],[435100],[436578],[436634],[437663],[439537],[445819],[451464],[454254],[463057],[463113],[466444],[466463],[466872],[468030],[468289],[469131],[474776],[481541],[482050],[484613],[492692],[492951],[497390],[503003],[503512],[509606],[509625],[510034],[512293],[519921],[526938],[528986],[529005],[529414],[550209],[550228],[570542],
     [160740,495945],[191116,522661],[207690,534849],[223220,546269],[223746,495889],[232538,552003],[241214,557019],[255585,566631],[257560,522402],[264224,570436],[267214,571891],[275680,575975],[276206,534793],[285718,358284],[285866,358619],[288050,543749],[291125,545718],[293027,496188],[299825,587558],[299951,587705],[302394,588592],[302920,551947],[309509,591750],[311484,556760],[318476,390389],[318854,390580],[319702,393001],[321979,393896],[324232,519370],[327205,521824],[335355,601608],[335881,570380],[335972,601906],[336465,602212],[338440,571632],[343856,414348],[344234,414539],[345082,424256],[345545,575424],[347447,535092],[354617,424719],[354636,424738],[354995,424906],[355174,426621],[355230,426677],[360355,492114],[361888,611268],[363129,440437],[367905,612403],[370570,439196],[370948,439387],[371159,587299],[371178,613206],[372259,588041],[374161,552246],[377647,446859],[379501,447368],[379520,447387],[379879,447555],[380058,456156],[380114,456212],[381129,556182],[390135,457227],[390191,457283],[390730,459101],[395721,463356],[396761,620759],[397270,599083],[402965,600567],[402984,621766],[403647,470171],[405501,470680],[405520,470699],[405879,470867],[407129,571054],[411730,483528],[411786,483584],[412387,477814],[412406,477833],[414094,478242],[414150,478298],[414689,486487],[423030,486146],[423408,486337],[424485,487511],[430864,611027],[430883,628258],[431292,584202],[437235,499276],[437254,499295],[438942,499704],[438998,499760],[444718,511192],[444977,511451],[445520,506219],[445576,506275],[447134,506642],[453745,513333],[455599,513842],[455618,513861],[455977,514029],[460146,517938],[460524,518129],[468832,525599],[468888,525655],[470446,526022],[475928,536294],[476355,531596],[476614,531855],[484185,538180],[484204,538199],[485892,538608],[485948,538664],[488427,541907],[490281,542416],[490300,542435],[490659,542603],[491470,543377],[497817,548750],[498076,549009],[504990,554279],[507558,561296],[511994,559957],[512050,560013],[513608,560380],[515977,563344],[515996,563363],[517684,563772],[517740,563828],[518532,564554],[518891,564722],[524370,569151],[533055,579915],[533074,579934],[536721,578456],[536980,578715],[540730,581815],[542182,582076],[555670,595661],[558728,594270],
     [214061,284998,540624,581709],[215986,286083,542988,582794],[238224,318148,555564,595555],[248100,321138,562144,597010],[248226,321264,562291,597157],[250257,322329,564301,597976],[273111,354245,574941,608305],[273237,354371,575088,608452],[282976,356814,580424,609339],[283502,357340,540568,581653],[283593,357431,580722,609637],[308399,389279,591146,618320],[308925,389805,555508,595499],[309016,389896,591444,618618],[319065,392364,561885,596751],[319084,392383,595963,619363],[341191,420365,603936,625506],[344445,423619,574682,608046],[344464,423638,604739,626309],[376965,453063,590105,617279],[376984,453082,615090,631741]
   ]
cell #2332 :
  |C| = 70
  W-rep = phi[[1, 1, 1],[2, 2]]
  special rep = phi[[1, 1, 1],[2, 2]] , dim = 70
  orbit = [3, 3, 3, 3, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     70 tau_infinity subcells with 1 member(s)
  subcells = [
     [246878],[271889],[298603],[305681],[332637],[341511],[353023],[365502],[368225],[377235],[386561],[393215],[400407],[403235],[417962],[420685],[425543],[433720],[434179],[442810],[448192],[450505],[453333],[457801],[465629],[471504],[473817],[478816],[480670],[481129],[488015],[489760],[500278],[502132],[502591],[505333],[507146],[508791],[514666],[516979],[523672],[524713],[526526],[528171],[531075],[539182],[541036],[541495],[546612],[547340],[548229],[553673],[558030],[559071],[560884],[562529],[567337],[568545],[572902],[576318],[577046],[577935],[584862],[588935],[589663],[592456],[593664],[602918],[605609],[614076]
   ]
cell #2333 :
  |C| = 70
  W-rep = phi[[1, 1, 1],[2, 2]]
  special rep = phi[[1, 1, 1],[2, 2]] , dim = 70
  orbit = [3, 3, 3, 3, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     70 tau_infinity subcells with 1 member(s)
  subcells = [
     [390150],[414109],[438957],[445535],[468847],[476451],[485907],[495904],[497913],[505054],[512009],[517699],[522498],[524434],[534808],[536817],[540583],[546079],[546333],[551962],[555523],[556856],[558792],[561981],[566905],[570395],[571728],[574778],[575785],[576039],[580488],[581668],[587395],[588402],[588656],[590481],[591210],[592024],[595514],[596847],[600303],[600943],[601672],[602486],[604203],[608142],[609149],[609403],[612043],[612182],[612670],[615230],[617015],[617655],[618384],[619198],[621485],[621906],[623691],[625146],[625285],[625773],[628713],[630263],[630402],[631460],[631881],[635262],[636063],[638792]
   ]
cell #2334 :
  |C| = 105
  W-rep = phi[[1, 1],[2, 2, 1]]
  special rep = phi[[1, 1],[2, 2, 1]] , dim = 105
  orbit = [3, 3, 3, 3, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [101447],[124274],[143760],[151015],[165222],[172351],[180729],[195663],[201835],[203648],[212172],[212848],[226683],[228496],[235077],[237011],[245761],[250002],[258084],[261077],[263011],[269632],[269899],[279143],[280956],[285239],[286154],[293542],[296346],[296613],[305407],[312008],[315001],[316935],[319589],[321402],[322125],[329307],[329574],[332363],[338964],[344969],[347962],[350766],[351033],[355141],[355689],[357623],[358354],[365228],[371683],[374676],[380025],[380573],[383231],[383498],[386287],[390650],[390958],[391225],[392888],[406025],[406573],[409231],[409498],[414609],[414917],[415184],[417688],[424143],[424474],[425269],[427136],[439457],[439765],[440032],[442536],[445657],[447123],[447918],[456123],[456671],[459329],[459596],[461259],[468969],[470435],[471230],[476603],[476739],[486407],[486715],[486982],[489486],[490805],[491353],[498065],[498201],[512131],[513597],[514392],[518199],[536969],[537105],[542171]
   ]
cell #2335 :
  |C| = 413
  W-rep = phi[[2, 2],[1, 1, 1]]+phi[[2, 1],[2, 1, 1]]+phi[[1],[3, 2, 1]]+phi[[],[3, 3, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     140 tau_infinity subcells with 2 member(s)
     21 tau_infinity subcells with 4 member(s)
  subcells = [
     [412866],[437714],[440218],[445987],[466923],[469299],[471032],[471077],[476993],[479424],[484664],[495940],[496356],[497615],[497660],[498455],[500093],[505441],[510085],[512461],[520146],[520191],[522705],[522723],[523040],[524023],[524203],[524821],[529465],[534844],[535260],[537359],[544202],[544382],[547692],[551998],[552414],[557063],[557081],[557398],[559179],[565396],[570431],[571935],[571953],[572270],[587602],[587620],[601968],
     [223819,546539],[258112,567264],[276279,576245],[293078,584837],[293617,546494],[302993,588862],[312036,592383],[327256,599372],[329123,567084],[335954,601878],[338992,602845],[347498,605584],[348037,576200],[358260,428237],[358429,428597],[360406,583232],[363297,584485],[365030,546720],[371711,613400],[371869,613512],[374212,614051],[374751,588817],[381180,616084],[383047,592203],[390186,457278],[390556,457457],[391411,459782],[393873,460712],[395889,565044],[398584,566694],[406109,622391],[406648,601833],[406753,622590],[407180,622760],[409047,602665],[414145,478293],[414515,478472],[415370,487168],[415757,605232],[417490,576426],[424529,487555],[424547,487573],[424883,487722],[425071,489288],[425116,489333],[430043,543812],[431343,628393],[432474,500886],[436629,628992],[438993,499755],[439363,499934],[439581,613220],[439599,629437],[440605,613699],[442338,589043],[445571,506270],[447178,506686],[447196,506704],[447532,506853],[447720,514194],[447765,514239],[448682,591813],[457063,515156],[457108,515201],[457616,516794],[462279,520372],[463108,633884],[463524,620940],[468333,621780],[468351,634374],[468883,525650],[470490,526066],[470508,526084],[470844,526233],[471994,602275],[476153,536519],[476198,536564],[476658,531899],[476676,531917],[478078,532234],[478123,532279],[478631,538997],[485943,538659],[486313,538838],[487371,539885],[492995,628272],[493013,637937],[493330,611331],[498120,549053],[498138,549071],[499540,549388],[499585,549433],[504643,558381],[504823,558561],[505215,554504],[505260,554549],[506502,554825],[512045,560008],[513652,560424],[513670,560442],[514006,560591],[517735,563823],[518105,564002],[524595,569376],[524640,569421],[525882,569697],[530538,577398],[530822,573908],[531002,574088],[537024,578759],[537042,578777],[538444,579094],[538489,579139],[540619,581704],[542226,582120],[542244,582138],[542580,582287],[543353,582968],[547976,586525],[548156,586705],[553648,590515],[555559,595550],[558953,594495],[558998,594540],[560240,594816],[562188,597054],[562206,597072],[563608,597389],[563653,597434],[564363,598038],[564699,598187],[568520,600977],[574985,608349],[575003,608367],[577682,607272],[577862,607452],[580784,609699],[581936,609885],[591506,618680],[593639,617689],
     [283575,357413,580694,609609],[285939,358692,582619,610449],[308998,389878,591416,618590],[319617,392916,596157,619557],[319775,393074,596269,619669],[322153,394261,597836,620270],[344997,424171,604933,626503],[345155,424329,605045,626615],[355225,426672,608708,627154],[355764,427211,580649,609564],[355869,427316,608907,627353],[380109,456207,615715,632366],[380648,456746,591371,618545],[380753,456851,615914,632565],[390774,459145,595977,619377],[390792,459163,618873,633005],[411781,483579,623875,636342],[414733,486531,604753,626323],[414751,486549,624320,636787],[445021,511495,615104,631755],[445039,511513,630572,639595]
   ]
cell #2336 :
  |C| = 70
  W-rep = phi[[1, 1, 1],[2, 2]]
  special rep = phi[[1, 1, 1],[2, 2]] , dim = 70
  orbit = [3, 3, 3, 3, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     70 tau_infinity subcells with 1 member(s)
  subcells = [
     [180737],[203656],[228504],[235085],[261085],[269640],[280964],[293550],[296354],[305382],[315009],[321410],[329315],[332338],[347970],[350774],[355697],[364680],[365203],[374684],[380581],[383239],[386262],[390966],[399842],[406581],[409239],[414925],[417140],[417663],[425244],[427144],[439773],[441988],[442511],[445665],[447893],[449940],[456679],[459337],[467637],[468977],[471205],[473252],[476714],[486723],[488938],[489461],[496034],[496983],[498176],[505038],[510799],[512139],[514367],[516414],[522761],[524418],[530179],[534938],[535887],[537080],[546317],[552092],[553041],[557119],[558776],[571991],[576023],[588640]
   ]
cell #2337 :
  |C| = 70
  W-rep = phi[[1, 1, 1],[2, 2]]
  special rep = phi[[1, 1, 1],[2, 2]] , dim = 70
  orbit = [3, 3, 3, 3, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     70 tau_infinity subcells with 1 member(s)
  subcells = [
     [390141],[414100],[438948],[445526],[468838],[476397],[485898],[495895],[497859],[505013],[512000],[517690],[522444],[524393],[534799],[536763],[540574],[546025],[546292],[551953],[555514],[556802],[558751],[561927],[566864],[570386],[571674],[574724],[575731],[575998],[580447],[581659],[587341],[588348],[588615],[590266],[591169],[591983],[595505],[596793],[600249],[600728],[601631],[602445],[604043],[608088],[609095],[609362],[611828],[612141],[612510],[615131],[616961],[617440],[618343],[619157],[621325],[621807],[623637],[624931],[625244],[625613],[628614],[630048],[630361],[631300],[631782],[635102],[635964],[638693]
   ]
cell #2338 :
  |C| = 105
  W-rep = phi[[1, 1],[2, 2, 1]]
  special rep = phi[[1, 1],[2, 2, 1]] , dim = 105
  orbit = [3, 3, 3, 3, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [101448],[124275],[143761],[151016],[165223],[172352],[180730],[195664],[201836],[203649],[212173],[212847],[226684],[228497],[235078],[237010],[245762],[250003],[258085],[261078],[263010],[269633],[269898],[279144],[280957],[285240],[286155],[293543],[296347],[296612],[305406],[312009],[315002],[316934],[319590],[321403],[322126],[329308],[329573],[332362],[338965],[344970],[347963],[350767],[351032],[355142],[355690],[357622],[358355],[365227],[371684],[374677],[380026],[380574],[383232],[383497],[386286],[390651],[390959],[391224],[392889],[406026],[406574],[409232],[409497],[414610],[414918],[415183],[417687],[424144],[424475],[425268],[427137],[439458],[439766],[440031],[442535],[445658],[447124],[447917],[456124],[456672],[459330],[459595],[461260],[468970],[470436],[471229],[476604],[476738],[486408],[486716],[486981],[489485],[490806],[491354],[498066],[498200],[512132],[513598],[514391],[518200],[536970],[537104],[542172]
   ]
cell #2339 :
  |C| = 126
  W-rep = phi[[2],[3, 1, 1]]
  special rep = phi[[2],[3, 1, 1]] , dim = 126
  orbit = [5, 5, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [307323],[318786],[322022],[334279],[343289],[344166],[354861],[355038],[358226],[370003],[370880],[378527],[378537],[378953],[379745],[379922],[388203],[390000],[390416],[390522],[404527],[404537],[404953],[405745],[405922],[411585],[411595],[413227],[413959],[414375],[414481],[422463],[423340],[424368],[424378],[436433],[436443],[438075],[438807],[439223],[439329],[444860],[444933],[447017],[447027],[454625],[454635],[455051],[455843],[456020],[460456],[462912],[462922],[468172],[468245],[470329],[470339],[476109],[476119],[483383],[483393],[485025],[485757],[486173],[486279],[490525],[490702],[492834],[492907],[497571],[497581],[506074],[506084],[511334],[511407],[513491],[513501],[517549],[517965],[518071],[518934],[520102],[520112],[525454],[525464],[531738],[531811],[536475],[536485],[539981],[542065],[542075],[543319],[548892],[548965],[554460],[554470],[554921],[559812],[559822],[561639],[561649],[564194],[569332],[569342],[569793],[574436],[574446],[578598],[578671],[580290],[587053],[587063],[591012],[594451],[594461],[594912],[601474],[607800],[607810],[609981],[618186],[619905],[619915],[627651],[633722]
   ]
cell #2340 :
  |C| = 553
  W-rep = phi[[2, 1],[2, 1, 1]]+phi[[1, 1],[3, 1, 1]]+phi[[2],[2, 2, 1]]+phi[[1],[3, 2, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     91 tau_infinity subcells with 4 member(s)
  subcells = [
     [293591],[329557],[348011],[365049],[365059],[365475],[367506],[374725],[383481],[396362],[398603],[398613],[400245],[406622],[409481],[417509],[417519],[417935],[430062],[430072],[432592],[439506],[440015],[442357],[442367],[442783],[448701],[448711],[450343],[462397],[470924],[471061],[471477],[472013],[472023],[473655],[479542],[493349],[493359],[497644],[499452],[500116],[501004],[520175],[520490],[524182],[524226],[544361],[544405],
     [201731,477022],[226579,498484],[228920,499985],[235010,505559],[257980,523069],[258089,567243],[261010,524939],[262961,525806],[269776,477012],[279039,537388],[293475,546838],[293590,546523],[295877,547815],[296490,498474],[298491,549191],[305228,446460],[311904,557427],[312013,592362],[314934,559297],[325102,565519],[329451,523059],[329618,567287],[331866,568379],[332184,469772],[334509,471051],[338860,572299],[338969,602824],[340792,419966],[347895,576544],[348010,576229],[350910,537378],[355738,427185],[358403,491402],[361171,583581],[367516,547761],[367745,497634],[371688,613379],[374609,589161],[374724,588846],[380622,456720],[383375,557417],[383542,592406],[386108,512934],[390699,518248],[391208,459579],[393953,518757],[396372,565465],[396601,520165],[402614,524127],[406030,622359],[406621,601862],[409375,572289],[409542,602868],[414658,486456],[415167,486965],[424963,542660],[425100,489317],[425516,489733],[430513,544306],[440076,613423],[447612,514086],[447749,514223],[448165,514639],[456975,563520],[457639,516817],[476182,536548],[477990,538356],[478654,539020],[504802,558540],[504846,558584],
     [101452,358402,428203,542797],[124279,390698,457423,561712],[125858,393920,394014,564184],[143765,414657,478438,574509],[151020,424853,487350,580236],[151360,424930,425024,580280],[153231,358778,428288,543213],[165227,439505,499900,587126],[172356,447502,506481,590958],[172696,447579,447673,591002],[180777,319485,457092,515185],[180778,390489,457392,595816],[181153,321826,457508,564053],[195668,470814,525861,601420],[196008,470891,470985,601464],[201840,413712,530981,574067],[203696,344865,478107,532263],[203697,414448,478407,604592],[204072,281380,478523,538889],[212177,486455,538804,607873],[212798,357573,487295,581860],[212831,424772,487591,608567],[212892,355622,487394,539908],[226688,438560,548135,586684],[228544,371579,499569,549417],[228545,439296,499869,613059],[235125,379235,505244,554533],[235126,379026,446770,590638],[236961,316885,506426,560164],[236994,447421,506722,615574],[237055,380506,506525,554848],[245766,513976,560219,618132],[246106,514053,514147,618176],[246766,393103,514959,597192],[246851,391102,457321,515175],[250007,518247,563968,619978],[261125,405235,524624,569405],[261126,405026,470082,601100],[262994,470733,526102,622250],[263055,406506,525905,569720],[269163,350297,530661,577521],[269882,413631,477660,604328],[269943,413883,531025,574111],[271777,352911,532037,578897],[271862,415061,478336,532253],[279148,485510,577841,607431],[281004,424039,538473,579123],[281005,486246,538773,626162],[282130,425090,427415,489307],[285244,542550,581915,627597],[285584,542627,542721,627641],[286159,491401,582934,628039],[296596,438479,499122,612795],[296657,438731,548179,586728],[298576,439909,499798,549407],[304910,385790,553507,593498],[305238,446470,505858,590584],[305654,446699,446886,554523],[307553,388433,447739,514213],[315049,455333,558982,594524],[315050,455124,513244,617812],[316918,513895,560460,632225],[316979,456604,560263,594839],[319594,392893,596136,619536],[321450,392784,563637,597418],[321451,518038,563937,633348],[322130,461264,597815,633668],[322470,518818,564746,633712],[332194,469782,525238,601046],[332610,470011,470198,569395],[340802,419976,530607,577467],[341031,420205,476172,536538],[341349,477364,477463,574012],[344974,424148,604912,626482],[351016,485429,538026,625898],[351077,485681,577885,607475],[352996,486859,538702,579113],[355146,490810,608676,637615],[355737,427184,580678,609593],[357606,542469,582156,637506],[357667,427069,581959,609908],[368063,498826,498925,586629],[376614,452712,504747,558485],[380030,456128,615683,632334],[380621,456719,591400,618574],[386118,512944,559596,617758],[386534,513173,513360,594514],[391269,459640,596180,619580],[393188,459473,563866,597408],[415228,487026,604956,626526],[420523,537730,537829,607376]
   ]
cell #2341 :
  |C| = 553
  W-rep = phi[[2, 1],[2, 1, 1]]+phi[[1, 1],[3, 1, 1]]+phi[[2],[2, 2, 1]]+phi[[1],[3, 2, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     91 tau_infinity subcells with 4 member(s)
  subcells = [
     [293601],[329568],[348021],[359732],[365142],[365482],[367429],[374735],[383492],[395284],[396285],[399210],[400315],[406632],[409492],[417602],[417942],[429533],[433114],[434115],[439516],[440026],[442450],[442790],[449308],[450413],[465113],[470935],[471144],[471484],[472620],[473725],[480064],[481065],[493956],[497727],[499463],[500186],[501526],[502527],[508275],[520258],[521012],[524193],[524296],[527655],[544372],[544475],[545104],
     [165257,499992],[195570,525813],[225890,547822],[228379,549183],[253409,565526],[258095,466350],[260260,568371],[262895,526462],[269750,412192],[288880,583573],[293568,495837],[295471,585867],[295811,547900],[296464,437040],[305515,445382],[312019,509512],[324696,598629],[325036,565604],[329425,466249],[329595,522614],[331532,568334],[332471,468694],[338975,528892],[340715,419889],[341550,476483],[347988,534741],[350884,483990],[355748,427195],[358413,491412],[360837,583536],[365336,495751],[368264,497945],[371694,550115],[374702,551895],[377171,446383],[380632,456730],[383349,509411],[383519,556972],[386395,511856],[390709,518258],[391219,459590],[393964,518768],[400446,522530],[403171,469695],[406036,569977],[406599,570328],[409349,528791],[409519,571844],[414668,486466],[415178,486976],[417796,534655],[420724,536849],[424974,542671],[425183,489400],[425523,489740],[440053,587511],[442644,551809],[447623,514097],[447832,514306],[448172,514646],[450544,556888],[453269,512857],[456986,563531],[457709,516887],[473856,571760],[476265,536631],[478001,538367],[478724,539090],[504813,558551],[504916,558654],
     [101458,285692,358380,542880],[101482,216092,428295,543220],[124285,318828,390676,561795],[124309,250037,457515,564060],[125868,250139,393991,564254],[143771,344208,414635,574592],[143795,212207,478530,538896],[150922,285146,487302,581867],[151026,354523,424652,580247],[151370,282789,425001,580350],[165233,370922,439483,587209],[172258,245668,506433,560171],[172362,379407,447301,590969],[172706,308212,447650,591072],[180612,321285,514951,597184],[180755,390083,391076,515782],[180788,318796,457202,595823],[195674,405407,470613,601431],[196018,335168,470962,601534],[201042,278350,530668,577528],[201846,412293,477233,574078],[203531,280839,532029,578889],[203674,414042,415035,532860],[203707,344176,478217,604599],[212183,423382,486433,607956],[212732,357507,487951,541431],[212842,354872,487431,608559],[212869,424438,425377,540430],[226694,437141,498695,586695],[228522,438890,439883,550014],[228555,370890,499679,613066],[234260,314184,553499,593490],[235103,445468,446289,554616],[235136,307333,505742,590645],[236895,316819,507082,560820],[237005,379756,506562,615566],[237032,447087,448026,555370],[245772,455505,513775,618143],[246116,389092,514124,618246],[246858,390423,457840,562013],[250013,460498,518225,620061],[261103,468780,469601,569488],[261136,334289,525122,601107],[263005,405756,525942,622242],[263032,470399,471338,570242],[268757,349891,573250,606614],[269097,350231,530746,577606],[269893,343300,531387,604320],[269920,476567,477299,574181],[271869,414382,478855,574810],[279154,484091,537599,607442],[280982,485840,486833,579720],[281015,423350,538583,626169],[285250,490187,542349,627608],[285594,428074,542698,627711],[286165,491379,491444,610516],[296607,370014,548541,612787],[296634,498029,498761,586798],[298583,439230,500317,587427],[304576,385456,553462,593453],[305321,378620,553910,615341],[305661,378960,505760,590723],[315027,511942,512763,594607],[315060,388213,559480,617819],[316929,455854,560300,632217],[316956,513561,514500,595361],[319600,392899,515883,563250],[321428,459447,517632,563149],[321461,460466,563747,633355],[322136,461270,518419,598116],[322480,461345,518795,620363],[332277,404620,568782,622017],[332617,404960,525140,601185],[341419,413297,531152,604283],[344980,424154,532961,579821],[351027,422474,578247,625890],[351054,536933,537665,607545],[353003,486180,539221,608174],[355152,490816,540165,610165],[355715,427162,540516,581601],[357617,490536,581996,637498],[357644,489594,542135,581515],[368133,438145,548306,612750],[380036,456134,555105,595096],[380599,456697,555456,595447],[386201,454718,593901,631992],[386541,455058,559498,617897],[391246,459617,562097,596963],[393195,517018,517972,596879],[415205,487003,574894,608258],[420593,485095,578012,625853]
   ]
cell #2342 :
  |C| = 126
  W-rep = phi[[2],[3, 1, 1]]
  special rep = phi[[2],[3, 1, 1]] , dim = 126
  orbit = [5, 5, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [250138],[282788],[285680],[307332],[308211],[318795],[318816],[334288],[335167],[343290],[344175],[344196],[354431],[354862],[370004],[370889],[370910],[378538],[378952],[379315],[379746],[388212],[389091],[390001],[390415],[404538],[404952],[405315],[405746],[411596],[411687],[413226],[413960],[414374],[422464],[423349],[423370],[424367],[428073],[436444],[436535],[438074],[438808],[439222],[444859],[444934],[446329],[447016],[454636],[455050],[455413],[455844],[460465],[460486],[461344],[462923],[463014],[468171],[468246],[469641],[470328],[476041],[476108],[483394],[483485],[485024],[485758],[486172],[490095],[490526],[491432],[492833],[492908],[497503],[497570],[506085],[506176],[511333],[511408],[512803],[513490],[515277],[517550],[517964],[518327],[520034],[520101],[525465],[525556],[531737],[531812],[532355],[536407],[536474],[539982],[540073],[542064],[548891],[548966],[549509],[554392],[554459],[554922],[555013],[559823],[559914],[561638],[569264],[569331],[569794],[569885],[574435],[578597],[578672],[579215],[587052],[594383],[594450],[594913],[595004],[597510],[607799],[609982],[610073],[619904],[620458]
   ]
cell #2343 :
  |C| = 553
  W-rep = phi[[2, 1],[2, 1, 1]]+phi[[1, 1],[3, 1, 1]]+phi[[2],[2, 2, 1]]+phi[[1],[3, 2, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     91 tau_infinity subcells with 4 member(s)
  subcells = [
     [293600],[329558],[348020],[365060],[365474],[374734],[383482],[398614],[400244],[406631],[409482],[417520],[417934],[430073],[432591],[434061],[436302],[439515],[440016],[442368],[442782],[448712],[450342],[462396],[462781],[464671],[470925],[471062],[471476],[472024],[473654],[479541],[481011],[492378],[493360],[497645],[499453],[500115],[501003],[502473],[507833],[520176],[520489],[524183],[524225],[527213],[544362],[544404],[544662],
     [228921,499984],[258096,567244],[262962,525805],[269857,477023],[293580,546524],[295878,547814],[296571,498485],[298492,549186],[305618,505558],[312020,592363],[325103,565518],[329532,523070],[329606,567286],[331867,568374],[332574,524938],[334508,526408],[338976,602825],[341637,531282],[348000,576230],[350991,537389],[355747,427194],[358412,491411],[361172,583576],[365439,546837],[367517,585885],[367744,547846],[368351,548436],[371695,613380],[374714,588847],[377117,505943],[380631,456729],[383456,557428],[383530,592405],[386498,559296],[390708,518257],[391209,459580],[393954,518758],[396373,598647],[396600,565550],[400533,567544],[402613,568355],[403117,525323],[406037,622360],[406611,601863],[409456,572300],[409530,602867],[411454,483252],[414667,486465],[415168,486966],[417899,576543],[420811,578142],[424964,542661],[425101,489318],[425515,489732],[430512,583557],[440064,613422],[442747,589160],[447613,514087],[447750,514224],[448164,514638],[450631,592663],[453215,559681],[456976,563521],[457638,516816],[473943,603125],[476183,536549],[477991,538357],[478653,539019],[504803,558541],[504845,558583],
     [101459,358392,428204,542798],[124286,390688,457424,561713],[125867,393921,394002,564183],[143772,414647,478439,574510],[151027,424751,487351,580237],[151369,424931,425012,580279],[153232,358779,428287,543212],[165234,439495,499901,587127],[172363,447400,506482,590959],[172705,447580,447661,591001],[180767,391183,457093,515186],[180787,390490,457293,595815],[181154,321827,457507,564052],[195675,470712,525862,601421],[196017,470892,470973,601463],[201847,477846,530982,574068],[203686,415142,478108,532264],[203706,414449,478308,604591],[204073,281381,478522,538888],[212184,486445,538805,607874],[212799,357574,487294,581859],[212832,424773,487506,608562],[212880,425480,487393,539907],[226695,499308,548136,586685],[228534,439990,499570,549418],[228554,439297,499770,613058],[235115,446967,505245,554534],[235135,379027,506285,590637],[236962,316886,506425,560163],[236995,447422,506637,615569],[237043,448129,506524,554847],[245773,513874,560220,618133],[246115,514054,514135,618175],[246767,393104,514954,597187],[246850,457320,457927,561571],[250014,518237,563969,619979],[261115,470279,524625,569406],[261135,405027,525665,601099],[262995,470734,526017,622245],[263043,471441,525904,569719],[269164,350298,530660,577520],[269883,413632,531850,604323],[269931,477916,531024,574110],[271778,352912,532032,578892],[271861,478335,478942,574368],[279155,538212,577842,607432],[280994,486940,538474,579124],[281014,486247,538674,626161],[282129,427414,487897,541377],[285251,542448,581916,627598],[285593,542628,542709,627640],[286166,491391,582935,628040],[296597,438480,549004,612790],[296645,499378,548178,586727],[298575,499797,500404,586985],[304911,385791,553502,593493],[305239,446471,554253,615359],[305653,446698,506299,590669],[307552,388432,507028,560766],[315039,513441,558983,594525],[315059,455125,560023,617811],[316919,513896,560375,632220],[316967,514603,560262,594838],[319601,392900,596137,619537],[321440,459554,563638,597419],[321460,518039,563838,633347],[322137,461271,597816,633669],[322479,518806,564747,633711],[332195,469783,569125,622035],[332609,470010,525679,601131],[340803,419977,573268,606632],[341030,420204,530692,577552],[341348,477462,531561,604304],[344981,424155,604913,626483],[351017,485430,578710,625893],[351065,538282,577884,607474],[352995,538701,539308,607732],[355153,490817,608677,637616],[355727,427174,580679,609594],[357607,542470,582071,637501],[357655,489697,581958,609907],[368062,498924,548715,612771],[376613,452711,553483,593474],[380037,456135,615684,632335],[380611,456709,591401,618575],[386119,512945,594244,632010],[386533,513172,560037,617843],[391257,459628,596179,619579],[393187,517105,563865,619837],[415216,487014,604955,626525],[420522,537828,578421,625874]
   ]
cell #2344 :
  |C| = 553
  W-rep = phi[[2, 1],[2, 1, 1]]+phi[[1, 1],[3, 1, 1]]+phi[[2],[2, 2, 1]]+phi[[1],[3, 2, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     91 tau_infinity subcells with 4 member(s)
  subcells = [
     [293701],[329674],[348121],[359743],[365153],[365587],[367424],[374835],[383598],[395293],[396280],[399221],[400324],[406732],[409598],[417613],[418047],[429528],[433123],[434110],[440132],[440302],[442461],[442895],[449319],[450422],[465108],[471155],[471589],[471700],[472631],[473734],[480073],[481060],[493967],[497738],[500148],[500195],[501535],[502522],[508270],[520269],[521021],[524258],[524305],[527650],[544437],[544484],[545099],
     [165745,500717],[196184,526438],[225990,547876],[229056,549733],[253509,565580],[258188,400704],[260366,568407],[263620,526457],[269658,412203],[288986,583609],[293660,434463],[295482,585857],[295916,547895],[296372,437051],[305428,445391],[312112,450802],[324707,598619],[325141,565599],[329333,466260],[329690,466324],[331541,568314],[332384,468703],[339068,474114],[340710,419884],[341465,476478],[348080,481413],[350792,484001],[355848,427295],[358513,428681],[360846,583516],[365249,495760],[368179,497940],[371787,500575],[374794,502875],[377166,446378],[380732,456830],[383257,509422],[383614,509486],[386308,511865],[391325,459696],[391495,459866],[394070,461096],[400361,522525],[403166,469690],[406691,526810],[406829,526364],[409257,528802],[409614,528866],[415284,487082],[415454,487252],[417709,534664],[420639,536844],[425194,489411],[425628,489845],[425739,489956],[440148,550089],[442557,551818],[447843,514317],[448277,514751],[448388,514862],[450459,556883],[453264,512852],[457671,516849],[457718,516896],[473771,571755],[476276,536642],[478686,539052],[478733,539099],[504878,558616],[504925,558663],
     [101464,215785,358472,490964],[101518,153431,428400,491231],[124291,247366,391454,515446],[124797,182890,458240,517418],[125876,183377,394086,518393],[143777,272377,415413,532524],[144283,212695,479255,539621],[151119,282287,425311,539940],[151378,213357,425755,540139],[151536,214823,487927,541407],[165239,299091,440261,549678],[172455,307710,447960,554880],[172714,237520,448404,555079],[172872,246282,507058,560796],[180847,318348,390984,515793],[180888,247244,457822,561601],[181289,248924,515501,562868],[195767,334666,471272,569752],[196026,263520,471716,569951],[201142,278450,530722,577582],[201939,341808,476781,574143],[203766,343728,414943,532871],[203807,272255,478837,574398],[204208,281516,532579,579439],[212189,353511,487211,579384],[212948,282540,488002,580155],[212964,354497,425290,540439],[213457,284394,487946,541426],[226787,368522,498243,586760],[228614,370442,439791,550025],[228655,298969,500299,587015],[234366,314290,553535,593526],[235195,377519,445683,554627],[235236,307433,505354,590699],[237111,307963,507133,590877],[237127,379381,447939,555379],[237620,317544,507077,560815],[245865,388590,514434,594871],[246124,317444,514878,595070],[246963,318615,457755,562008],[250019,393703,459825,597679],[261195,403519,468995,569499],[261236,334389,524734,601161],[263111,334919,526513,601339],[263127,405381,471251,570251],[268768,349902,573240,606604],[269202,350336,530741,577601],[269999,343406,531062,604356],[270015,412267,476760,574190],[271974,343995,478770,574805],[279247,420982,537147,607507],[281074,422902,486741,579731],[281115,353389,539203,607762],[285343,427572,489528,609940],[285602,358132,489972,610139],[286171,428640,428803,582864],[296713,370120,548216,612823],[296729,437115,498222,586807],[298688,370709,500232,587422],[304585,385465,553442,593433],[305332,378631,553635,615331],[305766,379065,505287,590718],[315119,453617,512157,594618],[315160,388313,559092,617873],[317035,388843,560871,618051],[317051,455479,514413,595370],[319693,392992,458098,517276],[321520,459355,460018,563160],[321561,393581,517000,619867],[322229,394337,460843,564643],[322488,394479,461112,598090],[332288,404631,568507,622007],[332722,405065,524667,601180],[341428,413306,530807,604263],[345073,424247,479113,539479],[351133,422580,577922,625926],[351149,484065,537126,607554],[353108,423169,539136,608169],[355807,427254,488299,541779],[355945,427392,487853,582418],[357723,427825,541482,627516],[357739,489507,490161,581524],[368142,438154,547961,612730],[380691,456789,507430,561168],[380829,456927,506984,560722],[386212,454729,593626,631982],[386646,455163,559025,617892],[391341,459712,515857,563224],[393300,460285,516933,596874],[415300,487098,532935,579795],[420602,485104,577667,625833]
   ]
cell #2345 :
  |C| = 126
  W-rep = phi[[2],[3, 1, 1]]
  special rep = phi[[2],[3, 1, 1]] , dim = 126
  orbit = [5, 5, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [101466],[124293],[125853],[143779],[151201],[151355],[165241],[172537],[172691],[180678],[180909],[195849],[196003],[202707],[203597],[203828],[212191],[212769],[213034],[227555],[228445],[228676],[234326],[235957],[236932],[237197],[245947],[246101],[246782],[250021],[260326],[261957],[262932],[263197],[269134],[270246],[270785],[271793],[280015],[280905],[281136],[285425],[285579],[286173],[288946],[295848],[296960],[297499],[298507],[304765],[304926],[306012],[314250],[315881],[316856],[317121],[321351],[321582],[322465],[325073],[331721],[331882],[332968],[340890],[342052],[343366],[350268],[351380],[351919],[352927],[354938],[357544],[357809],[358303],[361026],[361187],[367604],[368766],[370080],[376658],[378997],[379822],[385645],[385806],[386892],[390460],[390599],[393119],[396460],[402658],[404997],[405822],[413486],[413647],[414419],[414558],[420064],[421226],[422540],[424788],[430557],[438334],[438495],[439267],[439406],[446558],[447437],[452756],[455095],[455920],[469870],[470749],[477507],[485284],[485445],[486217],[486356],[490602],[498969],[513032],[513911],[518009],[518148],[537873],[542485],[543396]
   ]
cell #2346 :
  |C| = 175
  W-rep = phi[[3, 1, 1, 1],[1]]+phi[[3, 1],[1, 1, 1]]
  special rep = phi[[3, 1],[1, 1, 1]] , dim = 105
  orbit = [6, 2, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [284314],[286019],[313619],[320420],[320541],[322270],[349645],[349766],[356141],[356584],[356686],[358549],[384761],[385204],[385306],[391674],[391696],[392231],[416071],[419193],[419215],[419750],[425909],[425987],[448999],[449021],[451884],[451962],[458410],[479738],[479816],[482470],[507698],[508013],[533198],
     [160056,224558],[190398,258915],[207006,277018],[217302,287404],[222547,293994],[222990,294437],[231854,303732],[240496,312839],[251602,323622],[256284,328092],[256870,330023],[259695,340575],[266496,339795],[275007,348414],[275450,348857],[287125,359772],[291794,364068],[292315,365868],[295225,376359],[295346,376480],[301721,375128],[302164,375571],[310208,382016],[310794,383947],[323188,395060],[327813,399250],[330837,410761],[331280,411204],[331382,411306],[337164,408016],[337750,409947],[346214,416528],[346735,418328],[358989,429005],[362587,432179],[363611,440919],[363634,432890],[366733,444041],[366755,444063],[367290,444598],[372928,441376],[373449,443176],[381737,449348],[396203,463838],[397939,464295],[398901,472311],[398923,472333],[401786,475196],[401864,475274],[407737,472660],[416094,479840],[430360,493647],[430382,493669],[431900,493996],[432788,501200],[432866,501278],[435520,503932],[440942,501302],[462593,520686],[462671,520764],[463861,520788],[464536,527078],[464851,527393],[491783,543615],[492243,544527],[492558,544842],[494294,550352],[519099,564925],[519555,565661],[543547,583148]
   ]
cell #2347 :
  |C| = 553
  W-rep = phi[[2, 1],[2, 1, 1]]+phi[[1, 1],[3, 1, 1]]+phi[[2],[2, 2, 1]]+phi[[1],[3, 2, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     91 tau_infinity subcells with 4 member(s)
  subcells = [
     [293700],[329663],[348120],[365070],[365578],[374834],[383587],[398624],[400252],[406731],[409587],[417530],[418038],[430083],[432599],[434056],[436297],[440121],[440301],[442378],[442886],[448722],[450350],[462404],[462776],[464666],[471072],[471580],[471689],[472034],[473662],[479549],[481006],[492373],[493370],[497655],[500123],[500137],[501011],[502468],[507828],[520186],[520497],[524233],[524247],[527208],[544412],[544426],[544657],
     [228922,500708],[258189,567308],[262963,526429],[269762,477033],[293672,546534],[295879,547867],[296476,498495],[298502,549736],[305526,505566],[312113,592427],[325104,565571],[329437,523080],[329701,567294],[331877,568410],[332482,524946],[334516,526403],[339069,602889],[341545,531277],[348092,576240],[350896,537399],[355847,427294],[358512,428680],[361182,583612],[365347,546845],[367527,585870],[367752,547841],[368259,548431],[371788,613444],[374806,588857],[377112,505938],[380731,456829],[383361,557438],[383625,592413],[386406,559304],[391314,459685],[391494,459865],[394059,461085],[396383,598632],[396608,565545],[400441,567539],[402621,568329],[403112,525318],[406703,601873],[406830,622634],[409361,572310],[409625,602875],[411449,483247],[415273,487071],[415453,487251],[417807,576551],[420719,578137],[425111,489328],[425619,489836],[425728,489945],[430520,583531],[440159,613430],[442655,589168],[447760,514234],[448268,514742],[448377,514851],[450539,592658],[453210,559676],[457646,516824],[457660,516838],[473851,603120],[476193,536559],[478661,539027],[478675,539041],[504853,558591],[504867,558605],
     [101465,358484,428214,490866],[124292,391466,457434,515348],[125875,393922,394097,518304],[143778,415425,478449,532426],[151120,425410,487415,539929],[151377,424932,425766,540050],[153233,358780,428391,491222],[165240,440273,499911,549580],[172456,448059,506546,554869],[172713,447581,448415,554990],[180859,391088,457103,515196],[180887,390491,457913,561592],[181155,321828,458231,517409],[195768,471371,525926,569741],[196025,470893,471727,569862],[201940,477332,531046,574132],[203778,415047,478118,532274],[203806,414450,478928,574389],[204074,281382,479246,539612],[212190,487223,538815,579286],[212800,357575,487918,541398],[212937,424783,488077,580158],[212975,425388,487401,539915],[226788,498794,548200,586749],[228626,439895,499580,549428],[228654,439298,500390,587006],[235207,446301,505255,554544],[235235,379028,505833,590690],[236963,316887,507049,560787],[237100,447432,507208,590880],[237138,448037,506532,554855],[245866,514533,560284,594860],[246123,514055,514889,594981],[246777,393114,515504,562871],[246954,457328,457835,561566],[250020,459837,563979,597581],[261207,469613,524635,569416],[261235,405028,525213,601152],[263100,470744,526588,601342],[263138,471349,525912,569727],[269165,350299,530713,577573],[269988,413642,531462,604359],[270026,477310,531032,574118],[271788,352922,532582,579442],[271965,478343,478850,574363],[279248,537698,577906,607496],[281086,486845,538484,579134],[281114,486248,539294,607753],[282137,427422,487892,541372],[285344,489627,581980,609929],[285601,489983,542629,610050],[286172,428652,582945,610596],[296702,438490,548616,612826],[296740,498772,548186,586735],[298679,499805,500312,586980],[304921,385801,553538,593529],[305249,446481,553913,615344],[305757,446706,505755,590664],[307560,388440,507023,560761],[315131,512775,558993,594535],[315159,455126,559571,617864],[317024,513906,560946,618054],[317062,514511,560270,594846],[319694,392993,596201,619601],[321532,459459,563648,597429],[321560,517091,518040,619858],[322230,394338,597880,620314],[322487,461123,564748,620435],[332205,469793,568785,622020],[332713,470018,525135,601126],[340813,419987,573253,606617],[341038,420212,530687,577547],[341356,477470,531147,604278],[345074,424248,604977,626547],[351122,485440,578322,625929],[351160,537676,577892,607482],[353099,538709,539216,607727],[355819,427266,580689,609604],[355946,427393,608951,627397],[357712,541557,542480,627519],[357750,489605,581966,609915],[368070,498932,548301,612745],[376621,452719,553457,593448],[380703,456801,591411,618585],[380830,456928,615958,632609],[386129,512955,593904,631995],[386637,513180,559493,617838],[391352,459723,596187,619587],[393291,517013,563873,619832],[415311,487109,604963,626533],[420530,537836,578007,625848]
   ]
cell #2348 :
  |C| = 553
  W-rep = phi[[2, 1],[2, 1, 1]]+phi[[1, 1],[3, 1, 1]]+phi[[2],[2, 2, 1]]+phi[[1],[3, 2, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     91 tau_infinity subcells with 4 member(s)
  subcells = [
     [293609],[329560],[348029],[365062],[365472],[371857],[374743],[383484],[398616],[400242],[406640],[406763],[409484],[417522],[417932],[430075],[432589],[434050],[436291],[439609],[440018],[442370],[442780],[448714],[450340],[462394],[462770],[464660],[468361],[471064],[471474],[472026],[473652],[479539],[481000],[492367],[493023],[493362],[497647],[500113],[501001],[502462],[507822],[520178],[520487],[524223],[527202],[544402],[544651],
     [228996,440231],[258101,522733],[262983,471090],[269647,477025],[285927,358680],[293557,546526],[295899,497673],[296361,498487],[298494,500099],[305415,505556],[312025,557091],[319763,393062],[322163,394271],[325124,520204],[329322,523072],[329582,567284],[331869,524209],[332371,524936],[334506,526397],[336024,570528],[338981,571963],[341459,531271],[345143,424317],[347977,576232],[350781,537391],[355756,427203],[355879,427326],[361174,544388],[365236,546835],[367519,547713],[367742,547835],[368173,548425],[371700,587630],[374691,588849],[377106,505932],[380640,456738],[380763,456861],[383246,557430],[383506,592403],[386295,559294],[390802,459173],[391211,459582],[396375,565417],[396598,565539],[400355,567533],[402611,568308],[403106,525312],[406588,601865],[409246,572302],[409506,602865],[411443,483241],[414761,486559],[415170,486968],[417696,576541],[420633,578131],[425103,489320],[425513,489730],[430510,583510],[440040,613420],[442544,589158],[445049,511523],[447752,514226],[448162,514636],[450453,592652],[453204,559670],[457636,516814],[473765,603114],[476185,536551],[478651,539017],[504843,558581],
     [101500,285907,358365,428342],[124327,319743,390661,457562],[125921,322117,322181,460817],[143813,345123,414620,478577],[151032,355450,424557,487583],[151423,355133,355897,487827],[153307,286101,358442,428610],[165275,371837,439468,500039],[172368,380334,447206,506714],[172759,380017,380781,506958],[180744,390973,457095,515188],[180796,390511,390987,515214],[181229,321902,391424,459795],[195680,406334,470518,526094],[196071,406017,406781,526338],[201852,412520,476686,531927],[203663,414932,478110,532266],[203715,414470,414946,532292],[204148,281456,415383,487181],[212225,424297,486418,538943],[212820,357595,425129,489346],[212834,424775,425225,539891],[212856,425277,487391,539905],[216110,358660,491364,543267],[226700,437368,498148,549081],[228511,439780,499572,549420],[228563,439318,439794,549446],[235092,445672,505247,554536],[235144,379048,445686,554562],[236983,316907,447778,514252],[236997,447424,447874,554831],[237019,447926,506522,554845],[245778,456432,513680,560452],[246169,456115,456879,560696],[246769,393106,457622,516800],[246848,457318,457749,561560],[250055,393042,518210,564107],[250309,322381,518518,564540],[250461,394289,461251,564617],[261092,468984,524627,569408],[261144,405048,468998,569434],[262997,470736,471186,569703],[263019,471238,525902,569717],[269185,350319,476211,536577],[269885,413634,476695,574094],[269907,476747,531022,574108],[271780,352914,478637,539003],[271859,478333,478764,574357],[279160,484318,537052,578787],[280971,486730,538476,579126],[281023,486268,486744,579152],[282127,427412,487886,541366],[283645,357483,540716,581801],[285256,426897,542254,582148],[285647,427344,490797,582392],[296599,438482,498157,586711],[296621,498209,548176,586725],[298573,499795,500226,586974],[304913,385793,504829,558567],[305241,446473,504970,590536],[305651,446696,505281,590658],[307550,388430,507017,560755],[309068,389948,555656,595647],[315016,512146,558985,594527],[315068,455146,512160,594553],[316921,513898,514348,594822],[316943,514400,560260,594836],[319606,392905,562216,597082],[321417,459344,563640,597421],[321469,459358,518060,597447],[332197,469785,524350,600998],[332607,470008,524661,601120],[340805,419979,530559,577419],[341028,420202,530681,577541],[341346,477460,530801,604257],[344986,424160,575013,608377],[351019,485432,537061,607458],[351041,537113,577882,607472],[352993,538699,539130,607721],[355704,427151,580681,609596],[357609,489442,542472,609891],[357631,489494,581956,609905],[368060,498922,547955,612724],[376611,452709,553436,593427],[380588,456686,591403,618577],[386121,512947,558708,617710],[386531,513170,559019,617832],[391233,459604,596177,619577],[393185,516927,563863,619826],[415192,486990,604953,626523],[420520,537826,577661,625827]
   ]
cell #2349 :
  |C| = 126
  W-rep = phi[[2],[3, 1, 1]]
  special rep = phi[[2],[3, 1, 1]] , dim = 126
  orbit = [5, 5, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [101507],[124334],[125908],[143820],[151206],[151410],[165282],[172542],[172746],[180688],[180910],[195854],[196058],[202712],[203607],[203829],[212232],[212770],[213033],[216117],[227560],[228455],[228677],[234336],[235958],[236933],[237196],[245952],[246156],[246781],[250062],[250448],[260336],[261958],[262933],[263196],[269135],[270247],[270784],[271792],[280020],[280915],[281137],[285430],[285634],[285747],[288956],[295849],[296961],[297498],[298506],[304766],[304925],[306011],[314260],[315882],[316857],[317120],[318883],[321361],[321583],[325074],[331722],[331881],[332967],[340889],[342051],[343376],[344263],[350269],[351381],[351918],[352926],[354948],[357545],[357808],[361027],[361186],[367603],[368765],[370090],[370977],[376657],[378998],[379832],[385646],[385805],[386891],[390461],[393118],[396459],[402657],[404998],[405832],[413487],[413646],[414420],[420063],[421225],[422550],[423437],[424787],[430556],[438335],[438494],[439268],[446557],[447436],[452755],[455096],[455930],[460553],[469869],[470748],[477506],[485285],[485444],[486218],[490612],[491499],[498968],[513031],[513910],[518010],[537872],[542484]
   ]
cell #2350 :
  |C| = 175
  W-rep = phi[[3, 1, 1, 1],[1]]+phi[[3, 1],[1, 1, 1]]
  special rep = phi[[3, 1],[1, 1, 1]] , dim = 105
  orbit = [6, 2, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [216042],[248902],[250352],[277758],[284317],[284347],[285971],[313622],[313652],[319989],[320409],[320493],[349214],[349634],[349718],[356130],[356142],[356572],[381510],[384750],[384762],[385192],[391603],[391662],[416060],[416072],[419122],[419181],[425908],[448928],[448987],[451883],[479367],[479737],[507697],
     [160059,224561],[190387,258904],[207009,277021],[217291,287393],[222536,293983],[222978,294425],[225298,304472],[231857,303735],[240485,312828],[251590,323610],[256273,328081],[256858,330011],[259698,340578],[259728,340608],[266485,339784],[274996,348403],[275438,348845],[287124,359771],[291782,364056],[292314,365867],[294794,375928],[295214,376348],[295298,376432],[301710,375117],[302152,375559],[310197,382005],[310782,383935],[323187,395059],[327586,407510],[327812,399249],[330826,410750],[330838,410762],[331268,411192],[337153,408005],[337738,409935],[346202,416516],[346734,418327],[358988,429004],[360736,431673],[362576,432168],[363600,440908],[363612,440920],[363633,432889],[366662,443970],[366721,444029],[372916,441364],[373448,443175],[381736,449347],[396192,463827],[396204,463839],[397927,464283],[398830,472240],[398889,472299],[401785,475195],[407736,472659],[416093,479839],[430289,493576],[430348,493635],[431899,493995],[432417,500829],[432787,501199],[440941,501301],[462222,520315],[462592,520685],[463860,520787],[464535,527077],[491681,543594],[491782,543614],[492242,544526],[519098,564924]
   ]
cell #2351 :
  |C| = 553
  W-rep = phi[[2, 1],[2, 1, 1]]+phi[[1, 1],[3, 1, 1]]+phi[[2],[2, 2, 1]]+phi[[1],[3, 2, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     91 tau_infinity subcells with 4 member(s)
  subcells = [
     [293608],[329559],[348028],[365061],[365473],[371856],[374742],[383483],[398615],[400243],[406639],[406751],[409483],[417521],[417933],[430074],[432590],[434055],[436296],[439597],[440017],[442369],[442781],[448713],[450341],[462395],[462775],[464665],[468349],[471063],[471475],[472025],[473653],[479540],[481005],[492372],[493011],[493361],[497646],[500114],[501002],[502467],[507827],[520177],[520488],[524224],[527207],[544403],[544656],
     [228986,440220],[258102,522721],[262973,471079],[269751,477024],[285926,358679],[293569,546525],[295889,497662],[296465,498486],[298493,500104],[305514,505557],[312026,557079],[319762,393061],[322151,394259],[325114,520193],[329426,523071],[329594,567285],[331868,524214],[332470,524937],[334507,526402],[336025,601966],[338982,571951],[341544,531276],[345142,424316],[347989,576231],[350885,537390],[355755,427202],[355867,427314],[361173,544393],[365335,546836],[367518,547739],[367743,547840],[368258,548430],[371701,587618],[374703,588848],[377111,505937],[380639,456737],[380751,456849],[383350,557429],[383518,592404],[386394,559295],[390790,459161],[391210,459581],[396374,565443],[396599,565544],[400440,567538],[402612,568328],[403111,525317],[406600,601864],[409350,572301],[409518,602866],[411448,483246],[414749,486547],[415169,486967],[417795,576542],[420718,578136],[425102,489319],[425514,489731],[430511,583530],[440052,613421],[442643,589159],[445037,511511],[447751,514225],[448163,514637],[450538,592657],[453209,559675],[457637,516815],[473850,603119],[476184,536550],[478652,539018],[504844,558582],
     [101501,285917,358258,428235],[124328,319753,390554,457455],[125920,322015,322191,460714],[143814,345133,414513,478470],[151033,355555,424545,487571],[151422,355031,355907,487724],[153297,286091,358431,428599],[165276,371847,439361,499932],[172369,380439,447194,506702],[172758,379915,380791,506855],[180756,391077,457094,515187],[180795,390501,391089,515203],[181219,321892,391413,459784],[195681,406439,470506,526082],[196070,405915,406791,526235],[201853,413196,476674,531915],[203675,415036,478109,532265],[203714,414460,415048,532281],[204138,281446,415372,487170],[212226,424307,486311,538836],[212810,357585,425118,489335],[212833,424774,425317,539896],[212868,425376,487392,539906],[216111,358670,543351,582966],[226701,438044,498136,549069],[228523,439884,499571,549419],[228562,439308,439896,549435],[235104,446290,505246,554535],[235143,379038,446302,554551],[236973,316897,447767,514241],[236996,447423,447966,554836],[237031,448025,506523,554846],[245779,456537,513668,560440],[246168,456013,456889,560593],[246768,393105,457627,516805],[246849,457319,457834,561565],[250056,393052,518103,564000],[250310,322382,564361,598036],[250460,394299,518927,598189],[261104,469602,524626,569407],[261143,405038,469614,569423],[262996,470735,471278,569708],[263031,471337,525903,569718],[269175,350309,476200,536566],[269884,413633,477239,574099],[269919,477298,531023,574109],[271779,352913,478642,539008],[271860,478334,478849,574362],[279161,484994,537040,578775],[280983,486834,538475,579125],[281022,486258,486846,579141],[282128,427413,487891,541371],[283646,357484,580782,609697],[285257,427002,542242,582136],[285646,427354,490695,582289],[296598,438481,498701,586716],[296633,498760,548177,586726],[298574,499796,500311,586979],[304912,385792,504834,558572],[305240,446472,505384,590562],[305652,446697,505754,590663],[307551,388431,507022,560760],[309069,389949,591504,618678],[315028,512764,558984,594526],[315067,455136,512776,594542],[316920,513897,514440,594827],[316955,514499,560261,594837],[319607,392906,562204,597070],[321429,459448,563639,597420],[321468,459460,518050,597436],[332196,469784,524764,601024],[332608,470009,525134,601125],[340804,419978,530585,577445],[341029,420203,530686,577546],[341347,477461,531146,604277],[344987,424161,575001,608365],[351018,485431,537605,607463],[351053,537664,577883,607473],[352994,538700,539215,607726],[355716,427163,580680,609595],[357608,489534,542471,609896],[357643,489593,581957,609906],[368061,498923,548300,612744],[376612,452710,553456,593447],[380600,456698,591402,618576],[386120,512946,559122,617736],[386532,513171,559492,617837],[391245,459616,596178,619578],[393186,517012,563864,619831],[415204,487002,604954,626524],[420521,537827,578006,625847]
   ]
cell #2352 :
  |C| = 126
  W-rep = phi[[2],[3, 1, 1]]
  special rep = phi[[2],[3, 1, 1]] , dim = 126
  orbit = [5, 5, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [101511],[124338],[125909],[143824],[151282],[151411],[165286],[172618],[172747],[180689],[181002],[195930],[196059],[203447],[203608],[203921],[212236],[212782],[213131],[216121],[228295],[228456],[228769],[234337],[236736],[236945],[237294],[246028],[246157],[246792],[250066],[250449],[260337],[262736],[262945],[263294],[269147],[271046],[271582],[271803],[280755],[280916],[281229],[285506],[285635],[285748],[288957],[295861],[297760],[298296],[298517],[304865],[304936],[306802],[314261],[316660],[316869],[317218],[318884],[321362],[321675],[325086],[331821],[331892],[333758],[340980],[342809],[343377],[344264],[350281],[352180],[352716],[352937],[354949],[357557],[357906],[361126],[361197],[367694],[369523],[370091],[370978],[376729],[379010],[379833],[385745],[385816],[387682],[390473],[393129],[396550],[402729],[405010],[405833],[413586],[413657],[414432],[420154],[421983],[422551],[423438],[424798],[430628],[438434],[438505],[439280],[446648],[447447],[452827],[455108],[455931],[460554],[469960],[470759],[477578],[485384],[485455],[486230],[490613],[491500],[499040],[513122],[513921],[518022],[537944],[542495]
   ]
cell #2353 :
  |C| = 140
  W-rep = phi[[3, 1],[1, 1, 1]]+phi[[],[4, 2, 1]]
  special rep = phi[[3, 1],[1, 1, 1]] , dim = 105
  orbit = [6, 2, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     70 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [107889],[132795],[146793],[160201],[160605],[165771],[168255],[175957],[188658],[190585],[196566],[196619],[199269],[207151],[207555],[218193],[221220],[223144],[229132],[229499],[229609],[231999],[232403],[238756],[240683],[252475],[255509],[260442],[263685],[263696],[264089],[264756],[266683],[273680],[275604],[287974],[289062],[289640],[290766],[295981],[295992],[299237],[299294],[300394],[302318],[309433],[323873],[325206],[325217],[325774],[331953],[332010],[335279],[336389],[345186],[359054],[361258],[361315],[361812],[367391],[367829],[371900],[396247],[396685],[396911],[402507],[429107],[429151],[430406],[461577],
     [101544,153457],[124823,182916],[125955,183573],[144309,212721],[151918,215205],[151971,215258],[153349,216046],[173254,246664],[173307,246717],[181365,249000],[181732,249367],[181842,249477],[204284,281592],[204651,281959],[204761,282069],[213522,284459],[213533,284470],[213926,284863],[234442,314366],[237685,317609],[237696,317620],[238089,318013],[247512,320550],[247569,320607],[269267,350401],[269278,350412],[272523,353657],[272580,353714],[282900,356738],[304997,385877],[305054,385934],[308323,389203],[340677,419851],[341115,420289],[376507,452605]
   ]
cell #2354 :
  |C| = 392
  W-rep = phi[[2, 2, 2, 1],[]]+phi[[2, 2, 1, 1],[1]]+phi[[2, 1],[2, 1, 1]]+phi[[2],[2, 2, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     56 tau_infinity subcells with 1 member(s)
     140 tau_infinity subcells with 2 member(s)
     14 tau_infinity subcells with 4 member(s)
  subcells = [
     [329634],[341608],[345238],[356642],[358607],[365519],[368322],[377346],[377849],[383558],[385262],[392129],[392289],[394174],[400504],[400665],[403346],[403849],[409558],[412080],[417979],[419648],[419808],[420782],[425972],[426419],[426529],[434290],[436928],[440092],[442827],[450602],[450763],[451947],[452394],[452504],[453444],[453947],[458405],[458459],[466137],[471001],[471521],[473914],[474075],[479801],[481240],[482465],[482519],[483878],[500536],[502702],[508008],[508062],[509299],[528679],
     [101546,428505],[125213,459004],[125883,460804],[147744,483064],[151385,487814],[152082,488611],[153245,428332],[172721,506945],[176744,510472],[180982,515138],[181167,457552],[181907,516117],[196033,526325],[203901,532216],[204086,478567],[205496,533446],[208386,535590],[212908,487501],[213052,539828],[214133,488629],[223048,294495],[228749,549370],[228934,500029],[236030,554161],[237071,506632],[237215,554768],[238906,555844],[242032,510490],[246131,560683],[246895,457898],[247068,515670],[257325,330478],[262030,569033],[263071,526012],[263215,569640],[269959,531457],[270803,573766],[271906,478913],[272079,532748],[273391,575121],[273838,533464],[275508,348915],[281209,579076],[281394,538933],[282248,488126],[285609,582379],[287188,359835],[290818,371952],[292378,365931],[292825,366378],[296673,548611],[297517,586383],[298620,500375],[298793,549902],[302222,375629],[305698,505818],[306110,590292],[306557,554179],[307671,507257],[309208,555706],[311249,384402],[315954,594152],[316995,560370],[317139,594759],[321655,597371],[321840,564097],[322495,564604],[323422,395375],[323925,396963],[327876,399313],[328437,401065],[331338,411262],[332654,525198],[333066,600754],[333513,569051],[334627,526637],[338205,410402],[341769,531511],[342169,573628],[346798,418391],[347245,418838],[351093,578317],[351937,607130],[353040,539279],[353213,579608],[357683,582066],[357827,609828],[358792,543257],[359620,429591],[363868,433205],[364371,434793],[367188,444496],[367348,444656],[368483,548665],[368883,586245],[373512,443239],[373959,443686],[381800,449411],[382361,451163],[386578,559556],[386990,617466],[387437,594170],[388551,560995],[391285,459656],[393232,517076],[393405,563037],[394030,518834],[399098,465171],[401849,475259],[402296,475706],[402406,475816],[407800,472723],[408361,474475],[415244,487042],[416328,480155],[416831,481743],[420943,578371],[421343,606992],[425040,542737],[425560,489777],[427533,541606],[431963,494059],[432851,501263],[435515,503927],[435569,503981],[441176,501617],[441679,503205],[447689,514163],[448209,514683],[449196,508333],[458059,517237],[462656,520749],[464095,521103],[464846,527388],[464900,527442],[472508,527713],[479074,539440],[492553,544837],[492607,544891],[493844,545162],
     [108840,169206,436114,504526],[133582,200056,467310,529852],[158546,230344,494542,550600],[161436,233234,496686,552744],[185932,254303,519803,565909],[188808,264906,521486,570716],[191934,268032,467328,529870],[218343,289790,544060,583864],[220931,300105,545415,587738],[221378,300552,494560,550618],[252186,325485,565173,598780],[252633,325932,519821,565927],[255284,336164,521348,570578],[287749,361587,543922,583726]
   ]
cell #2355 :
  |C| = 392
  W-rep = phi[[2, 2, 2, 1],[]]+phi[[2, 2, 1, 1],[1]]+phi[[2, 1],[2, 1, 1]]+phi[[2],[2, 2, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     56 tau_infinity subcells with 1 member(s)
     140 tau_infinity subcells with 2 member(s)
     14 tau_infinity subcells with 4 member(s)
  subcells = [
     [329644],[341609],[345237],[356643],[358608],[365520],[368323],[377345],[377848],[383568],[385263],[392130],[392290],[394175],[400505],[400664],[403345],[403848],[409568],[412079],[417980],[419649],[419809],[420783],[425973],[426418],[426530],[434289],[436927],[440102],[442828],[450603],[450762],[451948],[452393],[452505],[453443],[453946],[458406],[458458],[466136],[471011],[471522],[473915],[474074],[479802],[481239],[482466],[482518],[483877],[500535],[502701],[508009],[508061],[509298],[528678],
     [101547,428504],[125214,459003],[125884,460803],[147745,483063],[151386,487813],[152083,488610],[153255,428333],[172722,506944],[176745,510471],[180983,515137],[181177,457553],[181908,516114],[196034,526324],[203902,532215],[204096,478568],[205497,533445],[208387,535587],[212918,487502],[213053,539825],[214132,488628],[223049,294496],[228750,549369],[228944,500030],[236031,554160],[237081,506633],[237216,554765],[238907,555841],[242031,510489],[246132,560682],[246896,457899],[247067,515669],[257326,330479],[262031,569032],[263081,526013],[263216,569637],[269969,531458],[270804,573763],[271907,478914],[272078,532747],[273392,575118],[273837,533463],[275509,348916],[281210,579075],[281404,538934],[282247,488125],[285610,582378],[287189,359836],[290817,371951],[292379,365932],[292824,366377],[296683,548612],[297518,586380],[298621,500376],[298792,549901],[302223,375630],[305699,505819],[306111,590289],[306556,554178],[307670,507256],[309207,555705],[311250,384403],[315955,594151],[317005,560371],[317140,594756],[321656,597370],[321850,564098],[322496,564603],[323421,395374],[323924,396962],[327877,399314],[328436,401064],[331339,411263],[332655,525199],[333067,600751],[333512,569050],[334626,526636],[338206,410403],[341768,531510],[342168,573627],[346799,418392],[347244,418837],[351103,578318],[351938,607127],[353041,539280],[353212,579607],[357693,582067],[357828,609825],[358802,543258],[359619,429590],[363867,433204],[364370,434792],[367189,444497],[367349,444657],[368482,548664],[368882,586244],[373513,443240],[373958,443685],[381801,449412],[382360,451162],[386579,559557],[386991,617463],[387436,594169],[388550,560994],[391295,459666],[393233,517077],[393404,563036],[394040,518844],[399097,465170],[401850,475260],[402295,475705],[402407,475817],[407801,472724],[408360,474474],[415254,487052],[416327,480154],[416830,481742],[420942,578370],[421342,606991],[425050,542747],[425561,489778],[427532,541605],[431964,494060],[432852,501264],[435516,503928],[435568,503980],[441175,501616],[441678,503204],[447699,514173],[448210,514684],[449195,508332],[458058,517236],[462657,520750],[464094,521102],[464847,527389],[464899,527441],[472507,527712],[479073,539439],[492554,544838],[492606,544890],[493843,545161],
     [108841,169207,436113,504525],[133583,200057,467309,529851],[158547,230345,494541,550599],[161437,233235,496683,552741],[185933,254304,519802,565908],[188809,264907,521483,570713],[191933,268031,467327,529869],[218344,289791,544057,583861],[220932,300106,545412,587735],[221377,300551,494559,550617],[252187,325486,565170,598777],[252632,325931,519820,565926],[255283,336163,521347,570577],[287748,361586,543921,583725]
   ]
cell #2356 :
  |C| = 413
  W-rep = phi[[2, 2],[1, 1, 1]]+phi[[2, 1],[2, 1, 1]]+phi[[1],[3, 2, 1]]+phi[[],[3, 3, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     140 tau_infinity subcells with 2 member(s)
     21 tau_infinity subcells with 4 member(s)
  subcells = [
     [306420],[333376],[335964],[342462],[366241],[369176],[371103],[371170],[378100],[380914],[387300],[400814],[401358],[402909],[402976],[404100],[406052],[412600],[418701],[421636],[430808],[430875],[434583],[434603],[435044],[436264],[436572],[437448],[443549],[450912],[451456],[454198],[462743],[463051],[468024],[474224],[474768],[481533],[481553],[481994],[484398],[492686],[500685],[502995],[503015],[503456],[526930],[526950],[550332],
     [132902,466455],[160689,495883],[176064,509617],[190606,522396],[191108,466388],[199376,528997],[207639,534787],[221241,545712],[223212,495575],[229606,550220],[232487,551941],[240704,556754],[241206,509550],[250117,322010],[250249,322321],[252496,519364],[255577,521725],[257504,466657],[264173,570374],[264281,570534],[266704,571626],[267206,528930],[273701,575418],[275672,534479],[282397,354835],[282767,355026],[283585,357423],[285710,358276],[288042,492015],[291069,494834],[299315,587293],[299817,550153],[299900,587643],[300415,588035],[302386,551633],[307820,379719],[308190,379910],[309008,389888],[309501,556083],[311428,509819],[318468,390381],[318488,390401],[318846,390572],[319009,392308],[319076,392375],[324176,462002],[325795,599077],[326990,406914],[332031,600561],[334776,405719],[335146,405910],[335347,570066],[335367,601592],[336457,570955],[338384,529199],[341918,413796],[343848,414340],[343868,414360],[344226,414531],[344389,423563],[344456,423630],[345489,533738],[354561,424663],[354628,424730],[355168,426615],[360140,431077],[361336,611021],[361880,584103],[367897,585986],[367917,612387],[368632,438644],[370562,439188],[370582,439208],[370940,439379],[372203,550892],[376909,453007],[376976,453074],[377639,446851],[377659,446871],[379445,447312],[379512,447379],[380052,456150],[388700,455817],[389070,456008],[390129,457221],[396753,598748],[396773,620743],[397214,566201],[403639,470163],[403659,470183],[405445,470624],[405512,470691],[411416,483214],[411724,483522],[412331,477758],[412398,477825],[414088,478236],[421092,485594],[423022,486138],[423042,486158],[423400,486329],[427682,490499],[428052,490690],[437179,499220],[437246,499287],[438936,499698],[444712,511186],[445206,505905],[445514,506213],[453737,513325],[453757,513345],[455543,513786],[455610,513853],[458208,517386],[460138,517930],[460158,517950],[460516,518121],[461323,518922],[468518,525285],[468826,525593],[476349,531590],[479223,539589],[484129,538124],[484196,538191],[485886,538602],[488419,541899],[488439,541919],[490225,542360],[490292,542427],[491104,543198],[491462,543369],[497811,548744],[507550,561288],[507570,561308],[511680,559643],[511988,559951],[516100,563467],[517678,563766],[533178,580038],[536715,578450],
     [181839,249474,515988,563355],[183518,250440,518524,564546],[204758,282066,533066,579926],[214010,284947,540562,581647],[214118,285055,540722,581807],[215935,286032,542926,582732],[238173,318097,555502,595493],[238281,318205,555662,595653],[247590,320628,561879,596745],[248092,321130,515921,563288],[248175,321213,562229,597095],[272601,353735,574676,608040],[273103,354237,532999,579859],[273186,354320,575026,608390],[282968,356806,540254,581339],[282988,356826,580408,609323],[305075,385955,590099,617273],[308391,389271,555194,595185],[308411,389291,591130,618304],[341183,420357,573369,606733],[341203,420377,603920,625490]
   ]
cell #2357 :
  |C| = 553
  W-rep = phi[[2, 1],[2, 1, 1]]+phi[[1, 1],[3, 1, 1]]+phi[[2],[2, 2, 1]]+phi[[1],[3, 2, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     91 tau_infinity subcells with 4 member(s)
  subcells = [
     [329630],[331525],[360830],[365485],[383554],[395277],[395287],[400308],[400318],[400639],[409554],[417945],[429547],[433107],[433117],[434129],[440088],[442793],[450406],[450416],[450737],[465127],[470997],[471487],[473718],[473728],[474049],[480057],[480067],[481079],[499995],[500189],[500510],[501519],[501529],[502541],[508289],[521005],[521015],[524299],[525816],[526476],[527669],[544478],[545118],[547825],[547914],[565529],[565618],
     [195999,526299],[228441,549209],[235019,445385],[260322,568397],[261019,468697],[262898,569535],[269836,476497],[288942,583599],[293484,495754],[293598,546460],[295814,585907],[296550,497959],[298481,500179],[304569,385449],[305559,445375],[314943,511859],[325039,598669],[329511,522544],[329627,522617],[331535,568347],[331856,524289],[332515,468687],[341412,413290],[347904,534658],[348018,576166],[350970,536863],[360840,583549],[361161,544468],[365380,495744],[365535,546450],[367443,547779],[368126,438138],[374618,551812],[374732,588783],[383435,556902],[383551,556975],[386439,511849],[391281,459652],[394026,518830],[396299,565483],[406629,601799],[409435,571774],[409551,571847],[415240,487038],[417840,534648],[417995,576156],[420586,485088],[425036,542733],[425526,489743],[428298,543223],[439513,613168],[440085,587514],[442688,551802],[442843,588773],[447685,514159],[448175,514649],[457518,564063],[457712,516890],[458033,517211],[471537,601789],[478533,538899],[478727,539093],[479048,539414],[487305,581870],[487965,541445],[504919,558657],[506436,560174],[507096,560834],[530671,577531],[530760,577620],
     [125849,322461,460778,564578],[125865,393857,394023,564257],[151351,285575,487788,582353],[151367,424867,425033,580353],[153241,358299,428348,582530],[172687,246097,506919,560657],[172703,447516,447682,591075],[180674,321347,514977,597210],[180785,457029,457401,595826],[181163,390595,457568,595915],[196015,470828,470994,601537],[203593,280901,532055,578915],[203704,478044,478416,604602],[204082,414554,478583,604691],[212735,357510,539723,609723],[212901,355631,424441,540433],[212904,354934,487669,608585],[228552,499506,499878,613069],[228930,439402,500045,613158],[234322,314246,553525,593516],[235133,446779,505181,590648],[236898,316822,554663,594654],[237064,380515,447090,555373],[237067,379818,506800,615592],[246113,513990,514156,618249],[246756,393093,457702,516880],[246861,390426,515225,618759],[246911,391162,457019,562027],[261133,470091,524561,601110],[263064,406515,470402,570245],[263067,405818,526180,622268],[269100,350234,573290,606654],[269952,413892,476570,574184],[269955,343362,477738,604346],[271767,352901,478717,539083],[271872,414385,532303,624206],[271922,415121,478034,574824],[281012,538410,538782,626172],[281390,486352,538949,626261],[282222,424762,425421,540423],[285591,542564,542730,627714],[296666,438740,498032,586801],[296669,370076,499200,612813],[298586,439233,549457,629323],[298636,439969,499496,587441],[304579,385459,553475,593466],[304900,385780,504909,558647],[305664,378963,506124,615381],[305714,446946,505171,590737],[307645,447411,448070,555363],[315057,513253,558919,617822],[316988,456613,513564,595364],[316991,455916,560538,632243],[321458,563574,563946,633358],[321836,518144,564113,633447],[322477,518827,564683,620366],[332620,404963,525504,622057],[332670,470258,524551,601199],[334601,470723,471382,570235],[340729,419903,530625,577485],[341422,413300,531553,604296],[341743,413621,477857,574174],[351086,485690,536936,607548],[351089,422536,538104,625916],[353006,486183,579163,636673],[353056,486919,538400,608188],[355745,427192,580615,609530],[357676,427078,542138,581518],[357679,490598,582234,637524],[358410,491409,582540,627976],[358788,543273,543392,627966],[368136,438148,548707,612763],[368457,438469,499319,586791],[377185,446397,505876,590602],[380629,456727,591337,618511],[386544,455061,559862,632032],[386594,513420,558909,617911],[388525,513885,514544,595354],[390706,518255,595925,633457],[391278,459649,562100,596966],[393198,517975,597458,640415],[393248,459533,563564,596893],[403185,469709,525256,601064],[414665,486463,604701,626271],[415237,487035,574897,608261],[420596,485098,578413,625866],[420917,485419,538223,607538],[425576,489793,580605,609520],[427507,489638,542459,581508],[448225,514699,591327,618501],[453283,512871,559614,617776]
   ]
cell #2358 :
  |C| = 427
  W-rep = phi[[2, 2, 1, 1],[1]]+phi[[2, 1, 1, 1],[2]]+phi[[2, 2],[1, 1, 1]]+phi[[2, 1],[2, 1, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     91 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     49 tau_infinity subcells with 4 member(s)
  subcells = [
     [285730],[285949],[318583],[318866],[320471],[321990],[343963],[344246],[349696],[354720],[354740],[355006],[355961],[356028],[370677],[370960],[378374],[379604],[379624],[379890],[384581],[384648],[390222],[390289],[391515],[404374],[405604],[405624],[405890],[413061],[413081],[414181],[414248],[415891],[415958],[419034],[423137],[423420],[424570],[437909],[437929],[439029],[439096],[446121],[446188],[447219],[448532],[448840],[454472],[455702],[455722],[455988],[460253],[460536],[469433],[469500],[470531],[476843],[477151],[479394],[484859],[484879],[485979],[486046],[489154],[490384],[490404],[490670],[491482],[498305],[498613],[505411],[511015],[512595],[512662],[513693],[516651],[516671],[517771],[517838],[518636],[518902],[524791],[536124],[536144],[537209],[537517],[541348],[542267],[558342],[559149],
     [214689,541236],[216043,543086],[242588,558230],[248795,562681],[248903,562841],[250332,564386],[270556,342577],[277651,577198],[277759,577358],[283742,580845],[284244,541169],[284327,581195],[295276,376410],[297270,369291],[306305,378259],[313047,592971],[313549,558163],[313632,593321],[319854,562373],[319874,596308],[330231,401473],[330657,410581],[330724,410648],[333261,404259],[342303,412902],[345250,415535],[345763,605168],[349079,576890],[349099,606199],[351690,421751],[363431,440739],[363498,440806],[364896,435318],[366126,435203],[366574,443882],[369017,437750],[377861,445765],[381375,591664],[381395,616025],[384155,451571],[387185,454357],[396023,463658],[396090,463725],[398434,471844],[398742,472152],[400079,467118],[400099,467138],[401199,466959],[403861,469077],[410155,474883],[417356,482268],[418586,482153],[421477,484700],[429893,493180],[430201,493488],[432444,500856],[442204,503730],[443434,503615],[450177,510280],[450197,510300],[451297,510121],[453959,512239],[462249,520342],[467853,530395],[473489,529660],[473509,529680],[474609,529501],[497220,553278],[497240,553298],[523984,573214],
     [107373,161368,433920,496557],[132223,191811,465781,523198],[146277,208318,480870,535461],[159484,223986,495081,546690],[159986,224488,433853,496490],[167739,233166,502332,552615],[175385,241909,508943,557556],[188561,255692,521683,566664],[189832,258349,465473,522890],[192490,268588,523872,573102],[198697,267909,528323,572428],[206434,276446,533985,576396],[206936,276948,480803,535394],[218096,288157,491973,543782],[221126,291228,494735,545754],[222367,293814,434805,496134],[225191,304365,547492,589815],[225299,304473,547652,589975],[231282,303160,551139,589013],[231784,303662,502265,552548],[238659,309616,556041,591783],[239930,312273,508635,557248],[252381,324335,461903,519406],[255418,327292,465183,521770],[259123,340003,567852,603433],[259625,340505,523805,573035],[259708,340588,568202,603783],[264659,336572,570913,602245],[265930,339229,528015,572120],[273586,345648,533639,575460],[274827,348234,481755,535038],[287883,360442,429603,492060],[289543,361995,584061,611301],[290830,363075,371964,440383],[291343,372477,584421,613635],[294659,375793,547184,589507],[294679,375813,585452,614666],[300300,372362,550793,588077],[301541,374948,503217,552192],[309342,381216,508345,556128],[323937,395667,396975,463302],[324450,397488,598587,620876],[325680,397373,566102,599119],[327451,407375,566545,602126],[327471,407395,599313,622701],[336298,407216,527725,571000],[360601,431538,583467,611182],[360621,431558,610888,628334],[361721,431379,545174,584148]
   ]
cell #2359 :
  |C| = 553
  W-rep = phi[[2, 1],[2, 1, 1]]+phi[[1, 1],[3, 1, 1]]+phi[[2],[2, 2, 1]]+phi[[1],[3, 2, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     91 tau_infinity subcells with 4 member(s)
  subcells = [
     [295459],[324684],[359720],[365130],[365484],[365547],[395286],[399198],[400317],[400640],[417590],[417944],[418007],[429548],[433116],[434130],[442438],[442792],[442855],[449296],[450415],[450738],[465128],[471486],[471549],[472608],[473727],[474050],[480066],[481080],[493944],[500057],[500188],[500511],[501528],[502542],[508290],[521014],[524298],[526300],[526477],[527670],[544477],[545119],[547915],[549210],[565619],[568398],[583600],
     [201730,476498],[226578,497960],[228919,499994],[235011,445384],[257979,522545],[261011,468696],[262897,471132],[262960,525815],[268745,349879],[269785,412180],[279038,536864],[293476,495753],[293589,546451],[295813,497715],[295876,547824],[296499,437028],[298482,549192],[305309,378608],[311903,556903],[314935,511858],[325038,520246],[325101,565528],[329460,466237],[329619,522616],[329637,567234],[331534,524136],[331857,568380],[332265,404608],[338859,571775],[347896,534657],[348009,576157],[350919,483978],[360839,544315],[361162,583582],[367444,547762],[374610,551811],[374723,588774],[383384,509399],[383543,556974],[383561,592353],[386189,454706],[396300,565466],[406620,601790],[409384,528779],[409543,571846],[409561,602815],[425525,489742],[425588,489805],[428360,543285],[440077,587513],[440095,613370],[448174,514648],[448237,514711],[457580,564125],[457711,516889],[458034,517212],[460779,564579],[471004,622350],[478595,538961],[478726,539092],[479049,539415],[487789,582354],[487966,541446],[504918,558656],[506920,560658],[507097,560835],[514978,597211],[530761,577621],[532056,578916],[553526,593517],
     [153230,358777,428297,543222],[153248,358401,428194,582531],[180776,319484,457020,562028],[181152,321825,457517,564062],[181170,390697,457414,595916],[183339,393919,394015,564256],[203695,344864,478035,574825],[204071,281379,478532,538898],[204089,414656,478429,604692],[212734,357509,425171,489388],[212797,357572,487304,581869],[212893,355623,424440,540432],[212911,424852,487341,608586],[213319,424929,425025,580352],[228543,371578,499497,587442],[228937,439504,499891,613159],[235124,379234,505172,590738],[236897,316821,447820,514294],[236960,316884,506435,560173],[237056,380507,447089,555372],[237074,447501,506472,615593],[237482,447578,447674,591074],[246757,393094,514960,597193],[246860,390425,391111,515770],[246923,390488,457393,595825],[261124,405234,524552,601200],[263056,406507,470401,570244],[263074,470813,525852,622269],[263482,470890,470986,601536],[269099,350233,476253,536619],[269162,350296,530670,577530],[269944,413884,476569,574183],[269962,413711,530972,604347],[271768,352902,532038,578898],[271871,414384,415070,532848],[271934,414447,478408,604601],[281003,424038,538401,608189],[281397,486454,538795,626262],[282223,424763,487592,608568],[296658,438732,498031,586800],[296676,438559,548126,612814],[298585,439232,439918,550002],[298648,439295,499870,613068],[304578,385458,504756,558494],[304901,385781,553508,593499],[305663,378962,446895,554604],[305726,379025,446771,590647],[307646,447412,506723,615575],[315048,455332,558910,617912],[316980,456605,513563,595363],[316998,513975,560210,632244],[317406,514052,514148,618248],[321449,392783,563565,596894],[321843,518246,563959,633448],[332619,404962,470207,569476],[332682,405025,470083,601109],[334602,470724,526103,622251],[340730,419904,530608,577468],[341421,413299,477373,574021],[341744,413622,477661,604329],[351078,485682,536935,607547],[351096,485509,577832,625917],[353005,486182,486868,579708],[353068,486245,538774,626171],[355736,427183,580606,609521],[357668,427070,542137,581517],[357686,542549,581906,637525],[358094,542626,542722,627713],[358795,491400,582925,627967],[368135,438147,498835,586638],[368458,438470,499123,612796],[377186,446398,505859,590585],[380620,456718,591328,618502],[386543,455060,513369,594595],[386606,455123,513245,617821],[388526,513886,560461,632226],[391270,459641,562099,596965],[391288,459659,596127,619527],[393197,459482,517974,563137],[393260,518037,563938,633357],[394033,518837,597806,633659],[394441,518819,564745,620365],[403186,469710,525239,601047],[415229,487027,574896,608260],[415247,487045,604903,626473],[420595,485097,537739,607385],[420918,485420,538027,625899],[425043,542740,608667,637606],[427508,542460,582157,637507],[447692,514166,615674,632325],[453284,512872,559597,617759]
   ]
cell #2360 :
  |C| = 413
  W-rep = phi[[2, 2],[1, 1, 1]]+phi[[2, 1],[2, 1, 1]]+phi[[1],[3, 2, 1]]+phi[[],[3, 3, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     140 tau_infinity subcells with 2 member(s)
     21 tau_infinity subcells with 4 member(s)
  subcells = [
     [270652],[297366],[299158],[306400],[330327],[333356],[334569],[335287],[342402],[345257],[351786],[365651],[366221],[367805],[367837],[369116],[370310],[377868],[384251],[387280],[396661],[396693],[400719],[400794],[401298],[402560],[402816],[403868],[410251],[418111],[418681],[421576],[430459],[430715],[436258],[442959],[443529],[450817],[450892],[451396],[453966],[462737],[471653],[474129],[474204],[474708],[500590],[500665],[526379],
     [107887,434491],[132794,466295],[146791,481441],[160200,495569],[160606,434523],[168253,502903],[175956,509457],[188657,521719],[190586,466039],[196564,526838],[199268,528837],[207150,534473],[207556,481473],[215800,358296],[215852,358702],[218192,492009],[221221,494787],[223152,434812],[229035,549706],[229498,550060],[231998,551627],[232404,502935],[238755,556077],[240684,509201],[247027,318679],[247381,390592],[247433,393770],[250097,393907],[252476,461955],[255517,465190],[263553,569922],[263684,570060],[264090,526870],[264755,570949],[266684,528581],[272038,344059],[272392,414551],[272444,353578],[273681,533691],[275612,481762],[282190,427475],[282302,424842],[282377,354815],[282747,424917],[282908,356746],[287982,429610],[289639,584097],[290837,371971],[295980,585980],[298561,586856],[298752,370773],[299106,439399],[299295,549804],[300395,550845],[302326,503224],[305830,379129],[307613,388493],[307725,447491],[307800,379699],[308170,447566],[308331,389211],[309441,508352],[318216,459886],[318376,457381],[318408,390321],[323944,396982],[325205,598742],[325775,566154],[331936,600512],[332011,568478],[332786,405129],[334681,470803],[334756,405699],[335126,470878],[336397,527732],[341091,420265],[341123,420297],[341823,413701],[341898,413776],[343596,422770],[343756,478396],[343788,414280],[353172,423233],[353526,486349],[354468,487596],[361241,610972],[361316,583680],[361820,545181],[368537,438549],[368612,438624],[370470,499858],[370502,439128],[376560,452658],[376816,452914],[377547,446759],[377579,446791],[379352,506727],[386710,455227],[388605,513965],[388680,455797],[389050,514040],[393364,460349],[393718,518141],[403547,470071],[403579,470103],[405352,526107],[411410,483208],[411982,477409],[412238,477665],[420997,485499],[421072,485574],[422930,538762],[422962,486078],[425692,489909],[427587,542539],[427662,490479],[428032,542614],[428818,543389],[436830,498871],[437086,499127],[445200,505899],[448341,514815],[453645,513233],[453677,513265],[455450,560465],[458113,517291],[458188,517366],[460046,563926],[460078,517870],[460858,564658],[461303,564733],[468512,525279],[479128,539494],[479203,539569],[483780,537775],[484036,538031],[487868,582433],[490132,582161],[506999,560737],[511674,559637],
     [151916,215203,488327,541807],[153346,286140,490992,582892],[173252,246662,507458,561196],[181268,321941,515474,597707],[181731,249366,515828,563195],[183410,322404,518364,598061],[204187,281495,532552,579412],[204650,281958,532906,579766],[213390,358165,540110,610110],[213521,284458,540248,581333],[213927,284864,488359,541839],[237553,317477,555050,595041],[237684,317608,555188,595179],[238090,318014,507490,561228],[246836,393173,561442,619708],[247570,320608,515572,562939],[269266,350400,573363,606727],[271847,352981,574239,607603],[272581,353715,532650,579510],[304980,385860,590050,617224],[305055,385935,553606,593597]
   ]
cell #2361 :
  |C| = 175
  W-rep = phi[[3, 1, 1, 1],[1]]+phi[[3, 1],[1, 1, 1]]
  special rep = phi[[3, 1],[1, 1, 1]] , dim = 105
  orbit = [6, 2, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [216041],[248901],[250342],[277757],[284316],[284337],[285961],[313621],[313642],[319884],[320397],[320483],[349109],[349622],[349708],[356026],[356040],[356560],[381405],[384646],[384660],[385180],[391511],[391563],[415956],[415970],[419030],[419082],[425823],[448836],[448888],[451798],[479362],[479652],[507692],
     [160058,224560],[190375,258892],[207008,277020],[222432,293879],[222966,294413],[225297,304471],[231856,303734],[240473,312816],[255483,327357],[256759,329912],[259697,340577],[259718,340598],[266473,339772],[274892,348299],[275426,348833],[287948,360507],[291024,363386],[292229,365782],[294689,375823],[295202,376336],[295288,376422],[301606,375013],[302140,375547],[309407,381281],[310683,383836],[324131,395978],[327107,398650],[327481,407405],[330722,410646],[330736,410660],[331256,411180],[336363,407281],[337639,409836],[345444,415846],[346649,418242],[360257,430109],[360631,431568],[361786,431444],[363012,432404],[363496,440804],[363510,440818],[366570,443878],[366622,443930],[372158,440694],[373363,443090],[381031,448748],[395604,462209],[396088,463723],[396102,463737],[397169,463613],[398738,472148],[398790,472200],[401700,475110],[407031,472060],[415472,479354],[429035,491668],[430197,493484],[430249,493536],[431194,493396],[432412,500824],[432702,501114],[440320,500816],[462217,520310],[462507,520600],[463239,520302],[464530,527072],[491676,543589],[491732,543581],[492237,544521],[519093,564919]
   ]
cell #2362 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[2, 1]]+phi[[1, 1, 1],[3, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [192674],[218649],[251663],[257070],[257217],[257631],[287172],[291855],[292362],[292514],[310994],[311141],[311555],[323397],[327860],[328412],[337950],[338097],[338511],[346275],[346782],[346934],[363843],[366933],[367080],[371230],[372989],[373496],[373648],[381784],[382336],[391874],[392021],[398000],[400186],[401612],[401833],[401985],[403036],[407784],[408336],[416303],[419393],[419540],[425956],[426108],[430935],[431947],[432835],[433953],[434777],[435544],[436398],[441151],[444241],[444388],[450284],[451710],[451931],[452083],[458434],[462640],[462877],[464070],[464767],[464875],[465445],[466593],[468101],[473596],[475022],[475243],[475395],[479785],[480903],[481727],[482494],[492474],[492582],[492763],[494382],[494445],[501247],[502365],[503189],[503956],[507929],[508037],[508607],[509755],[519643],[519706],[520733],[527309],[527417],[527987],[529135],[533286],[533349],[544758],[544866],[550440],[550503],[565749],[565812],
     [115683,377321],[135063,403321],[141623,341592],[160484,434265],[163085,368306],[169362,242772],[170334,305587],[178225,453419],[190327,465715],[190881,400488],[193646,332543],[201382,271109],[207434,481215],[210035,420766],[213805,488101],[222747,495176],[222916,433801],[223466,365408],[226230,297823],[232282,502677],[237968,507232],[240425,508877],[240979,450586],[243744,386467],[247865,457882],[263968,526612],[266425,528257],[266979,473898],[270936,531486],[272876,478897],[275207,534080],[275376,480751],[275926,417868],[278690,352243],[283222,425449],[284742,541581],[295154,547426],[297650,548640],[299590,500359],[301921,551234],[302090,502213],[302640,442716],[306335,554001],[306695,505802],[308645,448098],[317892,560970],[319136,392435],[320349,562615],[320903,517060],[330611,567748],[331037,567947],[331206,523753],[333291,568873],[333651,525182],[335601,471410],[342382,531378],[342716,477885],[344516,423690],[349574,577132],[352070,578346],[354010,539263],[356341,580940],[356510,541117],[357060,489666],[365002,584796],[366156,585190],[366516,547081],[369096,548532],[369430,499347],[376288,589749],[377036,453134],[377833,506039],[378003,554064],[384535,592867],[384961,593066],[385130,558111],[387215,593992],[387575,559540],[389525,514572],[401278,567640],[403833,525419],[404003,568936],[410535,603329],[410961,603528],[411130,572983],[411550,483348],[412536,531667],[417462,605543],[418616,605937],[418976,576787],[421556,578238],[421890,538251],[434947,585253],[437384,548821],[442310,614010],[443464,614404],[443824,589404],[444789,511263],[451376,592759],[453931,559777],[454101,594055],[474688,603221],[481897,606000],[484334,578527],[503359,614467]
   ]
cell #2363 :
  |C| = 455
  W-rep = phi[[2, 1, 1, 1],[2]]+phi[[1, 1, 1, 1],[3]]+phi[[2, 1],[2, 1, 1]]+phi[[1, 1],[3, 1, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     35 tau_infinity subcells with 1 member(s)
     140 tau_infinity subcells with 2 member(s)
     35 tau_infinity subcells with 4 member(s)
  subcells = [
     [439442],[470357],[491191],[497599],[499425],[516758],[518557],[520130],[524155],[525781],[536231],[541248],[541269],[544334],[547734],[547790],[558242],[558263],[562345],[562677],[565438],[565494],[568323],[576862],[577194],[580813],[581103],[583525],[591636],[592939],[593229],[596296],[605136],[606187],[616013],
     [285827,542860],[318963,561775],[322094,518405],[344343,574572],[354750,580146],[355110,540151],[358339,491338],[371057,587189],[379634,590868],[379994,555091],[390287,595735],[390301,561667],[390635,518184],[405634,601330],[405994,569963],[413091,604186],[414246,604511],[414260,574464],[414594,486392],[423517,607936],[424396,542093],[424566,580209],[424618,608511],[428748,610496],[433932,496569],[437939,612653],[439094,612978],[439108,587081],[446186,615267],[446200,554488],[447045,513519],[447215,590931],[447267,615518],[455732,618042],[456092,595082],[456948,563493],[457129,595791],[460633,620041],[461059,620240],[461228,598102],[465777,523194],[469498,621943],[469512,569360],[470527,601393],[470579,622194],[476137,536503],[477147,574040],[477199,623979],[477963,538329],[478144,604567],[480882,535473],[484889,625756],[486044,626081],[486058,607828],[487270,581835],[489260,627113],[490414,627507],[490774,610151],[495049,546658],[495339,546948],[496071,546650],[497327,553385],[497447,547726],[498609,586657],[498661,629096],[499606,613034],[502344,552627],[504775,558513],[505379,590557],[505669,590613],[506401,560139],[508939,557552],[511121,631685],[512660,631918],[512674,594479],[513689,618105],[513741,632169],[516681,632942],[517836,633267],[517850,619933],[519978,565430],[521386,566471],[521442,566463],[521947,567403],[523884,573114],[523905,573135],[524759,601019],[525049,601075],[528319,572424],[530580,577440],[530636,577496],[531141,604272],[533953,576364],[534243,576654],[534975,576356],[536154,636265],[537513,607404],[537565,636446],[538510,626137],[541234,637199],[542263,627570],[542315,637450],[543960,583393],[544016,583385],[545441,584360],[547156,589479],[547488,589811],[548295,612739],[551107,588981],[551397,589271],[552129,588973],[553451,593442],[555744,591590],[555800,591582],[556305,592522],[558228,639527],[559117,617731],[559407,617787],[562729,640188],[563674,633323],[565199,598526],[566517,602098],[567820,603401],[568110,603691],[570616,602052],[570672,602044],[571177,602984],[575147,605107],[577246,641753],[578001,625842],[583439,611154],[583764,611108],[583820,611100],[584389,613603],[585440,614654],[587764,613574],[598555,620844],[598806,620815],[599301,622689],[610876,628322],
     [342368,412967,573666,604140],[369082,437815,586283,612607],[378055,446076,590318,615238],[400109,467148,599579,621468],[401264,467024,599904,621422],[404055,469388,600780,621914],[412717,477059,573722,604132],[421542,484765,607030,625710],[433918,496555,611629,628750],[434999,496445,611880,628721],[437565,498521,586339,612599],[445702,505371,554336,590549],[450207,510310,616291,631443],[451362,510186,616616,631397],[454153,512550,617492,631889],[465829,523246,621190,634193],[466774,523106,599960,621414],[467959,530501,621710,635487],[469014,524751,569208,601011],[473519,529690,622967,635245],[474674,529566,623292,635199],[475985,530572,536351,577432],[480868,535459,624732,636100],[481949,535349,624983,636071],[484515,537425,607086,625702],[497250,553308,628915,638994],[502330,552613,629849,638829],[503411,552503,630100,638800],[508991,557604,631165,639414],[509936,557464,616672,631389],[512176,559109,594327,617723],[523870,573100,634306,641411],[528371,572476,634967,641298],[529316,572336,623348,635191],[547540,589863,638196,642997]
   ]
cell #2364 :
  |C| = 55
  W-rep = phi[[3],[1, 1, 1, 1]]+phi[[],[4, 1, 1, 1]]
  special rep = phi[[3],[1, 1, 1, 1]] , dim = 35
  orbit = [6, 2, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 1
  number of tau_infinity subcells = 35
     15 tau_infinity subcells with 1 member(s)
     20 tau_infinity subcells with 2 member(s)
  subcells = [
     [263542],[299084],[334567],[335101],[367803],[370358],[396659],[402864],[405260],[430763],[436480],[462959],[467984],[492646],[519114],
     [153499,358891],[183399,394501],[213379,358154],[215778,428796],[237542,317466],[247359,393696],[250072,461278],[272370,353504],[282188,427473],[282722,428007],[307611,388491],[308145,389025],[318264,459934],[341089,420263],[343644,422818],[354376,490040],[376864,452962],[379260,455358],[411632,483430],[444672,511146]
   ]
cell #2365 :
  |C| = 154
  W-rep = phi[[2],[2, 1, 1, 1]]+phi[[1],[3, 1, 1, 1]]
  special rep = phi[[2],[2, 1, 1, 1]] , dim = 84
  orbit = [4, 4, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     14 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [196050],[228927],[262968],[263470],[295884],[298541],[325109],[331916],[334502],[361221],[367738],[396594],[402553],[430452],
     [101597,358893],[125900,322512],[126059,394512],[151402,285626],[153238,358785],[153290,428273],[172738,246148],[181160,321833],[181212,457493],[183327,394429],[183347,393927],[204079,281387],[204131,478508],[212805,357580],[213307,358082],[213327,424937],[215780,428253],[228979,499970],[236968,316892],[237470,317394],[237490,447586],[246816,393153],[246931,390496],[247361,457473],[263490,470898],[269170,350304],[271827,352961],[271942,414455],[272372,478488],[281439,538874],[282123,427408],[282282,424822],[298656,439303],[299086,499950],[304960,385840],[305734,379033],[307546,388426],[307705,447471],[317414,514060],[318309,457314],[321885,564038],[332690,405033],[334661,470783],[341024,420198],[341803,413681],[343689,478329],[353076,486253],[353506,538854],[358102,542634],[358837,583004],[368517,438529],[370403,499791],[376553,452651],[377480,446692],[386614,455131],[388585,513945],[393268,518045],[393698,564018],[394449,564753],[394564,598333],[403480,470004],[411975,477402],[420977,485479],[422863,538695],[427567,542519],[428798,582984],[436823,498864],[453578,513166],[459979,563859],[483773,537768]
   ]
cell #2366 :
  |C| = 553
  W-rep = phi[[2, 1],[2, 1, 1]]+phi[[1, 1],[3, 1, 1]]+phi[[2],[2, 2, 1]]+phi[[1],[3, 2, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     91 tau_infinity subcells with 4 member(s)
  subcells = [
     [329106],[329556],[329629],[331606],[360911],[363280],[365058],[365476],[383030],[383480],[383553],[395872],[398612],[400246],[409030],[409480],[409553],[415740],[417518],[417936],[430071],[432593],[440014],[440087],[440588],[442366],[442784],[448710],[450344],[462398],[463507],[470996],[471060],[471478],[472022],[473656],[479543],[493358],[497643],[499986],[500117],[501005],[520174],[520491],[524227],[525807],[544406],[547816],[565520],
     [170498,505560],[193810,524940],[201722,477021],[223630,546839],[226570,498483],[234948,445970],[243908,559298],[257971,523068],[258081,567288],[260948,469282],[263471,470923],[269431,413371],[276090,576545],[279030,537387],[293413,496339],[293581,546522],[293599,584961],[296145,438219],[298490,439564],[298542,499451],[302804,589162],[304650,385530],[311895,557426],[312005,592407],[314872,512444],[331865,468316],[331917,524181],[334510,525794],[338851,572298],[338961,602869],[347833,535243],[348001,576228],[348019,605708],[350565,485169],[361170,492978],[361222,544360],[367515,497526],[367746,547803],[371680,613424],[374547,552397],[374715,588845],[374733,614175],[391207,459578],[391280,459651],[394025,518829],[396371,520057],[396602,565507],[402615,524115],[406612,601861],[406630,622515],[415166,486964],[415239,487037],[425035,542732],[425099,489316],[425517,489734],[428289,543214],[430514,544294],[439514,629410],[447684,514158],[447748,514222],[448166,514640],[457509,564054],[457640,516818],[476181,536547],[478524,538890],[478655,539021],[487296,581861],[504847,558585],[506427,560165],[530662,577522],
     [125866,322122,460687,564185],[151012,283386,487395,539909],[151368,355138,487697,580281],[153240,358393,428254,542796],[172348,308809,506526,554849],[172704,380022,506828,591003],[180768,319476,457091,515184],[180786,390516,515014,595817],[181162,390689,457474,561711],[183328,393952,394430,518756],[195660,335765,525906,569721],[196016,406022,526208,601465],[201832,343566,531026,574112],[203687,344856,478106,532262],[203705,414475,532092,604593],[204081,414648,478489,574508],[212830,355560,424771,487538],[212903,424823,424844,580235],[213308,358083,424962,542659],[226680,370280,548180,586729],[228535,371570,499568,549416],[228553,439323,549246,613060],[228929,439496,499951,587125],[235116,379226,505243,554532],[235134,379053,553772,590639],[236993,380444,447420,506669],[237066,447472,447493,590957],[237471,317395,447611,514085],[245758,389689,560264,594840],[246114,456120,560566,618177],[246765,390757,393102,459128],[246817,393154,456974,563519],[246852,457309,457322,595804],[261116,405226,524623,569404],[261134,405053,568644,601101],[262993,406444,470732,526049],[263066,470784,470805,601419],[269881,413630,413821,531882],[269954,413682,413703,574066],[271776,352910,414716,486514],[271828,352962,477989,538355],[271863,478324,478337,604580],[279140,422740,577886,607476],[280995,424030,538472,579122],[281013,486273,578952,626163],[281389,486446,538855,607872],[282131,427416,487283,581848],[285236,357224,581960,609909],[285592,490802,582262,627642],[296595,438478,438669,549036],[296668,438530,438551,586683],[298577,499786,499799,613047],[304909,385789,445004,511478],[304961,385841,504801,558539],[305237,446352,446469,554415],[305655,446687,446700,590626],[307554,388434,506414,560152],[315040,455324,558981,594523],[315058,455151,593763,617813],[316917,456542,513894,560407],[316990,513946,513967,618131],[319586,392885,596181,619581],[321441,392775,563636,597417],[321459,518065,597247,633349],[321835,518238,564019,619977],[322478,461256,598162,633713],[332193,469664,469781,569287],[332611,469999,470012,601088],[340801,419975,476064,536430],[341032,420206,530649,577509],[341350,477352,477464,574000],[344966,424140,604957,626527],[351015,485428,485619,578742],[351088,485480,485501,607430],[352997,538690,538703,626150],[355728,427175,580677,609592],[355746,427193,608832,627278],[357605,427007,542468,582103],[357678,542520,542541,627596],[358411,491410,610262,637771],[358787,491392,582985,628038],[368064,498814,498926,586617],[376615,452713,504735,558473],[380612,456710,591399,618573],[380630,456728,615839,632490],[386117,512826,512943,594406],[386535,513161,513174,617800],[390707,518256,618846,640502],[393189,563854,563867,633336],[414666,486464,624293,636760],[420524,537718,537830,607364]
   ]
cell #2367 :
  |C| = 140
  W-rep = phi[[3, 1],[1, 1, 1]]+phi[[],[4, 2, 1]]
  special rep = phi[[3, 1],[1, 1, 1]] , dim = 105
  orbit = [6, 2, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     70 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [160744],[191118],[207694],[223222],[223744],[229652],[232542],[241216],[255587],[257558],[264228],[264247],[267216],[275682],[276204],[288052],[291123],[293014],[299335],[299827],[299902],[302396],[302918],[309511],[311482],[324230],[327192],[332051],[335357],[335369],[335879],[336467],[338438],[345543],[347434],[360342],[361356],[361890],[363017],[367907],[367919],[371098],[371157],[372257],[374148],[381116],[395609],[396763],[396775],[397268],[402904],[402963],[406045],[407116],[415477],[429040],[430803],[430862],[431279],[436223],[436565],[440325],[462702],[463044],[463244],[467989],[491709],[491737],[492651],[519119],
     [153392,216089],[181885,249520],[183484,250406],[204804,282112],[214065,285002],[214084,285021],[215937,286034],[238228,318152],[238247,318171],[247610,320648],[248102,321140],[248177,321215],[272621,353755],[273113,354247],[273188,354322],[282978,356816],[282990,356828],[283500,357338],[305095,385975],[308401,389281],[308413,389293],[308923,389803],[319004,392303],[319063,392362],[341193,420367],[341205,420379],[344384,423558],[344443,423617],[355161,426608],[376904,453002],[376963,453061],[380045,456143],[411375,483173],[411717,483515],[444677,511151]
   ]
cell #2368 :
  |C| = 175
  W-rep = phi[[3, 1, 1, 1],[1]]+phi[[3, 1],[1, 1, 1]]
  special rep = phi[[3, 1],[1, 1, 1]] , dim = 105
  orbit = [6, 2, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [183564],[214735],[216009],[242634],[248850],[248869],[250334],[277706],[277725],[283762],[284254],[284329],[313067],[313559],[313634],[319864],[319876],[320386],[345783],[349089],[349101],[349611],[355956],[356015],[381385],[381397],[384576],[384635],[391508],[415886],[415945],[419027],[448491],[448833],[479359],
     [132278,191866],[159996,224498],[175440,241964],[189842,258359],[190364,258881],[192536,268634],[198752,267964],[206946,276958],[221136,291238],[222421,293868],[225246,304420],[225265,304439],[231794,303672],[239940,312283],[240462,312805],[252391,324345],[255472,327346],[256704,329857],[259143,340023],[259635,340515],[259710,340590],[265940,339239],[266462,339761],[273596,345658],[274881,348288],[287937,360496],[290969,363331],[291363,372497],[294669,375803],[294681,375815],[295191,376325],[300310,372372],[301595,375002],[309396,381270],[310628,383781],[324076,395923],[324470,397508],[325690,397383],[326923,398385],[327461,407385],[327473,407397],[330652,410576],[330711,410635],[336352,407270],[337584,409781],[345389,415791],[360073,429844],[360611,431548],[360623,431560],[361775,431433],[363426,440734],[363485,440793],[366567,443875],[372103,440639],[380847,448483],[394688,461529],[396018,463653],[396077,463712],[397114,463558],[398393,471803],[398735,472145],[406847,471795],[429852,493139],[430194,493481],[431010,493131],[432409,500821],[461537,519155],[461610,519147],[462214,520307],[491673,543586]
   ]
cell #2369 :
  |C| = 55
  W-rep = phi[[3],[1, 1, 1, 1]]+phi[[],[4, 1, 1, 1]]
  special rep = phi[[3],[1, 1, 1, 1]] , dim = 35
  orbit = [6, 2, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 1
  number of tau_infinity subcells = 35
     15 tau_infinity subcells with 1 member(s)
     20 tau_infinity subcells with 2 member(s)
  subcells = [
     [228982],[263480],[298551],[299073],[331926],[334556],[361231],[367792],[370303],[396648],[402809],[430708],[436215],[462694],[491701],
     [126062,322558],[153293,358840],[181215,321888],[183337,394439],[204134,281442],[213317,358092],[215767,428785],[237480,317404],[246826,393163],[247348,393685],[271837,352971],[272359,353493],[282177,427462],[304970,385850],[307600,388480],[318209,459879],[341078,420252],[343589,422763],[376809,452907],[411367,483165]
   ]
cell #2370 :
  |C| = 427
  W-rep = phi[[2, 2, 1, 1],[1]]+phi[[2, 1, 1, 1],[2]]+phi[[2, 2],[1, 1, 1]]+phi[[2, 1],[2, 1, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     91 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     49 tau_infinity subcells with 4 member(s)
  subcells = [
     [321998],[322238],[354728],[355014],[356654],[358265],[379612],[379898],[385274],[390278],[390297],[390561],[391521],[391577],[405612],[405898],[413069],[414237],[414256],[414520],[419040],[419096],[424576],[424632],[425830],[437917],[439085],[439104],[439368],[446177],[446196],[447225],[447281],[448846],[448902],[451805],[455710],[455996],[457136],[469489],[469508],[470537],[470593],[477157],[477213],[478151],[479400],[479659],[484867],[486035],[486054],[486318],[490392],[490678],[498619],[498675],[499613],[505417],[505676],[507720],[512651],[512670],[513699],[513755],[516659],[517827],[517846],[518110],[518910],[524797],[525056],[531169],[536132],[537523],[537579],[538517],[541225],[541244],[542273],[542329],[543094],[543358],[548323],[558219],[558238],[559155],[559414],[562849],[563681],[577366],[578029],
     [248846,562743],[250383,564448],[277702,577260],[284252,581110],[284378,581257],[285957,582647],[306313,378267],[313557,593236],[313683,593383],[319862,596324],[320388,562687],[320479,596622],[331350,411274],[333269,404267],[342359,412958],[349087,606215],[349613,577204],[349704,606513],[356017,580851],[356036,608978],[366134,435211],[366580,443888],[366636,443944],[369073,437806],[378013,446034],[380977,448577],[381383,616041],[384637,592977],[384656,616844],[387193,454365],[398748,472158],[398804,472214],[400087,467126],[401255,467015],[401707,475117],[404013,469346],[412663,476888],[415947,605174],[415966,624555],[418594,482161],[421533,484756],[430207,493494],[430263,493550],[432450,500862],[432709,501121],[433909,496546],[433928,496565],[434957,496403],[437511,498350],[443442,503623],[450185,510288],[451353,510177],[454111,512508],[462255,520348],[462514,520607],[464558,527100],[473497,529668],[474665,529557],[480859,535450],[480878,535469],[481907,535307],[484461,537254],[492265,544549],[497228,553286],[502321,552604],[502340,552623],[503369,552461],[523861,573091],[523880,573110],[547660,589983],
     [132274,191862,465843,523260],[159994,224496,495346,546955],[175436,241960,509005,557618],[189840,258357,521975,567431],[190366,258883,465787,523204],[198748,267960,528385,572490],[206944,276956,534250,576661],[221134,291236,545679,584507],[222423,293870,495087,546696],[225242,304416,547554,589877],[231792,303670,551404,589278],[239938,312281,556333,592550],[240464,312807,508949,557562],[252389,324343,519331,565066],[255474,327348,521689,566670],[256717,329870,466720,522935],[259633,340513,568117,603698],[259759,340639,568264,603845],[265938,339237,571205,603012],[266464,339763,528329,572434],[273594,345656,575385,605254],[274883,348290,533991,576402],[287939,360498,491979,543788],[290982,363344,494897,545799],[294667,375801,585468,614682],[295193,376327,547498,589821],[295284,376418,585766,614980],[300308,372370,588002,613721],[301597,375004,551145,589019],[309398,381272,556047,591789],[310641,383794,509882,557293],[324089,395936,462065,519451],[325688,397381,599044,620962],[327053,398479,406977,471889],[327459,407383,599329,622717],[330713,410637,567858,603439],[330732,410656,600132,623520],[336354,407272,570919,602251],[337597,409794,529262,572165],[345402,415804,533801,575505],[360203,429938,431140,493225],[360609,431546,610904,628350],[361777,431435,584067,611307],[363487,440795,584427,613641],[363506,440814,611452,629672],[372116,440652,550955,588122],[396079,463714,598593,620882],[396098,463733,620667,633924],[397127,463571,566264,599164]
   ]
cell #2371 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[2, 1]]+phi[[1, 1, 1],[3, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [364792],[364816],[365807],[367578],[396434],[398675],[399571],[399914],[405285],[417252],[417276],[418267],[430134],[432538],[433446],[435238],[436505],[442100],[442124],[443115],[448773],[449669],[450012],[462343],[462984],[464627],[466610],[467749],[467773],[468118],[472085],[472981],[473324],[479488],[480396],[482188],[489050],[489074],[492334],[492780],[493421],[494462],[496083],[496660],[496712],[497055],[497459],[500950],[501858],[503650],[507789],[509772],[510911],[510935],[516143],[516486],[519723],[519990],[520436],[521454],[521512],[523285],[523398],[527169],[529152],[530291],[530315],[533366],[534987],[535564],[535616],[535959],[540762],[544028],[544086],[544618],[545538],[546662],[550520],[552141],[552718],[552770],[553113],[555812],[555870],[557643],[557756],[565296],[565829],[566475],[570684],[570742],[572515],[572628],[575244],[576368],[583397],[583832],[583890],[587861],[588985],[591594],[598903],[602056],[611112],
     [202417,531238],[227265,548392],[235710,505505],[247133,561527],[258666,567500],[261710,524885],[270476,477084],[272144,574324],[279725,578098],[282484,539854],[292890,584737],[294175,546784],[297190,498546],[298858,586941],[305986,446532],[306622,590415],[307907,554794],[312590,592619],[315634,559243],[318503,515247],[328856,599537],[328932,566968],[330151,523131],[332942,469844],[333578,600877],[334863,569666],[339546,603081],[340864,420038],[342588,604144],[342664,573792],[343883,532325],[347310,605484],[348595,576490],[351610,537450],[353278,607688],[354401,490065],[366443,611977],[369302,612611],[369378,586409],[370597,549479],[374024,613951],[375309,589107],[378270,554081],[378294,506146],[379285,455383],[382780,616249],[382856,592087],[384075,557489],[386866,513006],[387502,617589],[388787,594785],[393470,619793],[401484,621426],[401560,600030],[402361,621651],[404270,568953],[404294,525526],[408780,622925],[408856,602549],[410075,572361],[411657,483455],[412553,531684],[412896,573734],[418903,625080],[421762,625714],[421838,607156],[423057,579185],[426484,627054],[427769,609854],[435214,585270],[435988,628873],[436064,612245],[437401,548838],[437744,586351],[443751,630197],[444806,511280],[445714,554348],[451582,631401],[451658,616742],[452459,631626],[454368,594072],[454392,559884],[458878,632900],[458954,619261],[460173,597480],[466953,599972],[467244,634226],[469026,569220],[474894,635203],[474970,623418],[475771,635428],[475997,536363],[482164,606017],[482938,636223],[483014,625348],[484351,578544],[484694,607098],[503626,614484],[504400,638952],[504476,630465],[510115,616684],[510406,639447],[512188,594339],[529495,623360],[529786,641331]
   ]
cell #2372 :
  |C| = 553
  W-rep = phi[[2, 1],[2, 1, 1]]+phi[[1, 1],[3, 1, 1]]+phi[[2],[2, 2, 1]]+phi[[1],[3, 2, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     91 tau_infinity subcells with 4 member(s)
  subcells = [
     [400710],[400734],[400967],[402677],[430576],[432655],[434075],[434418],[450808],[450832],[451065],[462460],[464685],[465981],[474120],[474144],[474377],[479605],[481025],[481368],[492392],[494404],[500581],[500605],[501067],[502487],[502830],[507847],[509143],[519665],[520553],[526370],[526422],[526765],[527227],[528523],[533308],[544676],[547860],[549633],[549746],[550462],[565564],[565771],[568420],[569544],[583622],[585916],[598678],
     [235825,554023],[261825,568895],[270643,531296],[294290,585212],[297357,548450],[306340,505622],[315749,594014],[329733,599762],[330318,567558],[333296,525002],[335104,470818],[342071,477526],[348710,605959],[351777,578156],[365566,611752],[365642,585005],[366161,546901],[368785,498988],[370323,438797],[370361,499442],[375424,614426],[376677,452775],[383657,616474],[384242,592677],[387220,559360],[402829,468235],[402867,524172],[405272,525793],[409657,623150],[410242,603139],[418026,624855],[418102,605752],[418621,576607],[421245,537892],[430728,492897],[430766,544351],[436316,497517],[436492,547802],[440191,629557],[442874,629972],[442950,614219],[443469,589224],[458104,517282],[458128,517306],[460849,564649],[462795,520048],[462971,565506],[468060,524114],[471568,634744],[471644,622559],[479119,539485],[479143,539509],[487859,582424],[487911,541391],[488254,541734],[490919,582819],[492722,544293],[500076,638434],[506990,560728],[507042,560780],[507385,561123],[515401,597634],[515514,562881],[530706,577566],[532479,579339],[532592,579452],[539732,609732],[553548,593539],[554672,594663],[573299,606663],
     [183358,322021,518284,597747],[213007,282599,539796,580168],[213338,355037,540030,608608],[215791,358287,490883,582476],[237170,308022,554736,590890],[237501,379921,554970,615615],[246942,390507,561463,618768],[247018,318670,515058,561585],[247372,390583,515365,595861],[250075,393847,461281,564673],[263170,334978,569608,601352],[263501,405921,569842,622291],[270058,343465,573524,604369],[271953,414466,574260,624215],[272029,344050,532136,574382],[272383,414542,532443,604637],[282293,424833,487647,580226],[282317,354755,487609,539971],[282725,424857,428010,542554],[296772,370179,586141,612836],[298667,439314,586877,629332],[298743,370764,549290,586999],[299097,439390,549597,613104],[305745,379044,590190,615390],[305821,379120,553816,590683],[307716,447482,506778,590948],[307740,379639,506740,554911],[308148,389028,447506,513980],[317094,388902,594727,618064],[317425,456019,594961,632266],[318229,389990,459899,517539],[318267,456965,459937,563510],[318303,457308,515234,595803],[332701,405044,600652,622066],[332777,405120,568688,601145],[334672,470794,526158,601410],[334696,405639,526120,569783],[341814,413692,477716,574057],[341838,413716,477678,531801],[343609,413949,422783,485747],[343647,422821,477980,538346],[343683,478323,532312,604579],[351192,422639,606888,625939],[353087,486264,607624,636682],[353163,423224,578996,607746],[353517,486340,579303,626207],[354388,487282,490052,581847],[357782,427884,609796,627529],[358113,490701,610030,637547],[368528,438540,499178,586674],[368552,438564,499140,548955],[370397,499785,549466,613046],[376829,444923,452927,511397],[376867,452965,504792,558530],[377131,446343,505957,554406],[377474,446686,506133,590625],[379272,455370,506413,560151],[386625,455142,617364,632041],[386701,455218,593807,617857],[388596,513956,560516,618122],[388620,455737,560478,594902],[391384,459755,618993,633125],[393279,518056,619729,640424],[393355,460340,597291,619851],[393709,518132,597598,633393],[394460,518933,620415,640649],[403131,469655,525337,569278],[403474,469998,525513,601087],[411468,476055,483266,536421],[411644,483442,530648,577508],[411924,477351,531626,573999],[415343,487141,624440,636907],[420988,485490,538082,607421],[421012,485514,538044,578661],[422857,538689,579172,626149],[425607,489824,626829,637322],[425683,489900,608876,627322],[427578,542530,582212,627587],[427602,490419,582174,609971],[428379,543304,627790,642509],[428809,543380,610613,637815],[436772,498813,548780,586616],[444748,504734,511222,558472],[448256,514730,630942,639965],[448332,514806,615883,632534],[453229,512817,559695,594397],[453572,513160,559871,617799],[457599,564144,632697,643640],[459973,563853,597467,633335],[478614,538980,635705,641991],[483722,537717,578486,607363]
   ]
cell #2373 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[2, 1]]+phi[[1, 1, 1],[3, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [328741],[328869],[329885],[331685],[360990],[363359],[364335],[364616],[370331],[382665],[382793],[383809],[395951],[398548],[399558],[401497],[402837],[408665],[408793],[409809],[415819],[416795],[417076],[430007],[430736],[432525],[434757],[435873],[436001],[436378],[440667],[441643],[441924],[448646],[449656],[451595],[458763],[458891],[462330],[462857],[463586],[464747],[466558],[466597],[467292],[467573],[468105],[471958],[472968],[474907],[479475],[481707],[482823],[482951],[488593],[488874],[492454],[492767],[493294],[494449],[494524],[495970],[496699],[500937],[503169],[504285],[504413],[507909],[509720],[509759],[510454],[510735],[516130],[519710],[519785],[520423],[521499],[522368],[527289],[529100],[529139],[529834],[530115],[533353],[533428],[534874],[535603],[544073],[544738],[545474],[550507],[550582],[552028],[552757],[555857],[556726],[565232],[565816],[565891],[570729],[571598],[575180],[583877],[587797],[598839],
     [171148,505492],[194460,524872],[202397,476957],[213099,539841],[224280,546771],[227245,498419],[235647,446049],[237262,554781],[244558,559230],[247113,515120],[257372,566955],[258646,523004],[261647,469361],[263262,569653],[270210,413450],[270850,573779],[272124,532198],[276740,576477],[279705,537323],[282421,487617],[292699,584673],[292870,546133],[294112,496418],[296924,438298],[297564,586396],[298838,549352],[303454,589094],[304729,385609],[306431,590351],[306602,554143],[307844,506748],[311296,592074],[312570,557362],[315571,512523],[317186,594772],[318237,459907],[330525,600017],[333387,600813],[333558,569015],[334800,526128],[338252,602536],[339526,572234],[342473,531358],[342601,477686],[343617,422791],[347119,605420],[347290,575839],[348532,535322],[351344,485248],[351984,607143],[353258,579058],[357874,609841],[366252,611913],[366423,585332],[367235,612232],[369187,548512],[369315,499148],[373833,613887],[374004,588456],[375246,552476],[376837,452935],[377813,506019],[378094,554068],[384449,616729],[387311,617525],[387482,594134],[388724,560486],[392176,619248],[393450,597353],[401369,567620],[402170,621587],[402341,600357],[403813,525399],[404094,568940],[410449,623405],[411530,483328],[412540,531671],[418712,625016],[418883,606079],[419695,625335],[421647,578218],[421775,538052],[426293,626990],[426464,609203],[427706,582182],[434709,628670],[435038,585257],[437388,548825],[443560,630133],[443731,614546],[444543,630452],[444793,511267],[451467,592739],[452268,631562],[452439,617069],[453911,559757],[454192,594059],[474779,603201],[475580,635364],[475751,623745],[481659,636020],[481988,606004],[484338,578531],[503121,638749],[503450,614471]
   ]
cell #2374 :
  |C| = 553
  W-rep = phi[[2, 1],[2, 1, 1]]+phi[[1, 1],[3, 1, 1]]+phi[[2],[2, 2, 1]]+phi[[1],[3, 2, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     91 tau_infinity subcells with 4 member(s)
  subcells = [
     [434516],[434594],[434742],[436363],[462842],[464732],[465987],[466382],[481466],[481544],[481692],[492439],[494410],[495533],[502928],[503006],[503154],[507894],[509149],[509544],[519671],[521418],[526863],[526941],[527274],[528529],[528924],[533314],[534437],[543992],[544723],[549752],[550147],[550323],[550468],[551591],[555776],[565777],[568426],[570024],[570461],[570648],[583628],[583796],[585944],[587265],[598706],[600533],[610993],
     [270663,573698],[297377,586315],[306411,554029],[330338,599936],[333367,568901],[342395,531343],[351797,607062],[365662,611780],[366232,585218],[369109,548497],[370907,439327],[377798,506004],[384262,616648],[387291,594020],[400805,599768],[400825,621307],[401291,567605],[403798,525384],[405278,470322],[405312,470337],[410262,623324],[411515,483313],[418122,624883],[418692,605965],[421569,578203],[436498,497564],[436532,497579],[438784,499429],[442970,630000],[443540,614432],[450903,616480],[450923,631282],[451389,592724],[453896,559742],[462977,520095],[463011,520110],[468066,524120],[468222,524159],[471664,634772],[474215,623156],[474235,635084],[474701,603186],[488352,541832],[488430,541910],[491095,543189],[492728,544299],[492884,544338],[497423,547766],[500676,629563],[500696,638518],[507483,561221],[507561,561299],[515520,562887],[515915,563282],[516091,563458],[518451,564473],[519954,565470],[527056,641126],[532598,579458],[532993,579853],[533169,580029],[540212,581297],[540649,581734],[553554,593545],[555152,595143],[555589,595580],[561851,596717],[573327,606691],[574648,608012],[590071,617245],
     [215811,285741,542774,582463],[247038,318690,561491,595767],[247392,318877,561689,595848],[250108,322001,518324,564192],[272049,344070,574288,604543],[272403,344257,574486,604624],[282388,354826,539802,580174],[282408,354846,580104,608544],[282758,355017,540070,580288],[285677,358224,491429,543317],[298763,370784,586905,613010],[299117,370971,587103,613091],[305841,379140,590218,615418],[307811,379710,554742,590896],[307831,379730,590826,615551],[308181,379901,555010,591010],[318401,390314,515240,561632],[318479,390392,515274,561647],[318813,390520,460483,518069],[332797,405140,600680,622094],[334767,405710,569614,601358],[334787,405730,601288,622227],[335137,405901,569882,601472],[341909,413787,573530,604375],[341929,413807,604025,624096],[343781,414273,532318,574429],[343859,414351,532352,574444],[344193,414479,423367,486277],[353183,423244,607652,626113],[353537,423431,607850,626194],[354394,424361,490058,542058],[354428,424376,490092,542073],[354555,424657,539958,580213],[368623,438635,586147,612842],[368643,438655,612492,629213],[370495,439121,549472,587046],[370573,439199,549506,587061],[377572,446784,506139,554453],[377650,446862,506173,554468],[379278,447010,455376,513484],[379312,447025,455410,513499],[379439,447306,554898,590935],[386721,455238,617392,632069],[388691,455808,594733,618070],[388711,455828,618000,632202],[389061,455999,595001,618184],[389977,456952,517526,563497],[393375,460360,619757,633299],[393729,460547,619955,633380],[403572,470096,525519,569325],[403650,470174,525553,569340],[405439,470618,569770,601397],[411650,476102,483448,536468],[411684,476117,483482,536483],[411930,477357,531632,574005],[412325,477752,531788,574044],[413936,477967,485734,538333],[421083,485585,606894,625945],[421103,485605,625595,636563],[422955,486071,579178,607793],[423033,486149,579212,607808],[425703,489920,626857,637350],[427673,490490,609802,627535],[427693,490510,627465,637483],[428043,490681,610070,627649],[428829,491493,628016,637802],[436778,498819,548786,586622],[437173,499214,548942,586661],[444754,504740,511228,558478],[444910,504779,511384,558517],[445164,505863,554312,590589],[448352,514826,630970,639993],[453670,513258,559877,594444],[453748,513336,559911,594459],[455537,513780,594889,618109],[458199,517377,618999,633131],[458219,517397,632781,640305],[460071,517863,597473,619898],[460149,517941,597507,619913],[460964,518742,633536,640585],[461314,518913,620455,633720],[468476,525243,569184,601051],[475961,530612,536327,577472],[479214,539580,624446,636913],[479234,539600,635789,642075],[483728,537723,578492,607369],[484123,538118,578648,607408],[488545,542025,637119,642306],[490219,542354,609958,627574],[507676,561414,639242,643435],[511638,559601,594303,617763]
   ]
cell #2375 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[2, 1]]+phi[[1, 1, 1],[3, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [257176],[257207],[257529],[259974],[288594],[291094],[292272],[292609],[311100],[311131],[311453],[324201],[327150],[328340],[338056],[338087],[338409],[345514],[346692],[347029],[360300],[363200],[367039],[367070],[371128],[372228],[373406],[373743],[381074],[382264],[391980],[392011],[395792],[397239],[400912],[401602],[401743],[402080],[402934],[407074],[408264],[415660],[419499],[419530],[425866],[426203],[430833],[431237],[432745],[434619],[434767],[435472],[436388],[440508],[444347],[444378],[451010],[451700],[451841],[452178],[458362],[462550],[462867],[463427],[464757],[464803],[465995],[466598],[468106],[474322],[475012],[475153],[475490],[479695],[481569],[481717],[482422],[492464],[492510],[492768],[494418],[494450],[501157],[503031],[503179],[503884],[507919],[507965],[509157],[509760],[519679],[519711],[520643],[527299],[527345],[528537],[529140],[533322],[533354],[544748],[544794],[550476],[550508],[565785],[565817],
     [115693,445890],[135073,469202],[141633,412760],[160494,496259],[163095,437608],[170324,378125],[178235,512364],[190337,522220],[190891,466817],[193636,404125],[201280,343014],[207444,535163],[210045,484558],[213815,487458],[222852,546027],[222926,495382],[223456,435069],[226128,369728],[232292,552317],[233974,313898],[237978,506589],[240435,556578],[240989,509979],[243734,454223],[247875,457172],[263978,525969],[266435,571450],[266989,529359],[270946,531414],[272886,478187],[275312,575733],[275386,534286],[275916,482019],[278588,422188],[283212,424688],[284752,582023],[295164,585713],[297660,548568],[299600,499649],[302026,588350],[302100,551440],[302630,503481],[306440,554037],[306705,505712],[308635,447337],[317902,560327],[319034,392333],[320359,596569],[320913,563717],[330621,567676],[331142,600251],[331216,568153],[333396,568909],[333661,525092],[335591,470649],[342484,531368],[342706,477783],[344414,423588],[349584,606460],[352080,578274],[354020,538553],[356446,609097],[356520,581146],[357050,542385],[365766,611830],[366261,585226],[366526,546991],[369198,548522],[369420,499245],[376298,614927],[376934,453032],[377823,506029],[378095,554069],[384545,592795],[385066,616963],[385140,593272],[387320,594028],[387585,559450],[389515,513811],[401380,567630],[403823,525409],[404095,568941],[410545,603257],[411066,623639],[411140,603734],[411540,483338],[412541,531672],[418226,624933],[418721,605973],[418986,576697],[421658,578228],[421880,538149],[435039,585258],[437389,548826],[443074,630050],[443569,614440],[443834,589314],[444794,511268],[451478,592749],[453921,559767],[454193,594060],[474790,603211],[481989,606005],[484339,578532],[503451,614472]
   ]
cell #2376 :
  |C| = 553
  W-rep = phi[[2, 1],[2, 1, 1]]+phi[[1, 1],[3, 1, 1]]+phi[[2],[2, 2, 1]]+phi[[1],[3, 2, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     91 tau_infinity subcells with 4 member(s)
  subcells = [
     [434605],[466383],[481555],[495534],[495876],[496076],[497452],[500783],[503017],[509545],[519983],[521419],[521447],[522361],[526952],[526966],[528925],[534438],[534780],[534980],[543993],[544021],[545467],[549760],[550148],[551592],[551934],[552134],[555777],[555805],[556719],[565225],[568434],[570025],[570367],[570649],[570677],[571591],[575173],[583636],[583797],[583825],[585945],[587258],[587790],[598707],[598832],[600526],[610986],
     [342472,573699],[369186,586316],[371006,439432],[378154,590344],[400834,599776],[401368,599937],[404154,600806],[405324,470347],[412802,573727],[421646,607063],[428466,491297],[434593,611781],[435098,611906],[436544,497589],[437650,586344],[438785,499430],[445707,554341],[450932,616488],[451466,616649],[454252,617518],[458306,517484],[460874,518652],[463023,520120],[466442,621300],[466859,599965],[468223,524160],[469019,569213],[470309,525786],[471768,634822],[474244,623164],[474778,623325],[475990,536356],[479321,539687],[481543,624884],[482048,625009],[484600,607091],[488441,541921],[488455,541935],[492885,544339],[497424,547767],[497551,547795],[500705,629571],[503005,630001],[503510,630126],[507572,561310],[507586,561324],[509604,631275],[510021,616677],[512181,594332],[515528,562895],[515916,563283],[519955,565471],[520082,565499],[524043,568349],[526940,634773],[528984,635077],[529401,623353],[532606,579466],[532994,579854],[540213,581298],[540555,581640],[544222,583551],[550207,638511],[553562,593553],[555153,595144],[555495,595486],[561844,596710],[573328,606692],[574641,608005],[590064,617238],
     [215892,285837,490846,542788],[247473,318973,515328,561703],[250199,322104,460725,518315],[272484,344353,532406,574500],[282417,354855,539810,580182],[282849,355120,487735,540061],[285776,358329,428697,491328],[299198,371067,549560,587117],[307840,379739,554750,590904],[308272,380004,506866,555001],[318478,390391,561492,595768],[318490,390403,515286,561657],[318912,390625,460582,518174],[334796,405739,569622,601366],[335228,406004,526246,569873],[341938,413816,573538,604383],[343858,414350,574289,604544],[343870,414362,532364,574454],[344292,414584,423466,486382],[353618,423527,579266,607864],[354440,424386,490104,542083],[354556,424658,539959,580214],[354615,424717,580097,608537],[358742,428758,610576,628030],[368652,438664,586155,612850],[370572,439198,586906,613011],[370584,439210,549518,587071],[377649,446861,590219,615419],[377661,446873,506185,554478],[379324,447035,455422,513509],[379440,447307,554899,590936],[379499,447366,590819,615544],[388720,455837,594741,618078],[389152,456102,560604,594992],[389978,456953,517527,563498],[390122,457214,561619,595796],[393810,460643,597561,619969],[394138,461164,620195,633614],[394379,461238,598200,620446],[403649,470173,600681,622095],[403661,470185,525565,569350],[405440,470619,569771,601398],[405499,470678,601281,622220],[411696,476127,483494,536493],[412326,477753,531789,574045],[412385,477812,604018,624089],[413937,477968,485735,538334],[414081,478229,574416,604572],[421112,485614,606902,625953],[423032,486148,607653,626114],[423044,486160,579224,607818],[424348,487275,542045,581840],[425807,490024,626907,637400],[427702,490519,609810,627543],[428134,490784,582300,610061],[437174,499215,548943,586662],[437233,499274,612485,629206],[438929,499691,587033,613039],[444911,504780,511385,558518],[445165,505864,554313,590590],[445507,506206,554440,590618],[446997,506406,513471,560144],[448456,514930,631020,640043],[453747,513335,617393,632070],[453759,513347,559923,594469],[455538,513781,594890,618110],[455597,513840,617993,632195],[458228,517406,619007,633139],[460148,517940,619758,633300],[460160,517952,597519,619923],[468477,525244,569185,601052],[468819,525586,569312,601080],[475962,530613,536328,577473],[476089,530641,536455,577501],[476314,531555,573928,604298],[479243,539609,624454,636921],[484124,538119,578649,607409],[484183,538178,625588,636556],[485879,538595,607780,626142],[488429,541909,626858,637351],[490220,542355,609959,627575],[490279,542414,627458,637476],[497776,548709,586545,612765],[504663,553477,558401,593468],[507560,561298,630971,639994],[511639,559602,594304,617764],[511981,559944,594431,617792],[515975,563342,632774,640298],[517671,563759,619885,633328],[533053,579913,635782,642068],[536680,578415,607292,625868]
   ]
cell #2377 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[2, 1]]+phi[[1, 1, 1],[3, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [292584],[292816],[293838],[295634],[324859],[327316],[328356],[328565],[334526],[347004],[347236],[348258],[360466],[363216],[364314],[366369],[367762],[373718],[373950],[374972],[381240],[382280],[382489],[395808],[396618],[398527],[400984],[402055],[402287],[402694],[407240],[408280],[408489],[415676],[416774],[418829],[426178],[426410],[429986],[430593],[431403],[432672],[434023],[434736],[435488],[435697],[436357],[440524],[441622],[443677],[448625],[451082],[452153],[452385],[458378],[458587],[462477],[462836],[463443],[464726],[464819],[465868],[467271],[471937],[474394],[475465],[475697],[479622],[480973],[481686],[482438],[482647],[488572],[492433],[492526],[493273],[494503],[495053],[501084],[502435],[503148],[503900],[504109],[507888],[507981],[509030],[510433],[519764],[520570],[521390],[527268],[527361],[528410],[529813],[533407],[533957],[543964],[544717],[544810],[550561],[551111],[555748],[565870],[570620],[583768],
     [142349,476936],[163811,498398],[171128,445906],[180956,515099],[191607,522983],[194440,469218],[202343,412926],[203875,532177],[210761,537302],[213079,487474],[223022,546112],[224260,496275],[227191,437774],[228723,549331],[235373,378783],[236004,554122],[237242,506605],[241705,557341],[244538,512380],[247059,457338],[257089,566846],[257352,522236],[258592,466983],[261373,404783],[262004,568994],[263242,525985],[267705,572213],[268920,350054],[270567,573670],[270830,531430],[272070,478353],[275482,575818],[276720,535179],[279651,484724],[281183,579037],[282147,427432],[294469,585311],[297281,586287],[297544,548584],[298784,499815],[302196,588435],[303434,552333],[306316,505639],[306548,446716],[307570,388450],[311013,591965],[311276,556594],[312516,510145],[315297,454881],[315928,594113],[317166,560343],[321629,597332],[330242,599908],[330505,567692],[331312,600336],[333272,525019],[333504,470028],[337969,602427],[338232,571466],[339472,529525],[341048,420222],[342088,477543],[342297,531337],[348889,606058],[351701,607034],[351964,578290],[353204,538719],[356616,609182],[357854,582039],[366137,546918],[366952,612123],[367215,585729],[368802,499005],[369011,548491],[375603,614525],[376694,452792],[377792,505998],[384166,616620],[384429,592811],[385236,617048],[387196,559377],[387428,513190],[391893,619139],[392156,596585],[393396,563883],[400205,621223],[401193,567599],[403792,525378],[410166,623296],[410429,603273],[411236,623724],[411509,483307],[418597,576624],[419412,625226],[419675,606476],[421262,537909],[421471,578197],[443445,589241],[444260,630343],[444523,614943],[450303,631198],[451291,592718],[453890,559736],[473615,635000],[474603,603180]
   ]
cell #2378 :
  |C| = 455
  W-rep = phi[[2, 1, 1, 1],[2]]+phi[[1, 1, 1, 1],[3]]+phi[[2, 1],[2, 1, 1]]+phi[[1, 1],[3, 1, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     35 tau_infinity subcells with 1 member(s)
     140 tau_infinity subcells with 2 member(s)
     35 tau_infinity subcells with 4 member(s)
  subcells = [
     [405847],[438790],[438814],[468228],[468252],[470316],[492890],[492914],[497465],[497558],[516584],[516662],[518627],[519996],[520089],[524078],[536057],[536135],[540768],[541163],[541339],[543013],[544257],[557762],[558157],[558333],[562331],[562768],[575250],[576848],[577285],[580817],[591622],[592943],[605140],
     [250128,564171],[282504,580132],[282778,580267],[285721,542804],[307927,590854],[308201,590989],[318574,561533],[318594,595739],[318857,561719],[321947,518859],[334883,601316],[335157,601451],[342684,604172],[343954,574330],[343974,604515],[344237,574516],[354653,539964],[354731,539988],[354963,490627],[369398,612639],[370668,586947],[370688,612982],[370951,587133],[378365,590421],[378385,615271],[379537,554904],[379615,554928],[379847,455945],[388807,618028],[389081,618163],[389983,517532],[390007,517556],[390216,561626],[400012,467051],[400090,467129],[400960,466603],[402670,468111],[404365,600883],[404385,621947],[405537,569776],[405615,569800],[412994,531794],[413072,531818],[413942,485740],[413966,485764],[414175,574423],[421858,625742],[423128,607694],[423148,626085],[423411,607880],[424355,542052],[427789,627493],[428063,627628],[430569,492773],[432648,494455],[433452,496089],[433847,496484],[437842,548948],[437920,548972],[439023,587040],[444916,511390],[444940,511414],[445720,554354],[446115,554447],[447004,513478],[450110,510213],[450188,510291],[451058,509765],[454463,617595],[454483,631922],[455635,594895],[455713,594919],[458974,632928],[460244,619799],[460264,633271],[460527,619985],[461334,633699],[462453,519716],[464633,521460],[465431,522848],[469032,569226],[469427,569319],[473422,529593],[473500,529671],[474370,529145],[476003,536369],[476096,536462],[476801,573963],[479598,533359],[480402,534993],[480797,535388],[483034,636251],[484792,578654],[484870,578678],[485973,607787],[489145,627060],[489165,637203],[490317,609964],[490395,609988],[491210,637693],[491473,628046],[492340,544034],[494368,545502],[497153,553211],[497231,553289],[498263,586580],[501060,550513],[501864,552147],[502259,552542],[504698,558436],[507795,555818],[508593,557206],[511006,631632],[511026,639531],[512194,594345],[512589,594438],[516777,640221],[517765,619892],[519629,565260],[520546,565822],[523404,572634],[523799,573029],[523975,573205],[527175,570690],[527973,572078],[533272,575208],[536250,641786],[537167,607327],[544624,583838],[545544,587867],[547142,589465],[547579,589902],[550426,587825],[565302,598909],[565735,598867],[566503,602084],[567824,603405],[583425,611140],[584393,613607],[598559,620848],
     [235730,306527,553987,590379],[261730,333483,568859,600841],[270547,342568,531244,573740],[294195,366348,585176,611941],[297261,369282,548398,586357],[306238,378192,505615,554074],[315654,387407,593978,617553],[328952,401580,599565,621454],[330222,401464,567506,599978],[333194,404192,524995,568946],[342064,412546,477519,531677],[348615,418808,605923,625044],[351681,421742,578104,607104],[364887,435309,584743,611983],[364907,435329,611633,628754],[366059,435136,546894,585263],[368778,437394,498981,548831],[375329,443656,614390,630161],[376670,444799,452768,511273],[382876,451678,616277,631429],[384146,451562,592625,616690],[387118,454290,559353,594065],[408876,474990,622953,635231],[410146,474874,603087,623366],[417347,482259,605490,625086],[417367,482279,624736,636104],[418519,482086,576600,606010],[421238,484344,537885,578537],[436084,504496,628901,638980],[442195,503721,613957,630203],[442215,503741,629853,638833],[443367,503548,589217,614477],[467844,530386,621657,635434],[467864,530406,634310,641415],[497346,553404,638229,643030]
   ]
cell #2379 :
  |C| = 455
  W-rep = phi[[2, 1, 1, 1],[2]]+phi[[1, 1, 1, 1],[3]]+phi[[2, 1],[2, 1, 1]]+phi[[1, 1],[3, 1, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     35 tau_infinity subcells with 1 member(s)
     140 tau_infinity subcells with 2 member(s)
     35 tau_infinity subcells with 4 member(s)
  subcells = [
     [405950],[438825],[461051],[468263],[470317],[489252],[491120],[492925],[497559],[499422],[511113],[516673],[516687],[520090],[524079],[524152],[536146],[536160],[540776],[541164],[544258],[544331],[547731],[557770],[558158],[562332],[562674],[565435],[575258],[576849],[577191],[580810],[591623],[592936],[605133],
     [250217,518298],[282867,540044],[285819,490873],[308290,554984],[318603,561541],[318955,515355],[322050,461184],[335246,569856],[343983,574338],[344335,532433],[354730,580133],[354742,539999],[355066,490730],[370697,586955],[371049,549587],[378394,590429],[379614,590855],[379626,554939],[379950,456048],[389170,594975],[390018,517567],[390217,561627],[390276,595732],[394397,620429],[400101,467140],[404394,600891],[405614,601317],[405626,569811],[413071,604173],[413083,531829],[413977,485775],[414176,574424],[414235,604508],[423157,607702],[423509,579293],[424356,542053],[424563,580206],[428152,610044],[428579,627868],[428740,610603],[433848,496485],[437919,612640],[437931,548983],[439024,587041],[439083,612975],[444951,511425],[446116,554448],[446175,615264],[447005,513479],[447212,590928],[450199,510302],[454492,617603],[455712,618029],[455724,594930],[456945,563490],[459078,632978],[460273,619807],[460625,597588],[465432,522849],[465774,523191],[466590,522841],[467951,530493],[468098,524071],[469428,569320],[469487,621940],[470524,601390],[473511,529682],[476097,536463],[476802,573964],[477144,574037],[477960,538326],[480798,535389],[483138,636301],[484869,625743],[484881,578689],[485974,607788],[486033,626078],[489174,627068],[490394,627494],[490406,609999],[492760,544250],[494369,545503],[494442,545495],[495046,546655],[497242,553300],[497256,553314],[498264,586581],[498606,586654],[502260,552543],[504699,558437],[504772,558510],[505376,590554],[508594,557207],[508936,557549],[509752,557199],[511035,631640],[512590,594439],[512649,631915],[513686,618102],[516661,632929],[517766,619893],[517825,633264],[519630,565261],[519703,565253],[521383,566468],[523412,572642],[523800,573030],[524756,601016],[527974,572079],[528316,572421],[529132,572071],[530577,577437],[533273,575209],[533346,575201],[533950,576361],[536134,636252],[537168,607328],[537510,607401],[541223,637196],[542260,627567],[543957,583390],[545552,587875],[547143,589466],[547485,589808],[550427,587826],[550500,587818],[551104,588978],[555741,591587],[558217,639524],[559114,617728],[565310,598917],[565736,598868],[565809,598860],[566504,602085],[567817,603398],[570613,602049],[583426,611141],[583761,611105],[584386,613600],[598552,620841],
     [306315,378269,553988,590380],[333271,404269,568860,600842],[342357,412956,573663,604137],[364916,435338,584751,611991],[366136,435213,585177,611942],[369071,437804,586280,612604],[378000,446021,554061,590372],[387195,454367,593979,617554],[400089,467128,599566,621455],[401253,467013,599901,621419],[404000,469333,568933,600834],[412533,476794,531664,573956],[417376,482288,605498,625094],[418596,482163,605924,625045],[421531,484754,607027,625707],[433907,496544,611626,628747],[434944,496390,585250,611934],[436188,504600,628951,639030],[437381,498256,548818,586573],[442224,503750,613965,630211],[443444,503625,614391,630162],[444786,504691,511260,558429],[450187,510290,616278,631430],[451351,510175,616613,631394],[454098,512495,594052,617546],[467873,530415,621665,635442],[473499,529670,622954,635232],[474663,529555,623289,635196],[480857,535448,624729,636097],[481894,535294,605997,625037],[484331,537160,578524,607320],[497230,553288,628902,638981],[502319,552602,629846,638826],[503356,552448,614464,630154],[523859,573089,634303,641408]
   ]
cell #2380 :
  |C| = 154
  W-rep = phi[[2],[2, 1, 1, 1]]+phi[[1],[3, 1, 1, 1]]
  special rep = phi[[2],[2, 1, 1, 1]] , dim = 84
  orbit = [4, 4, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     14 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [228978],[263478],[298549],[299075],[331924],[334558],[361229],[367794],[370316],[396650],[402822],[430721],[436309],[462788],
     [101598,428878],[125901,460754],[126058,394563],[151403,487764],[153249,428261],[153289,358836],[172739,506895],[181171,457481],[181211,321884],[183335,394437],[183338,460735],[196051,526275],[204090,478496],[204130,281438],[212912,424830],[213315,358090],[213318,487745],[215769,428787],[228938,499958],[237075,447479],[237478,317402],[237481,506876],[246149,560633],[246824,393161],[246922,457370],[247350,393687],[263075,470791],[263481,526256],[269963,413689],[271835,352969],[271933,478385],[272361,353495],[281398,538862],[282179,427464],[282215,487602],[285627,582329],[296677,438537],[298647,499847],[304968,385848],[305725,446748],[307602,388482],[307638,506733],[316999,513953],[317405,560614],[318222,459892],[321844,564026],[322513,598229],[332681,470060],[334594,526113],[341080,420254],[341736,477671],[343602,422776],[351097,485487],[353067,538751],[357687,542527],[358093,582310],[358796,582992],[358894,610730],[368450,499133],[376822,452920],[377124,505950],[386605,513222],[388518,560471],[393259,563915],[394440,598210],[403124,525330],[411461,483259],[420910,538037],[427500,582167],[453222,559688]
   ]
cell #2381 :
  |C| = 175
  W-rep = phi[[3, 1, 1, 1],[1]]+phi[[3, 1],[1, 1, 1]]
  special rep = phi[[3, 1],[1, 1, 1]] , dim = 105
  orbit = [6, 2, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [153429],[182436],[183529],[208915],[214691],[214700],[215991],[242590],[242599],[248326],[248796],[248851],[277182],[277652],[277707],[283743],[283744],[284243],[309732],[313048],[313049],[313548],[319788],[319853],[345764],[345765],[349013],[349078],[355954],[381309],[381374],[384574],[415491],[415884],[448489],
     [107375,161370],[132224,191812],[146279,208320],[159485,223987],[159985,224487],[161965,233763],[167741,233168],[175386,241910],[188562,255693],[189831,258348],[192492,268590],[192501,268599],[198698,267910],[206435,276447],[206935,276947],[218097,288158],[221125,291227],[222360,293807],[224722,303896],[225192,304366],[225247,304421],[231283,303161],[231783,303661],[238660,309617],[239929,312272],[252380,324334],[255411,327285],[255808,336688],[259124,340004],[259125,340005],[259624,340504],[264660,336573],[265929,339228],[273585,345647],[274820,348227],[287876,360435],[288273,362111],[289544,361996],[290760,363023],[291344,372478],[291345,372479],[294593,375727],[294658,375792],[300299,372361],[301534,374941],[309335,381209],[323867,395615],[324451,397489],[324452,397490],[325679,397372],[327385,407309],[327450,407374],[330650,410574],[336291,407209],[345180,415483],[359048,429046],[360535,431472],[360600,431537],[361714,431372],[363031,440339],[363424,440732],[371894,440331],[395623,463258],[396016,463651],[396905,463250],[398391,471801],[429054,491751],[429145,491743],[429850,493137],[461535,519153]
   ]
cell #2382 :
  |C| = 140
  W-rep = phi[[3, 1],[1, 1, 1]]+phi[[],[4, 2, 1]]
  special rep = phi[[3, 1],[1, 1, 1]] , dim = 105
  orbit = [6, 2, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     70 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [132904],[160690],[176066],[190607],[191107],[196647],[199378],[207640],[221242],[223211],[229608],[229617],[232488],[240705],[241205],[252497],[255576],[257497],[263704],[264174],[264229],[266705],[267205],[273702],[275671],[288041],[291062],[296000],[299316],[299317],[299816],[300416],[302385],[309500],[311421],[324169],[325225],[325796],[326929],[332032],[332033],[335281],[335346],[336456],[338377],[345482],[360079],[361337],[361338],[361879],[367831],[367896],[371096],[372196],[380853],[394694],[396687],[396752],[397207],[402509],[402902],[406853],[430408],[430801],[431016],[436221],[461579],[461616],[462700],[491707],
     [125983,183601],[151999,215286],[153357,216054],[173335,246745],[181841,249476],[181850,249485],[183466,250388],[204760,282068],[204769,282077],[213541,284478],[214011,284948],[214066,285003],[237704,317628],[238174,318098],[238229,318153],[247591,320629],[247592,320630],[248091,321129],[269286,350420],[272602,353736],[272603,353737],[273102,354236],[282902,356740],[282967,356805],[305076,385956],[305077,385957],[308325,389205],[308390,389270],[319002,392301],[341117,420291],[341182,420356],[344382,423556],[376509,452607],[376902,453000],[411373,483171]
   ]
cell #2383 :
  |C| = 55
  W-rep = phi[[3],[1, 1, 1, 1]]+phi[[],[4, 1, 1, 1]]
  special rep = phi[[3],[1, 1, 1, 1]] , dim = 35
  orbit = [6, 2, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 1
  number of tau_infinity subcells = 35
     15 tau_infinity subcells with 1 member(s)
     20 tau_infinity subcells with 2 member(s)
  subcells = [
     [196052],[228928],[262969],[263469],[295885],[298540],[325110],[331915],[334495],[361220],[367731],[396587],[402501],[430400],[461571],
     [101599,286223],[125902,322514],[151404,285628],[153239,358786],[172740,246150],[181161,321834],[183326,394428],[204080,281388],[212806,357581],[213306,358081],[236969,316893],[237469,317393],[246815,393152],[269171,350305],[271826,352960],[282116,427401],[304959,385839],[307539,388419],[341017,420191],[376501,452599]
   ]
cell #2384 :
  |C| = 455
  W-rep = phi[[2, 1, 1, 1],[2]]+phi[[1, 1, 1, 1],[3]]+phi[[2, 1],[2, 1, 1]]+phi[[1, 1],[3, 1, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     35 tau_infinity subcells with 1 member(s)
     140 tau_infinity subcells with 2 member(s)
     35 tau_infinity subcells with 4 member(s)
  subcells = [
     [371821],[406226],[428553],[436746],[439631],[459052],[461010],[463225],[468383],[471107],[483112],[488961],[489211],[493045],[497404],[497690],[510822],[511072],[516301],[516408],[519935],[520221],[524026],[535774],[535881],[540870],[540993],[544205],[556293],[557864],[557987],[562409],[575562],[576926],[591861],
     [285891,358644],[285905,428425],[295434,547684],[319727,393026],[319741,458265],[322183,394112],[324659,565388],[345107,424281],[345121,479280],[355342,426789],[355448,488069],[355899,425781],[358658,491256],[359572,543763],[359695,583224],[364703,496057],[365105,584829],[371835,500742],[380226,456324],[380332,507200],[380783,448430],[390824,459195],[390949,515622],[390989,458015],[393040,517443],[394218,518597],[394291,461138],[395144,565047],[399050,566645],[399173,599364],[399836,522755],[406332,526580],[406783,471742],[411898,483696],[412518,531129],[414783,486581],[414908,532700],[414948,479030],[417163,534961],[417565,605576],[424295,539646],[425146,489363],[425238,488176],[425256,540290],[426573,541309],[426895,541549],[427346,489998],[432974,584488],[433554,546283],[433677,546569],[436162,504574],[437366,548283],[439756,549854],[439796,500492],[442011,552115],[442413,614043],[445071,511545],[445648,553866],[445688,506387],[447795,514269],[447887,507307],[447905,555230],[449148,591764],[449271,616076],[449934,557113],[452548,558303],[456430,560938],[456881,514904],[457758,515745],[458780,562583],[459320,562989],[459360,517193],[465509,567087],[467660,530202],[467910,530452],[468960,568738],[469000,525767],[471199,526687],[471217,570102],[472460,602226],[472583,622752],[473246,571985],[475942,536308],[476228,536594],[476708,531949],[476726,573566],[478773,532823],[479924,605235],[480504,575989],[480627,576275],[482840,577100],[484316,577989],[486706,579560],[486746,539396],[488921,580989],[489455,541656],[489473,581375],[492225,584313],[493796,611282],[493919,628385],[496870,552928],[496977,553035],[498170,549103],[498188,586183],[500235,549977],[501386,613702],[501966,588606],[502089,588892],[504646,558384],[505004,554293],[505290,554579],[508671,592206],[510782,593115],[512122,593857],[512162,560125],[514361,561045],[514379,595221],[516426,596435],[516936,563112],[519508,599221],[520872,620943],[521935,571165],[523506,572736],[523629,572859],[524384,569165],[524670,569451],[528051,602668],[530825,573911],[535899,606326],[537074,578809],[537092,606930],[539139,579683],[543860,611379],[545856,588179],[547220,589543],[547979,586528],[558742,594284],[559028,594570],[566742,602323],[577685,607275],
     [268720,349854,530530,577390],[269623,412032,476531,573469],[296337,436880,497993,586086],[305284,378583,553640,590507],[305394,445242,505131,590166],[328758,465683,466575,567391],[329298,466089,522578,599707],[332240,404583,568512,600969],[332350,468554,524511,600628],[341468,412155,530895,603971],[350757,483830,536897,606833],[364663,495225,496017,585055],[365215,495611,546410,611728],[368182,437003,548049,612438],[382682,508845,509737,592510],[383222,509251,556936,616419],[386164,454681,593631,617681],[386274,511716,558869,617340],[399854,522086,522773,599804],[400364,466212,567157,621253],[402450,475860,523945,573175],[408682,528225,529117,602972],[409222,528631,571808,623095],[417123,534129,534921,605802],[417675,534515,576116,624831],[420642,483953,577755,625541],[435890,504302,547394,589717],[441971,551283,552075,614269],[442523,551669,588733,629948],[449952,556444,557131,616516],[450462,509374,592276,631228],[467620,530162,567996,603577],[473264,571316,572003,623192],[473774,528754,602738,635030],[496995,553053,585579,614793]
   ]
cell #2385 :
  |C| = 175
  W-rep = phi[[3, 1, 1, 1],[1]]+phi[[3, 1],[1, 1, 1]]
  special rep = phi[[3, 1],[1, 1, 1]] , dim = 105
  orbit = [6, 2, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [216033],[248893],[250350],[277749],[284156],[284345],[285973],[313461],[313650],[319987],[320218],[320495],[349212],[349443],[349720],[356106],[356144],[356370],[381508],[384726],[384764],[384990],[391611],[391639],[416036],[416074],[419130],[419158],[425912],[448936],[448964],[451887],[479375],[479741],[507701],
     [159898,293802],[190196,329780],[206848,348222],[217267,430108],[222512,365095],[222776,365690],[225289,304463],[231696,374936],[240294,383704],[251567,462421],[256249,398649],[256835,400269],[259537,340417],[259726,340606],[266294,409704],[274972,417555],[275236,418150],[286293,543539],[287128,492361],[291759,432616],[292318,434044],[294792,375926],[295023,376157],[295300,376434],[301686,442403],[301950,442998],[310173,448747],[310759,450367],[323245,519547],[327584,407508],[327816,464654],[330802,410726],[330840,410764],[331066,410990],[337129,472059],[337715,473679],[346179,479566],[346738,480994],[360734,431671],[362552,493395],[363576,440884],[363614,440922],[363691,494286],[366670,443978],[366698,444006],[372893,501028],[373452,502456],[381740,507816],[396168,463803],[396206,463841],[397904,520514],[398838,472248],[398866,472276],[401789,475199],[407740,527196],[416151,533190],[430297,493584],[430325,493612],[431903,544645],[432425,500837],[432791,501203],[440999,550344],[462230,520323],[462596,520689],[463918,565653],[464539,527081],[491689,543602],[491840,583140],[492246,544530],[519102,564928]
   ]
cell #2386 :
  |C| = 427
  W-rep = phi[[2, 2, 1, 1],[1]]+phi[[2, 1, 1, 1],[2]]+phi[[2, 2],[1, 1, 1]]+phi[[2, 1],[2, 1, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     91 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     49 tau_infinity subcells with 4 member(s)
  subcells = [
     [322197],[322263],[355913],[356679],[358477],[380797],[385299],[391095],[391459],[391689],[394305],[406797],[415054],[415418],[419208],[425363],[425403],[425924],[427360],[428567],[428645],[439902],[440266],[446308],[448012],[448052],[449014],[451899],[456895],[457850],[457868],[458417],[459066],[459466],[459830],[469620],[471324],[471364],[477285],[477325],[478865],[478883],[479753],[482477],[483126],[486852],[487216],[488084],[489067],[489580],[489620],[498747],[498787],[500327],[500345],[505770],[505788],[507215],[507734],[508020],[510928],[512782],[514486],[514526],[516533],[517028],[517046],[525150],[525168],[526595],[531183],[531469],[533220],[536006],[537651],[537691],[539231],[539249],[541103],[541564],[548337],[548623],[553935],[558097],[559508],[559526],[560953],[568807],[578043],[578329],[593926],
     [250370,461043],[284365,489244],[285977,491149],[305501,505593],[309166,555694],[313670,511105],[320290,516573],[320499,516716],[331375,411299],[332457,524973],[341578,531310],[342127,573616],[349515,536046],[349724,536189],[356148,540904],[356380,541085],[364809,496677],[365322,546872],[366748,444056],[368292,548464],[368841,586233],[377304,554005],[384768,557898],[385000,558079],[386381,559331],[391649,562421],[391912,562598],[398916,472326],[399961,523332],[400474,567572],[401801,475211],[403304,568877],[416078,575596],[417269,535581],[417782,576578],[419168,576938],[419431,577115],[420752,578170],[421301,606980],[425942,580878],[430375,493662],[432803,501215],[433787,547067],[434248,585194],[435527,503939],[436176,504588],[442117,552735],[442630,589195],[448974,591873],[450059,557690],[450572,592691],[451917,593004],[453402,593996],[462608,520701],[464572,527114],[464858,527400],[467766,530308],[473371,572562],[473884,603153],[479771,605320],[480737,576773],[481198,605941],[492279,544563],[492565,544849],[494316,550374],[497102,553160],[502199,589390],[502660,614408],[519577,565683],[523739,572969],
     [190268,329852,400001,523372],[222786,365700,433769,547049],[240366,383776,450099,557730],[251577,395156,462431,565080],[255242,336122,521336,570566],[256845,400279,465521,567445],[257108,400844,465698,567731],[259746,340626,467943,530485],[266366,409776,473411,572602],[275246,418160,480719,576755],[287158,429432,492406,583254],[287707,361545,543910,583714],[291769,432626,432986,584521],[292348,434089,495114,585124],[295095,376229,497142,553200],[295304,376438,497285,553343],[301960,443008,502181,589372],[310769,450377,508683,592564],[311032,450942,508860,592850],[323380,395333,519647,598421],[327846,464699,465012,599394],[328395,401023,465963,599854],[330844,410768,523540,572770],[331076,411000,523721,572951],[337725,473689,528063,603026],[337988,474254,528240,603312],[346189,479576,479936,605268],[346768,481039,534018,605871],[363618,440926,545890,588213],[363826,433163,494386,611495],[366708,444016,547232,589555],[366971,444279,547409,589732],[372903,501038,501398,613735],[373482,502501,551172,614338],[381770,507861,508174,616106],[382319,451121,509125,616566],[396210,463845,519542,599255],[397914,520524,520884,620976],[398876,472286,566754,602335],[401819,475229,567885,603466],[407770,527241,527554,622782],[408319,474433,528505,623242],[416286,480113,533290,624598],[430335,493622,543872,611391],[431933,544690,545003,628415],[432821,501233,584573,613787],[441134,501575,550444,629715],[462626,520719,565132,621028],[464053,521061,565753,633967]
   ]
cell #2387 :
  |C| = 189
  W-rep = phi[[2, 1, 1, 1],[1, 1]]+phi[[2, 1, 1],[1, 1, 1]]
  special rep = phi[[2, 1, 1],[1, 1, 1]] , dim = 105
  orbit = [4, 2, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     21 tau_infinity subcells with 1 member(s)
     84 tau_infinity subcells with 2 member(s)
  subcells = [
     [358578],[392260],[394204],[419779],[426195],[426559],[428531],[452170],[452534],[458674],[459030],[482734],[483090],[488772],[488796],[510633],[510657],[516256],[533932],[535729],[556248],
     [102607,359560],[131181,399038],[132016,328612],[159647,433542],[159761,364556],[174343,449136],[175178,382536],[190110,399744],[197655,472448],[198490,408536],[206597,480492],[206711,417016],[220304,493784],[224984,435744],[231445,501954],[231559,441864],[240208,449842],[248588,458634],[251973,519496],[257456,465915],[259286,523494],[259400,467513],[266208,473154],[277444,482694],[283905,540858],[284019,488814],[287116,543730],[292165,545844],[292601,434040],[292965,495458],[294937,496885],[304158,504156],[311380,509077],[313210,557852],[313324,510675],[320132,516316],[323320,519345],[327804,566612],[328652,465955],[329008,522275],[338336,528457],[340166,572724],[340280,530055],[346585,575550],[347021,480990],[347385,534362],[349357,535789],[363766,545693],[364514,545925],[364538,495440],[367319,444627],[373299,588167],[373735,502452],[374099,551516],[376071,552943],[381728,591731],[382576,509117],[382932,556633],[398310,599209],[399684,521989],[402072,475482],[402436,475846],[407728,602193],[408576,528497],[408932,571505],[416226,575399],[416974,575631],[416998,534344],[431891,611249],[435784,504196],[436140,504552],[441074,588016],[441822,588248],[441846,551498],[449782,556347],[462196,566395],[463993,599058],[467471,530013],[467495,530037],[473094,571219],[492180,584268],[495028,551086],[496825,552883],[521890,571120]
   ]
cell #2388 :
  |C| = 455
  W-rep = phi[[2, 1, 1, 1],[2]]+phi[[1, 1, 1, 1],[3]]+phi[[2, 1],[2, 1, 1]]+phi[[1, 1],[3, 1, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     35 tau_infinity subcells with 1 member(s)
     140 tau_infinity subcells with 2 member(s)
     35 tau_infinity subcells with 4 member(s)
  subcells = [
     [394214],[406772],[426569],[428520],[439698],[452544],[458776],[459019],[468450],[471119],[482836],[483079],[488689],[488883],[493112],[497702],[500163],[510550],[510744],[516193],[516396],[520233],[524059],[524273],[533524],[535666],[535869],[540804],[544238],[544452],[547714],[555920],[557798],[565418],[575286],
     [250287,460914],[283623,488495],[285901,428447],[309046,507626],[319301,515730],[319737,458287],[322172,394280],[322359,518692],[328754,466571],[331509,568302],[336002,527006],[344681,532808],[345117,479302],[355406,540356],[355444,488243],[355888,427335],[357461,541975],[358588,543067],[358654,491278],[360814,583504],[364625,495979],[371395,549962],[371831,500764],[377772,554239],[380290,555296],[380328,507374],[380772,456870],[382678,509733],[389926,561364],[390891,459262],[390911,515757],[390939,561957],[392270,562822],[392600,563097],[393036,517465],[395210,565241],[395261,598505],[399621,522377],[399824,522743],[400292,567057],[402446,475856],[403772,569111],[406290,570168],[406328,526754],[408678,529113],[412476,573842],[412514,532016],[414850,486648],[414870,532835],[414898,574754],[417085,534883],[419789,577339],[423855,579668],[424291,539668],[425158,489375],[425226,540407],[426300,581097],[426853,581441],[426891,541723],[429477,583373],[433040,545483],[433091,584339],[433488,546250],[435886,504298],[436129,504541],[437324,586459],[437362,549170],[439718,549989],[439746,587371],[441933,552037],[445138,511612],[445610,554591],[445638,590457],[447807,514281],[447875,555347],[449719,556735],[449922,557101],[450390,592176],[452275,593223],[453870,594230],[456388,595287],[456426,561112],[457686,516864],[458738,596501],[459282,563124],[459310,596823],[465057,566451],[467388,529930],[467582,530124],[468922,569463],[468950,600919],[471187,570219],[473031,571607],[473234,571973],[473702,602638],[476240,536606],[476330,573944],[476696,574158],[478701,539067],[479990,575189],[480041,605086],[480438,575956],[482798,606392],[484274,607206],[484312,578876],[486668,579695],[486696,608118],[488911,609125],[489443,581492],[494620,550678],[496762,552820],[496965,553023],[497792,586561],[498158,586775],[501452,587806],[501503,613553],[501900,588573],[504679,558417],[504893,558631],[504971,590537],[508219,591570],[510772,616991],[512084,594582],[512112,617631],[514349,595338],[519881,565987],[520938,598848],[520989,620794],[521562,570792],[523440,572670],[524351,600999],[527599,602032],[530560,577420],[536696,607308],[537062,607522],[544136,583940],[545048,611088],[545580,587903],[558709,617711],[565338,598945],
     [234794,445308,445421,590360],[260794,468620,468733,600822],[269613,476427,476521,604120],[292706,434716,495333,585428],[293259,495677,495790,611922],[296327,497889,497983,612587],[304553,385433,553430,593421],[305364,445359,505086,615217],[314718,511782,511895,617534],[328716,466533,522152,600080],[329288,522474,522568,621402],[332320,468671,524466,621893],[341396,413274,530795,604251],[347126,481666,534237,606175],[347679,534581,534694,625025],[350747,536793,536887,625690],[364653,496007,546055,612019],[365185,495728,546365,628700],[367329,444637,547633,589956],[368110,438122,547949,612718],[373840,503128,551391,614642],[374393,551735,551848,630142],[382640,509695,556510,616792],[383212,556832,556926,631377],[386244,511833,558824,631868],[402177,475587,568104,603685],[408640,529075,571382,623468],[409212,571704,571798,635179],[417113,534911,575761,625122],[417645,534632,576071,636050],[420570,485072,577655,625821],[435848,504260,585645,614859],[441961,552065,588378,630239],[442493,551786,588688,638779],[467610,530152,600279,623667]
   ]
cell #2389 :
  |C| = 455
  W-rep = phi[[2, 1, 1, 1],[2]]+phi[[1, 1, 1, 1],[3]]+phi[[2, 1],[2, 1, 1]]+phi[[1, 1],[3, 1, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     35 tau_infinity subcells with 1 member(s)
     140 tau_infinity subcells with 2 member(s)
     35 tau_infinity subcells with 4 member(s)
  subcells = [
     [428563],[440244],[459062],[460999],[471175],[483122],[489063],[489200],[497758],[500175],[510924],[511061],[516227],[516495],[520289],[524285],[526460],[535700],[535968],[540816],[541073],[544464],[547747],[547898],[555954],[557810],[558067],[562364],[565451],[565602],[568332],[575298],[576881],[583534],[591655],
     [285915,491054],[319751,516050],[322193,460925],[345131,533128],[355553,540390],[355909,488506],[358455,428623],[358668,543148],[364805,496673],[367427,585862],[371845,550282],[380437,555330],[380793,507637],[391053,561969],[391091,515813],[391437,459808],[393050,563417],[394228,564429],[394301,518703],[396283,598624],[399923,523294],[406437,570202],[406793,527017],[413194,573876],[415012,574766],[415050,532891],[415396,487194],[417265,535577],[424305,579988],[425214,489431],[425325,540419],[425353,580490],[426583,581238],[427000,581475],[427356,541986],[429489,583406],[429531,610855],[433500,546671],[433757,547037],[434113,585094],[436172,504584],[438042,586493],[439860,587383],[439898,550045],[442113,552731],[446266,590469],[446304,554647],[447863,514337],[447974,555359],[448002,591212],[450021,557652],[452558,593364],[456535,595321],[456891,561375],[457698,516876],[457838,562011],[458885,596535],[459424,596835],[459462,563180],[461894,598535],[465069,566484],[465111,599280],[465464,567412],[467762,530304],[467899,530441],[469578,600931],[469616,569519],[471286,570231],[471314,601674],[473333,572524],[476296,536662],[477247,574170],[477275,604205],[478713,539079],[478853,574808],[480450,576377],[480707,576743],[481063,605841],[482945,606426],[484992,607240],[486810,608130],[486848,579751],[487949,541429],[489025,609137],[489542,581504],[489570,609405],[494726,584369],[496796,552854],[497064,553122],[498709,586787],[498737,612672],[500315,587425],[501912,588994],[502169,589360],[502525,614308],[504905,558643],[505392,590570],[505758,590721],[507080,560818],[508231,591603],[508273,615992],[508626,592531],[510886,617003],[512740,617643],[512778,594638],[514448,595350],[514476,618386],[516523,619200],[517016,596877],[521596,570826],[523452,572682],[523709,572939],[524772,601032],[525138,601183],[527611,602065],[527653,622668],[528006,602993],[530593,577453],[530744,577604],[531150,604281],[533630,605116],[535996,625287],[537613,607534],[537641,625775],[539219,608172],[544170,583974],[545060,611121],[545102,628301],[545592,587915],[547175,589498],[548304,612748],[550784,613583],[553460,593451],[559130,617744],[559496,617895],[565350,598957],[566093,620824],[566536,602117],[578010,625851],[583458,611173],
     [269727,476439,477058,604153],[296441,497901,498520,612620],[305491,505056,505583,615247],[328863,467251,522186,600114],[329402,522486,523105,621435],[332447,524436,524963,621923],[340713,419887,573245,606609],[341548,476481,531265,623958],[350861,536805,537424,625723],[364767,496635,546067,612031],[365312,546335,546862,628730],[368262,497943,548419,629075],[377169,446381,553905,615336],[382787,510413,556544,616826],[383326,556844,557463,631410],[386371,558794,559321,631898],[399951,523322,566907,621487],[400444,522528,567527,634172],[402460,475870,568245,603826],[403169,469693,568777,622012],[408787,529793,571416,623502],[409326,571716,572335,635212],[417227,535539,575773,625134],[417772,576041,576568,636080],[420722,536847,578125,636425],[435995,504407,585679,614893],[442075,552693,588390,630251],[442620,588658,589185,638809],[450049,557680,592026,631462],[450542,556886,592646,639393],[453267,512855,593896,631987],[467724,530266,600291,623679],[473361,572552,602488,635264],[473854,571758,603108,641277],[497092,553150,612184,630404]
   ]
cell #2390 :
  |C| = 427
  W-rep = phi[[2, 2, 1, 1],[1]]+phi[[2, 1, 1, 1],[2]]+phi[[2, 2],[1, 1, 1]]+phi[[2, 1],[2, 1, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     91 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     49 tau_infinity subcells with 4 member(s)
  subcells = [
     [250215],[250336],[282865],[284331],[285821],[308288],[313636],[318601],[318957],[319878],[335244],[343981],[344337],[349103],[354706],[354744],[355964],[370695],[371051],[378392],[379590],[379628],[381399],[384584],[389168],[390225],[390253],[391512],[394395],[404392],[405590],[405628],[413047],[413085],[414184],[414212],[415894],[419031],[423155],[423511],[424567],[428150],[428577],[428742],[437895],[437933],[439032],[439060],[446124],[446152],[447216],[448535],[448837],[454490],[455688],[455726],[459076],[460271],[460627],[469436],[469464],[470528],[476846],[477148],[479391],[483136],[484845],[484883],[485982],[486010],[489172],[490370],[490408],[498308],[498610],[505408],[511033],[512598],[512626],[513690],[516637],[517774],[517802],[524788],[536110],[537212],[537514],[541200],[542264],[558194],[559146],
     [183557,461053],[214728,489254],[216007,491139],[242627,511115],[248708,516675],[248867,516706],[259712,340592],[277564,536148],[277723,536179],[283760,540840],[284078,541172],[294683,375817],[306291,446007],[313065,557834],[313383,558166],[319840,562376],[320196,562678],[327475,407399],[330660,410584],[333247,469319],[342334,477036],[345781,575322],[349065,576893],[349421,577195],[355992,580842],[360625,431562],[363434,440742],[364914,435336],[366112,496376],[366571,443879],[369048,498498],[378004,505531],[380905,507710],[381361,591667],[384612,592968],[387171,512481],[396026,463661],[398437,471847],[398739,472149],[400065,467104],[401230,523083],[404004,524911],[412591,531159],[415922,605165],[417374,482286],[418572,535280],[421508,537402],[429896,493183],[430198,493485],[432441,500853],[433884,496521],[434948,546810],[436186,504598],[437439,548313],[442222,503748],[443420,552434],[450163,510266],[451328,557441],[454102,559269],[462246,520339],[467871,530413],[473475,529646],[474640,572313],[480834,535425],[481898,576516],[484389,578019],[497206,553264],[502296,552579],[503360,589133],[523836,573066],
     [132136,258276,400103,467142],[159820,293724,433856,496493],[175298,312200,450201,510304],[189818,329143,465476,522893],[190174,329758,465778,523195],[192529,268627,467953,530495],[198610,339156,473513,529684],[206770,348144,480806,535397],[221112,363317,494738,545757],[222398,365073,495078,546687],[225104,304278,497244,553302],[225263,304437,497275,553333],[231618,374858,502268,552551],[239916,383067,508638,557251],[240272,383682,508940,557553],[252367,395909,461906,519409],[255449,398627,521680,566661],[256708,400217,466648,567421],[259141,340021,523476,572706],[259459,340339,523808,573038],[265916,409067,528018,572123],[266272,409682,528320,572425],[273572,415777,533642,575463],[274858,417533,533982,576393],[287914,430086,491970,543779],[290973,432564,494825,584497],[291361,372495,545616,587939],[294645,375779,547187,589510],[295001,376135,547489,589812],[300286,440625,550796,588080],[301572,442381,551136,589010],[309373,448725,556038,591780],[310632,450315,509810,592540],[324080,461993,462369,565056],[324468,397506,565374,598981],[325666,463544,566105,599122],[326981,406905,464548,527090],[327437,407361,566548,602129],[330688,410612,567849,603430],[336329,472037,570910,602242],[337588,473627,529190,603002],[345393,479514,533729,605244],[360131,431068,492255,544539],[360587,431524,583470,611185],[361752,493373,584058,611298],[363462,440770,584418,613632],[372107,500976,550883,613711],[396054,463689,598584,620873],[397118,520462,566192,620952]
   ]
cell #2391 :
  |C| = 189
  W-rep = phi[[2, 1, 1, 1],[1, 1]]+phi[[2, 1, 1],[1, 1, 1]]
  special rep = phi[[2, 1, 1],[1, 1, 1]] , dim = 105
  orbit = [4, 2, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     21 tau_infinity subcells with 1 member(s)
     84 tau_infinity subcells with 2 member(s)
  subcells = [
     [322287],[356703],[358574],[385323],[391900],[392256],[394182],[419419],[419775],[426191],[426537],[452166],[452512],[458485],[458596],[482545],[482656],[488644],[508088],[510505],[533479],
     [107148,292559],[127101,395198],[132012,328602],[146052,346979],[158893,433028],[159739,364526],[167514,373693],[175174,382526],[190015,399609],[192265,402030],[198486,408526],[205843,479978],[206689,416986],[214464,426153],[223109,433998],[224980,435734],[230691,501440],[231537,441834],[240113,449707],[242363,452128],[248584,458624],[254650,520926],[257096,400212],[257452,465905],[259378,467483],[266113,473019],[268363,475440],[275569,480948],[277440,482684],[283997,488784],[287566,544124],[292597,434036],[292943,495428],[294842,496750],[302283,502410],[304154,504146],[311020,450310],[311376,509067],[313302,510645],[320037,516181],[323448,565208],[328254,521550],[328463,521956],[328574,465877],[331399,411323],[337976,473622],[338332,528447],[340258,530025],[347017,480986],[347363,534332],[349262,535654],[359635,543973],[363894,545450],[364386,495062],[366959,444267],[367315,444623],[373731,502448],[374077,551486],[375976,552808],[382178,555908],[382387,556314],[382498,509039],[399113,521399],[402068,475478],[402414,475824],[408178,570780],[408387,571186],[408498,528419],[416354,575156],[416846,533966],[432341,583928],[435595,504007],[435706,504118],[441202,587773],[441694,551120],[449211,555757],[464121,598815],[464926,527468],[467343,529885],[472523,570629],[492633,544917],[493859,583777],[494575,550633],[519836,565942]
   ]
cell #2392 :
  |C| = 175
  W-rep = phi[[3, 1, 1, 1],[1]]+phi[[3, 1],[1, 1, 1]]
  special rep = phi[[3, 1],[1, 1, 1]] , dim = 105
  orbit = [6, 2, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [183561],[214732],[216008],[242631],[248784],[248868],[250335],[277640],[277724],[283761],[284170],[284330],[313066],[313475],[313635],[319852],[319877],[320294],[345782],[349077],[349102],[349519],[355957],[356003],[381373],[381398],[384577],[384623],[391507],[415887],[415933],[419026],[448492],[448832],[479358],
     [132212,259038],[159912,294516],[175374,312962],[189830,329935],[190272,330556],[192533,268631],[198686,339918],[206862,348936],[221124,363409],[222409,365842],[225180,304354],[225264,304438],[231710,375650],[239928,383859],[240370,384480],[252379,396001],[255460,398710],[256703,400939],[259142,340022],[259551,340431],[259711,340591],[265928,409859],[266370,410480],[273584,415869],[274869,418302],[287925,430169],[290968,432627],[291362,372496],[294657,375791],[294682,375816],[295099,376233],[300298,440717],[301583,443150],[309384,448808],[310627,451037],[324075,462432],[324469,397507],[325678,463636],[326922,464527],[327449,407373],[327474,407398],[330653,410577],[330699,410623],[336340,472120],[337583,474349],[345388,479577],[360072,492234],[360599,431536],[360624,431561],[361763,493456],[363427,440735],[363473,440781],[366566,443874],[372102,501039],[380846,507689],[394687,519090],[396019,463654],[396065,463700],[397113,520525],[398394,471804],[398734,472144],[406846,527069],[429853,493140],[430193,493480],[431009,544518],[432408,500820],[461538,519156],[461609,564916],[462213,520306],[491672,543585]
   ]
cell #2393 :
  |C| = 455
  W-rep = phi[[2, 1, 1, 1],[2]]+phi[[1, 1, 1, 1],[3]]+phi[[2, 1],[2, 1, 1]]+phi[[1, 1],[3, 1, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     35 tau_infinity subcells with 1 member(s)
     140 tau_infinity subcells with 2 member(s)
     35 tau_infinity subcells with 4 member(s)
  subcells = [
     [405962],[438837],[461052],[468275],[470318],[489253],[491129],[492937],[497560],[499421],[511114],[516674],[516696],[520091],[524080],[524151],[536147],[536169],[540785],[541165],[544259],[544330],[547730],[557779],[558159],[562333],[562673],[565434],[575267],[576850],[577190],[580809],[591624],[592935],[605132],
     [250216,518387],[282866,540133],[285820,490972],[308289,555073],[318602,561550],[318956,515454],[322062,461196],[335245,569945],[343982,574347],[344336,532532],[354718,580134],[354743,540011],[355078,490742],[370696,586964],[371050,549686],[378393,590438],[379602,590856],[379627,554951],[379962,456060],[389169,595064],[390030,517579],[390218,561628],[390264,595731],[394396,598084],[400102,467141],[404393,600900],[405602,601318],[405627,569823],[413059,604174],[413084,531841],[413989,485787],[414177,574425],[414223,604507],[423156,607711],[423510,579392],[424357,542054],[424562,580205],[428151,610133],[428578,610370],[428741,582872],[433849,496486],[437907,612641],[437932,548995],[439025,587042],[439071,612974],[444963,511437],[446117,554449],[446163,615263],[447006,513480],[447211,590927],[450200,510303],[454491,617612],[455700,618030],[455725,594942],[456944,563489],[459077,619325],[460272,619816],[460626,597687],[465433,522850],[465773,523190],[466589,567400],[467952,530494],[468097,568320],[469429,569321],[469475,621939],[470523,601389],[473512,529683],[476098,536464],[476803,573965],[477143,574036],[477959,538325],[480799,535390],[483137,625412],[484857,625744],[484882,578701],[485975,607789],[486021,626077],[489173,627077],[490382,627495],[490407,610011],[492759,583522],[494370,545504],[494441,584357],[495045,546654],[497243,553301],[497265,553323],[498265,586582],[498605,586653],[502261,552544],[504700,558438],[504771,558509],[505375,590553],[508595,557208],[508935,557548],[509751,592519],[511034,631649],[512591,594440],[512637,631914],[513685,618101],[516649,632930],[517767,619894],[517813,633263],[519631,565262],[519702,598523],[521382,566467],[523421,572651],[523801,573031],[524755,601015],[527975,572080],[528315,572420],[529131,602981],[530576,577436],[533274,575210],[533345,605104],[533949,576360],[536122,636253],[537169,607329],[537509,607400],[541211,637195],[542259,627566],[543956,583389],[545561,587884],[547144,589467],[547484,589807],[550428,587827],[550499,613571],[551103,588977],[555740,591586],[558205,639523],[559113,617727],[565319,598926],[565737,598869],[565808,620812],[566505,602086],[567816,603397],[570612,602048],[583427,611142],[583760,611104],[584385,613599],[598551,620840],
     [306303,446099,553989,590381],[333259,469411,568861,600843],[342345,477119,573662,604136],[364915,435337,584760,612000],[366124,496468,585178,611943],[369059,498581,586279,612603],[377999,505594,554060,615235],[387183,512573,593980,617555],[400077,467116,599567,621456],[401241,523166,599900,621418],[403999,524974,568932,621911],[412532,531138,531663,604269],[417375,482287,605507,625103],[418584,535372,605925,625046],[421519,537485,607026,625706],[433895,496532,611625,628746],[434943,546873,585249,628718],[436187,504599,612309,630529],[437380,548292,548817,612736],[442223,503749,613974,630220],[443432,552526,614392,630163],[444785,511259,553448,593439],[450175,510278,616279,631431],[451339,557524,616612,631393],[454097,559332,594051,631886],[467872,530414,621674,635451],[473487,529658,622955,635233],[474651,572396,623288,635195],[480845,535436,624728,636096],[481893,576579,605996,636068],[484330,577998,578523,625839],[497218,553276,628903,638982],[502307,552590,629845,638825],[503355,589196,614463,638797],[523847,573077,634302,641407]
   ]
cell #2394 :
  |C| = 175
  W-rep = phi[[3, 1, 1, 1],[1]]+phi[[3, 1],[1, 1, 1]]
  special rep = phi[[3, 1],[1, 1, 1]] , dim = 105
  orbit = [6, 2, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [216038],[248898],[250351],[277754],[284241],[284346],[285972],[313546],[313651],[319988],[320317],[320494],[349213],[349542],[349719],[356118],[356143],[356473],[381509],[384738],[384763],[385093],[391604],[391650],[416048],[416073],[419123],[419169],[425907],[448929],[448975],[451882],[479368],[479736],[507696],
     [159983,294587],[190295,330579],[206933,349007],[217279,430192],[222524,365865],[222879,366479],[225294,304468],[231781,375721],[240393,384503],[251578,462495],[256261,398733],[256846,401002],[259622,340502],[259727,340607],[266393,410503],[274984,418325],[275339,418939],[287123,492416],[291770,432690],[292313,434719],[294793,375927],[295122,376256],[295299,376433],[301698,443173],[302053,443787],[310185,448831],[310770,451100],[323186,519548],[327585,407509],[327811,464709],[330814,410738],[330839,410763],[331169,411093],[337141,472143],[337726,474412],[346190,479640],[346733,481669],[358987,543540],[360735,431672],[362564,493479],[363588,440896],[363613,440921],[363632,494287],[366663,443971],[366709,444017],[372904,501102],[373447,503131],[381735,507871],[396180,463815],[396205,463840],[397915,520588],[398831,472241],[398877,472287],[401784,475194],[407735,527251],[416092,533191],[430290,493577],[430336,493623],[431898,544700],[432418,500830],[432786,501198],[440940,550345],[462223,520316],[462591,520684],[463859,565654],[464534,527076],[491682,543595],[491781,583141],[492241,544525],[519097,564923]
   ]
cell #2395 :
  |C| = 427
  W-rep = phi[[2, 2, 1, 1],[1]]+phi[[2, 1, 1, 1],[2]]+phi[[2, 2],[1, 1, 1]]+phi[[2, 1],[2, 1, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     91 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     49 tau_infinity subcells with 4 member(s)
  subcells = [
     [322100],[322251],[355116],[356667],[358373],[380000],[385287],[390307],[390669],[391590],[406000],[414266],[414628],[419109],[424617],[424645],[425837],[439114],[439476],[446206],[447266],[447294],[448915],[451812],[456098],[457143],[457168],[458340],[461234],[469518],[470578],[470606],[477198],[477226],[478158],[478183],[479666],[482400],[486064],[486426],[487436],[490780],[491197],[491372],[498660],[498688],[499620],[499645],[505683],[505708],[506567],[507727],[507943],[512680],[513740],[513768],[516764],[517856],[518218],[525063],[525088],[525947],[531176],[531392],[533215],[536237],[537564],[537592],[538524],[538549],[541254],[542314],[542342],[548330],[548546],[553930],[558248],[559421],[559446],[560305],[562728],[563688],[563713],[568802],[577245],[578036],[578252],[581142],[582001],[593268],[593921],
     [250375,518618],[284370,541330],[285967,543028],[313675,558324],[320382,562756],[320489,562783],[331363,411287],[349607,577273],[349714,577300],[356046,580860],[356472,581117],[366649,443957],[378054,505656],[384666,592986],[385092,593243],[391562,596331],[392007,596547],[398817,472227],[401714,475124],[404054,525036],[412756,531364],[415976,605183],[419081,606222],[419526,606438],[425862,608990],[430276,493563],[432716,501128],[433938,496575],[434998,546935],[435450,503862],[437604,548518],[445868,554051],[448563,555695],[448887,616048],[451837,616856],[454152,559394],[462521,520614],[464565,527107],[464781,527323],[465828,523245],[466813,567626],[469180,568923],[476874,573617],[479691,624567],[480888,535479],[481948,576641],[484554,578224],[492272,544556],[492488,544772],[494311,550369],[495378,546987],[496237,585240],[497333,553391],[498336,586234],[502350,552633],[503410,589258],[508990,557603],[509975,592745],[512342,594042],[519572,565678],[523890,573120],[528370,572475],[529355,603207],[534282,576693],[535141,605987],[537240,606981],[547539,589862],[551436,589310],[552295,614454],[568149,603730],
     [190360,330644,465856,523273],[222878,366478,495353,546962],[240458,384568,509018,557631],[256758,401001,521982,567438],[257203,401598,522198,567654],[259751,340631,523966,573196],[266458,410568,528398,572503],[275338,418938,534257,576668],[291023,432689,545686,584514],[292268,434763,545920,585119],[295187,376321,547567,589890],[295294,376428,547594,589917],[302052,443786,551411,589285],[310682,451099,556340,592557],[311127,451696,556556,592773],[324130,462494,519338,565073],[327146,464753,566607,599389],[328318,466580,522921,599855],[330742,410666,567867,603448],[331168,411092,568124,603705],[337638,474411,571212,603019],[338083,475008,571428,603235],[345443,479639,575392,605261],[346688,481713,575626,605866],[360296,492460,543725,583249],[363178,494432,545785,611496],[363516,440824,584436,613650],[366621,443929,585475,614689],[367066,444374,585691,614905],[372157,501101,588009,613728],[373402,503175,588243,614333],[381070,507915,591726,616101],[382242,509742,557279,616567],[395770,519437,519693,598422],[396108,463743,598602,620891],[397168,520587,599051,620969],[398465,471875,521337,570567],[398789,472199,599336,622724],[401739,475149,600144,623532],[407070,527295,602188,622777],[408242,529122,572151,623243],[415638,533336,575491,624599],[429924,493211,543911,583715],[430248,493535,610911,628357],[431233,544744,611244,628410],[432741,501153,611464,629684],[440486,550490,588108,629716],[462546,520639,620679,633936],[463405,565799,599150,633968]
   ]
cell #2396 :
  |C| = 455
  W-rep = phi[[2, 1, 1, 1],[2]]+phi[[1, 1, 1, 1],[3]]+phi[[2, 1],[2, 1, 1]]+phi[[1, 1],[3, 1, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     35 tau_infinity subcells with 1 member(s)
     140 tau_infinity subcells with 2 member(s)
     35 tau_infinity subcells with 4 member(s)
  subcells = [
     [428562],[440232],[459061],[460988],[471091],[483121],[489062],[489189],[497674],[500105],[510923],[511050],[516162],[516488],[520205],[524215],[526401],[535635],[535961],[540764],[541068],[544394],[547740],[547839],[555889],[557758],[558062],[562323],[565444],[565543],[568327],[575246],[576840],[583529],[591614],
     [285916,490951],[319752,515433],[322192,460818],[345132,532511],[355554,539873],[355908,487828],[358443,428611],[358669,582851],[364804,496672],[371846,549665],[380438,554813],[380792,506959],[391065,561529],[391090,515215],[391425,459796],[393051,597666],[394229,597941],[394300,564618],[399916,523287],[406438,569685],[406792,526339],[413195,573811],[415024,574326],[415049,532293],[415384,487182],[417264,535576],[424306,579371],[425130,489347],[425318,539897],[425364,580124],[426584,609277],[427001,609873],[427355,582393],[433448,546664],[433752,547032],[434054,585095],[436171,504583],[436295,585863],[438043,586428],[439872,586943],[439897,549447],[442112,552730],[446278,590417],[446303,554563],[447779,514253],[447967,554837],[448013,590846],[450014,557645],[452559,617143],[456536,594804],[456890,560697],[457628,516806],[457833,561564],[458886,619280],[459436,619795],[459461,597448],[462774,598625],[464629,566477],[464664,599281],[465423,567407],[467761,530303],[467888,530430],[469590,600879],[469615,569435],[471279,569709],[471325,601308],[473326,572517],[476212,536578],[477240,574100],[477286,604164],[478643,539009],[478848,574361],[480398,576370],[480702,576738],[481004,605842],[482946,625367],[484993,607175],[486822,607690],[486847,579153],[487890,541370],[489037,627056],[489535,609897],[489581,627485],[492336,583399],[492371,610856],[494360,584364],[496731,552789],[497057,553115],[498702,586717],[498748,612631],[500310,586978],[501860,588987],[502164,589355],[502466,614309],[504835,558573],[505385,590563],[505753,590662],[507021,560759],[507791,591596],[507826,615993],[508585,592526],[510898,631628],[512752,617591],[512777,594554],[514441,594828],[514487,618020],[516534,632920],[517011,619830],[519621,598530],[521531,570761],[523400,572630],[523704,572934],[524765,601025],[525133,601124],[527171,602058],[527206,622669],[527965,602988],[530586,577446],[530685,577545],[531145,604276],[533264,605111],[536007,636243],[537606,607464],[537652,625734],[539214,607725],[544105,583909],[544620,611114],[544655,628302],[545540,587863],[547134,589457],[548299,612743],[550418,613578],[553455,593446],[559123,617737],[559491,617836],[565298,598905],[565727,620819],[566495,602076],[578005,625846],[583417,611132],
     [269739,477142,531240,604146],[296453,498604,548394,612613],[305502,505657,553979,615242],[328864,467252,566987,600049],[329414,523189,567502,621428],[332458,525037,568851,621918],[341543,531275,531320,623959],[350873,537508,578100,625716],[364779,496647,584739,611979],[365323,546936,585168,628725],[368257,548429,548474,629076],[377110,505936,553906,615337],[382788,510414,592106,616761],[383338,557547,592621,631403],[386382,559395,593970,631893],[399962,523333,599557,621446],[400439,567537,567582,634173],[402461,475871,600431,623819],[403110,525316,568778,622013],[408788,529794,602568,623437],[409338,572419,603083,635205],[411447,483245,573246,606610],[417239,535551,605486,625082],[417783,576642,605915,636075],[420717,578135,578180,636426],[435996,504408,612264,630484],[442087,552705,613953,630199],[442631,589259,614382,638804],[450060,557691,616269,631421],[450537,592656,592701,639394],[453208,559674,593897,631988],[467736,530278,621653,635430],[473372,572563,622945,635223],[473849,603118,603163,641278],[497103,553161,628893,638972]
   ]
cell #2397 :
  |C| = 189
  W-rep = phi[[2, 1, 1, 1],[1, 1]]+phi[[2, 1, 1],[1, 1, 1]]
  special rep = phi[[2, 1, 1],[1, 1, 1]] , dim = 105
  orbit = [4, 2, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     21 tau_infinity subcells with 1 member(s)
     84 tau_infinity subcells with 2 member(s)
  subcells = [
     [322288],[356704],[358573],[385324],[391901],[392255],[394170],[419420],[419774],[426190],[426525],[452165],[452500],[458401],[458589],[482461],[482649],[488574],[508004],[510435],[533409],
     [107149,292571],[132011,328613],[146053,346991],[159727,364521],[167515,373705],[175173,382537],[184785,462322],[189907,399550],[192266,402042],[198485,408537],[206677,416981],[214465,426165],[221901,432517],[223110,434010],[224979,435745],[231525,441829],[240005,449648],[242364,452140],[248583,458635],[257097,400213],[257451,465916],[259366,467478],[266005,472960],[268364,475452],[274361,479467],[275570,480960],[277439,482695],[283985,488779],[292596,434035],[292931,495423],[294734,496691],[301075,500929],[302284,502422],[304153,504157],[311021,450311],[311375,509078],[313290,510640],[319929,516122],[326455,520415],[327526,521491],[328379,521951],[328567,465870],[331400,411324],[337977,473623],[338331,528458],[340246,530020],[347016,480985],[347351,534327],[349154,535595],[360676,544065],[363239,545445],[364316,495055],[366960,444268],[367314,444622],[373730,502447],[374065,551481],[375868,552749],[381450,555849],[382303,556309],[382491,509032],[395831,565203],[398529,521392],[402067,475477],[402402,475812],[407450,570721],[408303,571181],[408491,528412],[415699,575151],[416776,533959],[429988,543966],[431613,583869],[435511,503923],[435699,504111],[440547,587768],[441624,551113],[448627,555750],[463466,598810],[464842,527384],[467273,529815],[471939,570622],[492549,544833],[493275,583770],[494505,550563],[519766,565872]
   ]
cell #2398 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[2, 1]]+phi[[1, 1, 1],[3, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [257080],[257309],[258317],[260076],[288696],[291196],[292282],[292507],[298509],[311004],[311233],[312241],[324303],[327160],[328333],[330462],[331884],[337960],[338189],[339197],[345616],[346702],[346927],[360310],[361189],[363193],[365835],[366943],[367172],[367606],[372330],[373416],[373641],[381084],[382257],[384386],[391884],[392113],[395785],[396462],[397341],[398703],[400196],[400961],[401753],[401978],[402671],[407084],[408257],[410386],[415653],[418295],[419403],[419632],[425876],[426101],[430162],[430570],[431247],[432649],[432755],[433946],[435465],[440501],[443143],[444251],[444480],[448801],[450294],[451059],[451851],[452076],[458355],[462454],[462560],[463420],[464796],[465438],[472113],[473606],[474371],[475163],[475388],[479599],[479705],[480896],[482415],[492503],[493449],[494375],[501061],[501167],[502358],[503877],[507958],[508600],[519636],[520547],[520653],[527338],[527980],[533279],[544787],[550433],[565742],
     [116344,445883],[135724,469195],[142340,412770],[151179,487451],[161145,496252],[163802,437618],[171085,378227],[172515,506582],[178886,512357],[180947,457182],[190417,522213],[191598,466827],[194397,404227],[195827,525962],[202068,343116],[202685,531407],[203866,478197],[208095,535156],[210752,484568],[213036,424790],[222757,545984],[223013,495392],[224217,435171],[226916,369830],[227533,548561],[228714,499659],[232943,552310],[234076,314000],[235739,553994],[235995,505722],[237199,447439],[240515,556571],[241696,509989],[244495,454325],[245925,560320],[246784,393121],[258934,567669],[261739,568866],[261995,525102],[263199,470751],[266515,571443],[267696,529369],[270558,477112],[270787,413649],[271795,352929],[275217,575690],[275473,534296],[276677,482121],[279376,422290],[279993,578267],[281174,538563],[285403,582016],[294204,585183],[294460,547001],[295244,585706],[297272,498574],[297501,438497],[301931,588307],[302187,551450],[303391,503583],[304928,385808],[306014,446560],[306239,505616],[312858,592788],[315663,593985],[315919,559460],[317123,513913],[320439,596562],[321620,563727],[330233,523159],[331047,600208],[331303,568163],[332970,469872],[333195,524996],[339814,603250],[340892,420066],[342065,477520],[348624,605930],[348880,576707],[349664,606453],[351692,537478],[351921,485447],[356351,609054],[356607,581156],[357811,542487],[365012,611668],[366060,546895],[368779,498982],[375338,614397],[375594,589324],[376378,614920],[376671,452769],[384157,557517],[384971,616920],[385227,593282],[386894,513034],[387119,559354],[410157,572389],[410971,623596],[411227,603744],[417472,624771],[418520,576601],[421239,537886],[442320,629888],[443368,589218]
   ]
cell #2399 :
  |C| = 427
  W-rep = phi[[2, 2, 1, 1],[1]]+phi[[2, 1, 1, 1],[2]]+phi[[2, 2],[1, 1, 1]]+phi[[2, 1],[2, 1, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     91 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     49 tau_infinity subcells with 4 member(s)
  subcells = [
     [321997],[322239],[355013],[356655],[358266],[379897],[385275],[390296],[390562],[391578],[405897],[414255],[414521],[419097],[424628],[424633],[425836],[439103],[439369],[446195],[447277],[447282],[448903],[451811],[455995],[457142],[457179],[458341],[469507],[470589],[470594],[477209],[477214],[478157],[478194],[479665],[482401],[486053],[486319],[487437],[490677],[498671],[498676],[499619],[499656],[505682],[505719],[506568],[507726],[507944],[512669],[513751],[513756],[517845],[518111],[518909],[525062],[525099],[525948],[531175],[531393],[533216],[537575],[537580],[538523],[538560],[541243],[542325],[542330],[543093],[543359],[548329],[548547],[553931],[558237],[559420],[559457],[560306],[562739],[562848],[563687],[563724],[568803],[577256],[577365],[578035],[578253],[581153],[582002],[593279],[593922],
     [250379,564449],[284374,581258],[285956,582653],[313679,593384],[320466,562744],[320478,596628],[331351,411275],[349691,577261],[349703,606519],[356035,608999],[356570,581116],[366637,443945],[378065,446086],[384655,616865],[385190,593242],[391573,596330],[392110,596548],[398805,472215],[401713,475123],[404065,469398],[412767,477109],[415965,624576],[419092,606221],[419629,606439],[425873,608991],[430264,493551],[432715,501127],[433927,496564],[435009,496455],[435451,503863],[437615,498571],[445869,505602],[448564,507746],[448898,616047],[451848,616857],[454163,512560],[462520,520613],[464564,527106],[464782,527324],[465839,523256],[466824,523156],[469181,524982],[476875,531195],[479702,624568],[480877,535468],[481959,535359],[484565,537475],[492271,544555],[492489,544773],[494312,550370],[495389,546998],[496238,546881],[498337,548349],[502339,552622],[503421,552513],[509001,557614],[509986,557514],[512343,559340],[519573,565679],[523879,573109],[528381,572486],[529366,572386],[534293,576704],[535142,576587],[537241,578055],[547550,589873],[547659,589982],[551447,589321],[552296,589204],[568160,603741],
     [190444,258961,465844,523261],[222976,294423,495352,546961],[240542,312885,509006,557619],[256769,329922,521981,567437],[257306,330459,522199,567655],[259755,340635,568265,603846],[266542,339841,528386,572491],[275436,348843,534256,576667],[291034,363396,545685,584513],[292279,365832,545921,585120],[295271,376405,547555,589878],[295283,376417,585772,614986],[302150,375557,551410,589284],[310693,383846,556339,592556],[311230,384383,556557,592774],[324141,395988,519337,565072],[327157,398700,566608,599390],[328319,400947,522922,567457],[330731,410655,600153,623541],[331266,411190,568123,603704],[337649,409846,571211,603018],[338186,410383,571429,603236],[345454,415856,575391,605260],[346699,418292,575627,605867],[360307,430159,543726,583250],[363179,432635,545786,584533],[363505,440813,611473,629693],[366632,443940,585474,614688],[367169,444477,585692,614906],[372168,440704,588008,613727],[373413,443140,588244,614334],[381081,448798,591727,616102],[382243,451045,557280,592576],[395771,462440,519438,565092],[396097,463732,620688,633945],[397179,463623,599050,620968],[398466,464584,471876,527126],[398800,472210,599335,622723],[401750,475160,600145,623533],[407081,472110,602189,622778],[408243,474357,572152,603038],[415639,479585,575492,605280],[429925,492291,493212,544575],[430259,493546,610910,628356],[431244,493446,611245,628411],[432752,501164,611465,629685],[440487,501047,588109,613747],[462557,520650,620680,633937],[463406,520533,599151,620988]
   ]
cell #2400 :
  |C| = 189
  W-rep = phi[[2, 1, 1, 1],[1, 1]]+phi[[2, 1, 1],[1, 1, 1]]
  special rep = phi[[2, 1, 1],[1, 1, 1]] , dim = 105
  orbit = [4, 2, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     21 tau_infinity subcells with 1 member(s)
     84 tau_infinity subcells with 2 member(s)
  subcells = [
     [322289],[356705],[358572],[385325],[391902],[392254],[394158],[419421],[419773],[426189],[426513],[452164],[452488],[458389],[458588],[482449],[482648],[488573],[507992],[510434],[533408],
     [107150,292583],[132010,328625],[146054,347003],[159715,364522],[167516,373717],[175172,382549],[189800,399551],[192267,402054],[198484,408549],[206665,416982],[214466,426177],[221094,432518],[223111,434022],[224978,435757],[231513,441830],[239898,449649],[242365,452152],[248582,458647],[252349,462323],[257098,400214],[257450,465928],[259354,467479],[265898,472961],[268365,475464],[273554,479468],[275571,480972],[277438,482707],[283973,488780],[292595,434034],[292919,495424],[294627,496692],[300268,500930],[302285,502434],[304152,504169],[311022,450312],[311374,509090],[313278,510641],[319822,516123],[325648,520416],[327419,521492],[328367,521952],[328566,465869],[331401,411325],[337978,473624],[338330,528470],[340234,530021],[347015,480984],[347339,534328],[349047,535596],[360569,544066],[363227,545446],[364315,495054],[366961,444269],[367313,444621],[373729,502446],[374053,551482],[375761,552750],[381343,555850],[382291,556310],[382490,509031],[395819,565204],[398528,521391],[402066,475476],[402390,475800],[407343,570722],[408291,571182],[408490,528411],[415687,575152],[416775,533958],[429987,543965],[431506,583870],[435499,503911],[435698,504110],[440535,587769],[441623,551112],[448626,555749],[463454,598811],[464830,527372],[467272,529814],[471938,570621],[492537,544821],[493274,583769],[494504,550562],[519765,565871]
   ]
cell #2401 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[2, 1]]+phi[[1, 1, 1],[3, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [257186],[257310],[258318],[260077],[288697],[291197],[292283],[292610],[298510],[311110],[311234],[312242],[324304],[327161],[328341],[330463],[331885],[338066],[338190],[339198],[345617],[346703],[347030],[360311],[361190],[363201],[365836],[367049],[367173],[367607],[372331],[373417],[373744],[381085],[382265],[384387],[391990],[392114],[395793],[396463],[397342],[398704],[400922],[400969],[401754],[402081],[402679],[407085],[408265],[410387],[415661],[418296],[419509],[419633],[425877],[426204],[430163],[430578],[431248],[432657],[432756],[434620],[435473],[440509],[443144],[444357],[444481],[448802],[451020],[451067],[451852],[452179],[458363],[462462],[462561],[463428],[464804],[465996],[472114],[474332],[474379],[475164],[475491],[479607],[479706],[481570],[482423],[492511],[493450],[494419],[501069],[501168],[503032],[503885],[507966],[509158],[519680],[520555],[520654],[527346],[528538],[533323],[544795],[550477],[565786],
     [116352,445891],[135732,469203],[142350,412771],[151187,487459],[161153,496260],[163812,437619],[171086,378228],[172523,506590],[178894,512365],[180957,457183],[190425,522221],[191608,466828],[194398,404228],[195835,525970],[202069,343117],[202693,531415],[203876,478198],[208103,535164],[210762,484569],[213037,424791],[222860,546028],[223023,495393],[224218,435172],[226917,369831],[227541,548569],[228724,499660],[232951,552318],[234077,314001],[235842,554038],[236005,505723],[237200,447440],[240523,556579],[241706,509990],[244496,454326],[245933,560328],[246785,393122],[258942,567677],[261842,568910],[262005,525103],[263200,470752],[266523,571451],[267706,529370],[270664,477113],[270788,413650],[271796,352930],[275320,575734],[275483,534297],[276678,482122],[279377,422291],[280001,578275],[281184,538564],[285411,582024],[294307,585227],[294470,547002],[295252,585714],[297378,498575],[297502,438498],[302034,588351],[302197,551451],[303392,503584],[304929,385809],[306015,446561],[306342,505624],[312866,592796],[315766,594029],[315929,559461],[317124,513914],[320447,596570],[321630,563728],[330339,523160],[331150,600252],[331313,568164],[332971,469873],[333298,525004],[339822,603258],[340893,420067],[342073,477528],[348727,605974],[348890,576708],[349672,606461],[351798,537479],[351922,485448],[356454,609098],[356617,581157],[357812,542488],[365774,611831],[366163,546903],[368787,498990],[375441,614441],[375604,589325],[376386,614928],[376679,452777],[384263,557518],[385074,616964],[385237,593283],[386895,513035],[387222,559362],[410263,572390],[411074,623640],[411237,603745],[418234,624934],[418623,576609],[421247,537894],[443082,630051],[443471,589226]
   ]
cell #2402 :
  |C| = 413
  W-rep = phi[[2, 2],[1, 1, 1]]+phi[[2, 1],[2, 1, 1]]+phi[[1],[3, 2, 1]]+phi[[],[3, 3, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     140 tau_infinity subcells with 2 member(s)
     21 tau_infinity subcells with 4 member(s)
  subcells = [
     [335966],[371172],[378152],[402978],[404152],[406060],[412847],[430877],[434601],[435096],[436580],[437695],[439540],[445946],[448569],[454250],[463059],[466440],[466904],[468032],[468292],[469258],[476880],[481551],[482046],[484645],[492694],[492954],[495921],[496315],[497393],[498342],[503013],[503508],[509602],[510066],[512420],[519924],[526948],[528982],[529446],[534825],[535219],[537246],[550205],[550330],[551979],[552373],[570412],
     [191103,466457],[223662,495891],[241201,509619],[250115,322008],[250251,322323],[257556,522404],[258006,522664],[264274,570536],[267201,528999],[276122,534795],[282765,355024],[283587,357425],[285712,358278],[291121,545720],[293059,546272],[299812,550222],[299898,587651],[302836,551949],[308188,379908],[309010,389890],[311480,556762],[311930,557022],[318486,390399],[318848,390574],[319078,392377],[324228,519372],[327237,566634],[329082,522927],[335144,405908],[335365,601621],[335797,570382],[338436,571634],[338886,571894],[343866,414358],[344228,414533],[344458,423632],[345541,575426],[347479,575978],[354613,424715],[354630,424732],[355176,426623],[360387,543752],[363256,545791],[367915,612416],[370580,439206],[370942,439381],[371155,587301],[371605,587561],[372255,588043],[374193,588595],[376978,453076],[377657,446869],[379497,447364],[379514,447381],[380060,456158],[381161,591753],[383006,557285],[389068,456006],[390137,457229],[390167,457259],[390733,459104],[395848,519443],[396771,620772],[397266,599085],[398471,471881],[402961,600569],[403657,470181],[405497,470676],[405514,470693],[406090,601611],[407161,602215],[409006,572157],[411732,483530],[412383,477810],[412400,477827],[414096,478244],[414126,478274],[414692,486490],[415716,575497],[423040,486156],[423402,486331],[424488,487514],[428050,490688],[429930,493217],[430860,611029],[431324,611271],[436610,612406],[437231,499272],[437248,499289],[438944,499706],[438974,499736],[440564,588114],[444720,511194],[444980,511454],[445522,506221],[445552,506251],[447137,506645],[453755,513343],[455595,513838],[455612,513855],[460156,517948],[460518,518123],[461321,518920],[463089,620762],[463483,599156],[468834,525601],[468864,525631],[470449,526025],[475931,536297],[476357,531598],[476617,531858],[484181,538176],[484198,538193],[485894,538610],[485924,538640],[488437,541917],[490277,542412],[490294,542429],[491102,543196],[491464,543371],[497819,548752],[498079,549012],[504993,554282],[507568,561306],[511996,559959],[512026,559989],[513611,560383],[515973,563340],[516098,563465],[517686,563774],[517716,563804],[524373,569154],[533051,579911],[533176,580036],[536723,578458],[536983,578718],[540600,581685],[542185,582079],[555540,595531],[558731,594273],
     [183511,250433,518526,564548],[214111,285048,540724,581809],[215933,286030,542934,582740],[238274,318198,555664,595655],[248087,321125,515990,563357],[248173,321211,562237,597103],[273098,354232,533068,579928],[273184,354318,575034,608398],[282986,356824,580437,609352],[283418,357256,540570,581655],[308409,389289,591159,618333],[308841,389721,555510,595501],[319061,392360,561887,596753],[319511,392810,562147,597013],[341201,420375,603949,625519],[344441,423615,574684,608048],[344891,424065,574944,608308],[355206,426653,580427,609342],[376961,453059,590107,617281],[380090,456188,591149,618323],[411762,483560,603939,625509]
   ]
cell #2403 :
  |C| = 140
  W-rep = phi[[3, 1],[1, 1, 1]]+phi[[],[4, 2, 1]]
  special rep = phi[[3, 1],[1, 1, 1]] , dim = 105
  orbit = [6, 2, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     70 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [132849],[160616],[176011],[190596],[191023],[196646],[199323],[207566],[221231],[223199],[229553],[229625],[232414],[240694],[241121],[252486],[255564],[257496],[263712],[264100],[264239],[266694],[267121],[273691],[275659],[288029],[291061],[296008],[299305],[299327],[299732],[300405],[302373],[309488],[311420],[324168],[325233],[325785],[326928],[332021],[332043],[335282],[335334],[336444],[338376],[345481],[360078],[361326],[361348],[361867],[367832],[367884],[371095],[372195],[380852],[394693],[396688],[396740],[397206],[402510],[402901],[406852],[430409],[430800],[431015],[436220],[461580],[461615],[462699],[491706],
     [125982,183600],[151998,215285],[153365,216062],[173334,246744],[181786,249421],[181858,249493],[183476,250398],[204705,282013],[204777,282085],[213549,284486],[213937,284874],[214076,285013],[237712,317636],[238100,318024],[238239,318163],[247580,320618],[247602,320640],[248007,321045],[269294,350428],[272591,353725],[272613,353747],[273018,354152],[282903,356741],[282955,356793],[305065,385945],[305087,385967],[308326,389206],[308378,389258],[319001,392300],[341118,420292],[341170,420344],[344381,423555],[376510,452608],[376901,452999],[411372,483170]
   ]
cell #2404 :
  |C| = 553
  W-rep = phi[[2, 1],[2, 1, 1]]+phi[[1, 1],[3, 1, 1]]+phi[[2],[2, 2, 1]]+phi[[1],[3, 2, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     91 tau_infinity subcells with 4 member(s)
  subcells = [
     [400826],[434518],[450924],[465989],[466380],[466595],[468103],[471760],[474236],[481468],[492765],[494412],[494447],[495531],[500697],[500711],[502930],[509151],[509542],[509757],[519673],[519708],[521416],[526432],[526865],[528531],[528922],[529137],[533316],[533351],[534435],[543990],[547870],[549754],[550145],[550470],[550505],[551589],[555774],[565574],[565779],[565814],[568428],[570022],[570646],[583630],[583794],[585942],[598704],
     [306410,554031],[333366,568903],[335197,405951],[342449,573696],[365679,585015],[366231,585220],[369163,586313],[370374,438826],[378092,554066],[387290,594022],[394130,461156],[400804,599770],[401345,599934],[402880,468264],[404092,568938],[405280,470324],[412538,531669],[418139,605762],[418691,605967],[421623,607060],[425799,490016],[428394,491225],[430779,492926],[434570,611778],[435036,585255],[436500,497566],[437386,548823],[438782,499427],[440300,629625],[442987,614229],[443539,614434],[444791,511265],[448448,514922],[450902,616482],[451443,616646],[454190,594057],[458220,517398],[458234,517412],[462979,520097],[468068,524122],[468220,524157],[471681,622569],[474214,623158],[474755,623322],[479235,539601],[479249,539615],[481520,624881],[481986,606002],[484336,578529],[487921,541401],[488354,541834],[492730,544301],[492882,544336],[497421,547764],[500675,629565],[502982,629998],[503448,614469],[507052,560790],[507485,561223],[515522,562889],[515913,563280],[519952,565468],[526917,634770],[530716,577576],[532600,579460],[532991,579851],[540210,581295],[553556,593547],[555150,595141],[573325,606689],
     [183438,250225,460696,518307],[213418,282875,487706,540053],[215884,285829,428244,490874],[237581,308298,506837,554993],[247055,318707,515068,561595],[247465,318965,457464,515356],[250168,322051,394348,461185],[263581,335254,526217,569865],[272066,344087,532146,574392],[272476,344345,478479,532434],[282387,354825,539804,580176],[282409,354847,487660,540000],[282818,355067,428103,490731],[298780,370801,549300,587009],[299190,371059,499941,549588],[305858,379157,553826,590693],[307810,379709,554744,590898],[307832,379731,506791,554940],[308241,379951,389121,456049],[317505,389178,560575,594984],[318280,390019,459950,517568],[318403,390316,515242,561634],[318455,390368,561489,595765],[322432,394405,598171,620438],[332814,405157,568698,601155],[334766,405709,569616,601360],[334788,405731,526171,569812],[341908,413786,573532,604377],[341930,413808,477729,531830],[343660,413978,422834,485776],[343783,414275,532320,574431],[343835,414327,574286,604541],[353200,423261,579006,607756],[353610,423519,538845,579294],[354396,424363,490060,542060],[354553,424655,539956,580211],[358193,428160,582271,610053],[358511,428679,610316,627922],[358734,428750,582975,610604],[368622,438634,586149,612844],[368644,438656,499191,548984],[370497,439123,549474,587048],[370549,439175,586903,613008],[376880,444952,452978,511426],[377574,446786,506141,554455],[377626,446838,590216,615416],[379280,447012,455378,513486],[379437,447304,554896,590933],[386738,455255,593817,617867],[388690,455807,594735,618072],[388712,455829,560529,594931],[389975,456950,517524,563495],[391493,459864,619061,633193],[393392,460377,597301,619861],[393802,460635,564009,597589],[403574,470098,525521,569327],[403626,470150,600678,622092],[405437,470616,569768,601395],[411652,476104,483450,536470],[411932,477359,531634,574007],[412323,477750,531786,574042],[413934,477965,485732,538331],[415452,487250,624508,636975],[421082,485584,606896,625947],[421104,485606,538095,578690],[422957,486073,579180,607795],[423009,486125,607650,626111],[425720,489937,608886,627332],[427672,490489,609804,627537],[427694,490511,582225,610000],[436780,498821,548788,586624],[437171,499212,548940,586659],[444756,504742,511230,558480],[444908,504777,511382,558515],[445162,505861,554310,590587],[448369,514843,615893,632544],[453672,513260,559879,594446],[453724,513312,617390,632067],[455535,513778,594887,618107],[458198,517376,619001,633133],[460073,517865,597475,619900],[460125,517917,619755,633297],[468474,525241,569182,601049],[475959,530610,536325,577470],[479213,539579,624448,636915],[483730,537725,578494,607371],[484121,538116,578646,607406],[488406,541886,626855,637348],[490217,542352,609956,627572],[507537,561275,630968,639991],[511636,559599,594301,617761]
   ]
cell #2405 :
  |C| = 553
  W-rep = phi[[2, 1],[2, 1, 1]]+phi[[1, 1],[3, 1, 1]]+phi[[2],[2, 2, 1]]+phi[[1],[3, 2, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     91 tau_infinity subcells with 4 member(s)
  subcells = [
     [365567],[400634],[418027],[434060],[434070],[434416],[436301],[440284],[442875],[450732],[462780],[464670],[464680],[465979],[471569],[471687],[474044],[481010],[481020],[481366],[492377],[492387],[494402],[500135],[500505],[502472],[502482],[502828],[507832],[507842],[509141],[519663],[524245],[526417],[526763],[527212],[527222],[528521],[533306],[544424],[544661],[544671],[547855],[549744],[550460],[565559],[565769],[568418],[583620],
     [269846,531291],[296560,548445],[299160,440221],[305606,554021],[329521,567553],[329655,567306],[332562,568893],[334571,471080],[341636,531281],[350980,578151],[358495,428663],[365427,585210],[365545,585000],[367807,497663],[368350,548435],[370318,500111],[377116,505942],[383445,592672],[383579,592425],[386486,594012],[391477,459848],[394057,461083],[396663,520194],[400532,567543],[400686,599760],[402824,524221],[403116,525322],[405270,526407],[406817,622632],[409445,603134],[409579,602887],[411453,483251],[415436,487234],[417887,605957],[418005,605747],[420810,578141],[425608,489825],[425726,489943],[430723,544400],[436311,547774],[436490,547845],[440113,613442],[442735,614424],[442853,614214],[448257,514731],[448375,514849],[450630,592662],[450784,616472],[453214,559680],[457658,516836],[458028,517206],[462790,565478],[462969,565549],[468058,568354],[471547,622554],[473942,603124],[474096,623148],[478673,539039],[479043,539409],[487906,541386],[488252,541732],[492720,583556],[500557,629555],[504865,558603],[507037,560775],[507383,561121],[515512,562879],[530701,577561],[532590,579450],[553546,593537],
     [153320,285925,428212,490864],[181242,319761,457432,515346],[183422,322201,393909,460715],[204161,345141,478447,532424],[212929,355659,487413,539927],[213402,355917,424919,487725],[215854,358432,358704,428600],[229009,371855,499909,549578],[237092,380543,506544,554867],[237565,380801,447568,506856],[246921,391172,515053,561580],[246943,391194,457383,515204],[247435,391414,393772,459785],[263092,406543,525924,569739],[263565,406801,470880,526236],[269980,413920,531044,574130],[271932,415131,532131,574377],[271954,415153,478398,532282],[272446,353580,415373,487171],[281469,424315,538813,579284],[282192,425119,427477,489336],[282217,425416,487604,539903],[282269,425468,539794,580166],[286114,358678,582943,610594],[296694,438768,548198,586747],[298646,439979,549285,586994],[298668,440001,499860,549436],[305724,446956,553811,590678],[305746,446761,446978,554552],[307615,388495,447768,514242],[307640,448065,506735,554843],[307692,448117,554734,590888],[317016,456641,560282,594858],[317489,456899,514042,560594],[318224,457634,459894,516812],[318301,457926,515232,561570],[321915,393060,563977,597579],[322217,394325,597878,620312],[322416,394309,564735,598190],[332680,470268,568683,601140],[332702,470073,470290,569424],[334596,471377,526115,569715],[334648,471429,569606,601350],[341093,420267,476201,536567],[341738,477673,477852,574106],[341790,477904,573522,604367],[343604,422778,478649,539015],[343681,478941,532310,574367],[351114,485718,577904,607494],[353066,486929,578991,607741],[353088,486951,538764,579142],[354386,487896,490050,541376],[355933,427380,608949,627395],[357704,427106,581978,609927],[358177,427364,542616,582290],[368452,499135,499314,586723],[368504,499366,586139,612834],[370395,500403,549464,586984],[376824,452922,504841,558579],[377126,505871,505952,590597],[377472,506131,506298,590668],[379270,455368,507027,560765],[380817,456915,615956,632607],[386604,513430,593802,617852],[386626,513235,513452,594543],[388520,514539,560473,594834],[388572,514591,594725,618062],[391306,459677,596199,619599],[393258,459543,597286,619846],[393280,459565,563928,597437],[403126,525251,525332,601059],[403472,525511,525678,601130],[411463,483261,530620,577480],[411642,483440,530691,577551],[411922,531560,531624,604303],[415265,487063,604975,626545],[420912,538039,538218,607470],[420964,538270,606886,625937],[422855,539307,579170,607731],[425586,489803,608871,627317],[427502,489633,582169,609903],[427554,489685,609794,627527],[436770,548714,548778,612770],[444746,511220,553482,593473],[448235,514709,615878,632529],[453224,559609,559690,617771],[453570,559869,560036,617842],[458080,517258,618991,633123],[459971,517104,597465,619836],[479095,539461,624438,636905],[483720,578420,578484,625873]
   ]
cell #2406 :
  |C| = 189
  W-rep = phi[[2, 1, 1, 1],[1, 1]]+phi[[2, 1, 1],[1, 1, 1]]
  special rep = phi[[2, 1, 1],[1, 1, 1]] , dim = 105
  orbit = [4, 2, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     21 tau_infinity subcells with 1 member(s)
     84 tau_infinity subcells with 2 member(s)
  subcells = [
     [322297],[356713],[358582],[385333],[392006],[392264],[394159],[419525],[419783],[426294],[426514],[452269],[452489],[458390],[458687],[482450],[482747],[488580],[507993],[510441],[533415],
     [107158,292678],[132020,328717],[146062,347098],[159716,364614],[167524,373812],[175182,382641],[189801,399556],[192275,402149],[198494,408641],[206666,417074],[214474,426272],[221095,432523],[223119,434688],[224988,435849],[231514,441922],[239899,449654],[242373,452247],[248592,458739],[252350,462328],[257202,400938],[257460,466534],[259355,467571],[265899,472966],[268373,475559],[273555,479473],[275579,481638],[277448,482799],[283974,488872],[292700,434710],[292920,495968],[294628,496697],[300269,500935],[302293,503100],[304162,504261],[311126,451036],[311384,509696],[313279,510733],[319823,516128],[325649,520421],[327420,521497],[328368,522366],[328665,466482],[331409,411333],[338082,474348],[338340,529076],[340235,530113],[347120,481660],[347340,534872],[349048,535601],[360570,544071],[363228,545472],[364322,495541],[367065,444373],[367323,444631],[373834,503122],[374054,552026],[375762,552755],[381344,555855],[382292,556724],[382589,509644],[395820,565230],[398535,521426],[402171,475581],[402391,475801],[407344,570727],[408292,571596],[408589,529024],[415688,575178],[416782,534445],[429994,544000],[431507,583875],[435500,503912],[435797,504209],[440536,587795],[441630,551599],[448633,555784],[463455,598837],[464831,527373],[467279,529821],[471945,570656],[492538,544822],[493281,583804],[494511,550569],[519772,565878]
   ]
cell #2407 :
  |C| = 126
  W-rep = phi[[2],[3, 1, 1]]
  special rep = phi[[2],[3, 1, 1]] , dim = 126
  orbit = [5, 5, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 126
     126 tau_infinity subcells with 1 member(s)
  subcells = [
     [125978],[151994],[153355],[173330],[181719],[181848],[183596],[196642],[204638],[204767],[213539],[213852],[215281],[216052],[229486],[229615],[236882],[237702],[238015],[246740],[247567],[247916],[249354],[249483],[250135],[262882],[263702],[264015],[269284],[271683],[272578],[272927],[281946],[282075],[282785],[282944],[284476],[284789],[295998],[298397],[299292],[299641],[305052],[306823],[307446],[308208],[308367],[316806],[317626],[317939],[318697],[320605],[320954],[325223],[332008],[333779],[334402],[335164],[335323],[341001],[341159],[342865],[344077],[350418],[352817],[353712],[354061],[354812],[356782],[361313],[367715],[367873],[369579],[370791],[376785],[378503],[379147],[379696],[385932],[387703],[388326],[389088],[389247],[390357],[396571],[396729],[402785],[404503],[405147],[405696],[411561],[413773],[414316],[420175],[420333],[422039],[423251],[428070],[430684],[436409],[438621],[439164],[446669],[446827],[452883],[454601],[455245],[455794],[460367],[461341],[462888],[469981],[470139],[477634],[483359],[485571],[486114],[490476],[499096],[506050],[513143],[513301],[517906],[525430],[538000],[559788]
   ]
cell #2408 :
  |C| = 427
  W-rep = phi[[2, 2, 1, 1],[1]]+phi[[2, 1, 1, 1],[2]]+phi[[2, 2],[1, 1, 1]]+phi[[2, 1],[2, 1, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     91 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     49 tau_infinity subcells with 4 member(s)
  subcells = [
     [215818],[215993],[247399],[248853],[250121],[272410],[277709],[282511],[282771],[283746],[299124],[307934],[308194],[313051],[318560],[318587],[319797],[334890],[335150],[342691],[343940],[343967],[345767],[349022],[353544],[354663],[354696],[355959],[369405],[370654],[370681],[378351],[378378],[379547],[379580],[381318],[384579],[388814],[389074],[390220],[393736],[404351],[404378],[405547],[405580],[413004],[413037],[414179],[415545],[415889],[421865],[423114],[423141],[427796],[428056],[428836],[437852],[437885],[439027],[445775],[446119],[448530],[454449],[454476],[455645],[455678],[458981],[460230],[460257],[461067],[461327],[469087],[469431],[476841],[483041],[484802],[484835],[485977],[489131],[489268],[490327],[490360],[498303],[510992],[511129],[512249],[512593],[516627],[517769],[536100],[537207],
     [153424,491203],[182431,516770],[183527,518559],[208910,536243],[214569,489158],[214698,541271],[225249,304423],[242468,511019],[242597,558265],[248324,562347],[248637,516594],[259127,340007],[270533,412879],[277180,576864],[277493,536067],[283719,540823],[284068,541167],[291347,372481],[294602,375736],[297247,437727],[306281,445997],[309730,591638],[313024,557817],[313373,558161],[319830,562371],[324454,397492],[327394,407318],[328959,401587],[330208,466936],[330655,410579],[333237,469309],[342301,476988],[345248,479383],[345740,575305],[349055,576888],[351667,484677],[360544,431481],[363085,440393],[363429,440737],[364873,435295],[366102,496366],[369015,498450],[377859,505400],[381351,591662],[382883,451685],[384132,510098],[387161,512471],[395677,463312],[396021,463656],[398432,471842],[400055,467094],[401197,523035],[403859,524780],[408883,474997],[410132,529478],[417333,482245],[418562,535270],[421475,537354],[429891,493178],[436091,504503],[442181,503707],[443410,552424],[450153,510256],[451295,557393],[453957,559138],[467830,530372],[467967,530509],[473465,529636],[474607,572265],[497196,553254],
     [107253,223900,364900,435322],[132065,258205,400022,467061],[146157,276360,417360,482272],[159461,293091,433507,496144],[159810,293714,433851,496488],[161960,233758,497339,553397],[167619,303074,442208,503734],[175227,312129,450120,510223],[188538,327269,465076,521780],[189808,329133,465471,522888],[192370,268468,467857,530399],[192499,268597,523907,573137],[198539,339085,473432,529603],[206411,347511,480457,535048],[206760,348134,480801,535392],[218073,360419,429496,492070],[221102,363307,494733,545752],[222365,365025,434803,546679],[224720,303894,547158,589481],[225033,304207,497163,553221],[231259,374225,501919,552202],[231608,374848,502263,552546],[238636,381193,508238,556138],[239906,383057,508633,557246],[252357,395899,461901,519404],[255416,398579,465181,566653],[255806,336686,566519,602100],[259100,339980,523459,572689],[259449,340329,523803,573033],[264636,407193,527618,571010],[265906,409057,528013,572118],[273562,415767,533637,575458],[274825,417485,481753,576385],[287881,429601,430038,543771],[288271,362109,583441,611156],[289520,431356,545067,584158],[290828,371962,432433,500845],[291320,372454,545599,587922],[294635,375769,547182,589505],[300276,440615,550791,588075],[301539,442333,503215,589002],[309340,448677,508343,591772],[323935,396973,462238,520331],[324427,397465,565357,598964],[325656,463534,566100,599117],[327427,407351,566543,602124],[336296,471989,527723,602234],[360577,431514,583465,611180],[361719,493325,545172,611290]
   ]
cell #2409 :
  |C| = 427
  W-rep = phi[[2, 2, 1, 1],[1]]+phi[[2, 1, 1, 1],[2]]+phi[[2, 2],[1, 1, 1]]+phi[[2, 1],[2, 1, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     91 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     49 tau_infinity subcells with 4 member(s)
  subcells = [
     [215819],[215992],[247400],[248852],[250120],[272411],[277708],[282512],[282770],[283745],[299125],[307935],[308193],[313050],[318572],[318586],[319796],[334891],[335149],[342692],[343952],[343966],[345766],[349021],[353545],[354662],[354708],[355960],[369406],[370666],[370680],[378363],[378377],[379546],[379592],[381317],[384580],[388815],[389073],[390221],[393737],[404363],[404377],[405546],[405592],[413003],[413049],[414180],[415544],[415890],[421866],[423126],[423140],[427797],[428055],[428837],[437851],[437897],[439028],[445774],[446120],[448531],[454461],[454475],[455644],[455690],[458982],[460242],[460256],[461068],[461326],[469086],[469432],[476842],[483042],[484801],[484847],[485978],[489143],[489269],[490326],[490372],[498304],[511004],[511130],[512248],[512594],[516639],[517770],[536112],[537208],
     [153427,491202],[182434,516769],[183528,518558],[208913,536242],[214635,489157],[214699,541270],[225248,304422],[242534,511018],[242598,558264],[248325,562346],[248721,516593],[259126,340006],[270545,412978],[277181,576863],[277577,536066],[283731,540822],[284160,541168],[291346,372480],[294601,375735],[297259,437826],[306293,446089],[309731,591637],[313036,557816],[313465,558162],[319842,562372],[324453,397491],[327393,407317],[328960,401588],[330220,467035],[330656,410580],[333249,469401],[342302,477065],[345249,479388],[345752,575304],[349067,576889],[351679,484776],[360543,431480],[363084,440392],[363430,440738],[364885,435307],[366114,496458],[369016,498527],[377860,505405],[381363,591663],[382884,451686],[384144,510197],[387173,512563],[395676,463311],[396022,463657],[398433,471843],[400067,467106],[401198,523112],[403860,524785],[408884,474998],[410144,529577],[417345,482257],[418574,535362],[421476,537431],[429892,493179],[436092,504504],[442193,503719],[443422,552516],[450165,510268],[451296,557470],[453958,559143],[467842,530384],[467968,530510],[473477,529648],[474608,572342],[497208,553266],
     [107319,224625,364899,435321],[132149,258975,400021,467060],[146223,277085,417359,482271],[159473,293890,433506,496143],[159902,294506,433852,496489],[161963,233761,497338,553396],[167685,303799,442207,503733],[175311,312899,450119,510222],[188550,327368,465075,521779],[189820,329925,465472,522889],[192436,268534,467856,530398],[192500,268598,523906,573136],[198623,339855,473431,529602],[206423,348310,480456,535047],[206852,348926,480802,535393],[218085,360518,429495,492069],[221114,363399,494734,545753],[222366,365788,434804,546684],[224721,303895,547157,589480],[225117,304291,497162,553220],[231271,375024,501918,552201],[231700,375640,502264,552547],[238648,381292,508237,556137],[239918,383849,508634,557247],[252369,395991,461902,519405],[255417,398656,465182,566658],[255807,336687,566518,602099],[259112,339992,523458,572688],[259541,340421,523804,573034],[264648,407292,527617,571009],[265918,409849,528014,572119],[273574,415859,533638,575459],[274826,418248,481754,576390],[287882,429602,430115,543776],[288272,362110,583440,611155],[289532,431455,545066,584157],[290829,371963,432438,500850],[291332,372466,545598,587921],[294647,375781,547183,589506],[300288,440707,550792,588076],[301540,443096,503216,589007],[309341,448754,508344,591777],[323936,396974,462243,520336],[324439,397477,565356,598963],[325668,463626,566101,599118],[327439,407363,566544,602125],[336297,472066,527724,602239],[360589,431526,583466,611181],[361720,493402,545173,611295]
   ]
cell #2410 :
  |C| = 70
  W-rep = phi[[1, 1, 1],[2, 2]]
  special rep = phi[[1, 1, 1],[2, 2]] , dim = 70
  orbit = [3, 3, 3, 3, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     70 tau_infinity subcells with 1 member(s)
  subcells = [
     [150975],[172311],[195623],[201795],[226643],[234811],[245721],[258044],[260811],[269600],[279103],[285199],[293276],[296314],[311968],[314735],[319549],[328733],[329275],[338924],[344929],[347696],[350734],[355423],[364640],[371643],[374410],[380307],[382657],[383199],[390926],[392848],[406307],[408657],[409199],[412493],[414885],[417100],[424103],[426870],[435865],[437341],[439733],[441948],[445625],[456405],[458755],[459297],[466550],[467597],[468937],[476409],[482815],[484291],[486683],[488898],[495994],[497871],[504277],[509712],[510759],[512099],[522456],[529092],[530139],[534898],[536775],[552052],[556814],[571686]
   ]
cell #2411 :
  |C| = 70
  W-rep = phi[[1, 1, 1],[2, 2]]
  special rep = phi[[1, 1, 1],[2, 2]] , dim = 70
  orbit = [3, 3, 3, 3, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     70 tau_infinity subcells with 1 member(s)
  subcells = [
     [180841],[203760],[228608],[235189],[261189],[269652],[281068],[293654],[296366],[305383],[315113],[321514],[329327],[332339],[348074],[350786],[355801],[364692],[365204],[374788],[380685],[383251],[386263],[390978],[399843],[406685],[409251],[414937],[417152],[417664],[425245],[427248],[439785],[442000],[442512],[445677],[447894],[449941],[456783],[459349],[467649],[468989],[471206],[473253],[476715],[486735],[488950],[489462],[496046],[496984],[498177],[505039],[510811],[512151],[514368],[516415],[522762],[524419],[530191],[534950],[535888],[537081],[546318],[552104],[553042],[557120],[558777],[571992],[576024],[588641]
   ]
cell #2412 :
  |C| = 105
  W-rep = phi[[1, 1],[2, 2, 1]]
  special rep = phi[[1, 1],[2, 2, 1]] , dim = 105
  orbit = [3, 3, 3, 3, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [322085],[355101],[379985],[390205],[405985],[414164],[424499],[439012],[445590],[447148],[456083],[457066],[461219],[468902],[470460],[476628],[478081],[485962],[490765],[491087],[495959],[498090],[499543],[505032],[505218],[512064],[513622],[516083],[517754],[518475],[522675],[524412],[524598],[530846],[533161],[534863],[536994],[538447],[540638],[540673],[542196],[543181],[546311],[546497],[548000],[550315],[552017],[555578],[555613],[557033],[558770],[558956],[561939],[562158],[563450],[563611],[564497],[567108],[570450],[570485],[571905],[574736],[574955],[576017],[576203],[577706],[580021],[580466],[580652],[581723],[581758],[587353],[587572],[588634],[588820],[590278],[591188],[591374],[592227],[595569],[595604],[596001],[596805],[597024],[600740],[601650],[601836],[602689],[604062],[604777],[608100],[608319],[609381],[609567],[612529],[613244],[615184],[617452],[618362],[618548],[619401],[621860],[625632],[626347],[631835]
   ]
cell #2413 :
  |C| = 175
  W-rep = phi[[1, 1, 1, 1],[2, 1]]+phi[[1, 1, 1],[2, 1, 1]]
  special rep = phi[[1, 1, 1],[2, 1, 1]] , dim = 105
  orbit = [3, 3, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [358466],[391448],[415407],[425305],[428634],[440255],[447954],[457770],[459819],[461032],[471266],[476775],[478785],[487205],[489233],[489522],[491160],[498237],[500247],[505302],[511094],[514428],[516475],[516727],[516948],[524682],[535948],[536200],[537141],[539151],[540978],[541005],[557972],[557999],[559040],
     [115569,377232],[134949,403232],[160370,434176],[178111,453330],[190213,465626],[207320,481126],[213691,488012],[222720,495159],[232168,502588],[237854,507143],[240311,508788],[257039,465575],[263854,526523],[266311,528168],[270122,531072],[275180,534063],[284628,541492],[295040,547337],[296836,548226],[301894,551217],[305443,553670],[310963,508737],[317778,560881],[320235,562526],[329797,567334],[331010,567930],[332399,568542],[337919,528117],[341480,530858],[349460,577043],[351256,577932],[356314,580923],[364975,584779],[365264,584859],[366902,547286],[368194,548012],[376174,589660],[383721,592453],[384934,593049],[386323,593661],[391843,562475],[399903,522822],[400155,567018],[400376,567120],[409721,602915],[410934,603511],[417435,605526],[417724,605606],[419362,576992],[420654,577718],[433662,546229],[433689,546581],[442283,613993],[442572,614073],[444210,589609],[450001,557180],[450253,592137],[450474,592239],[467932,530474],[473313,572052],[473565,602599],[473786,602701],[480612,575935],[480639,576287],[497044,553102],[497296,553354],[502074,588552],[502101,588904],[523614,572844],[523641,572871]
   ]
cell #2414 :
  |C| = 70
  W-rep = phi[[1, 1, 1],[2, 2]]
  special rep = phi[[1, 1, 1],[2, 2]] , dim = 70
  orbit = [3, 3, 3, 3, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     70 tau_infinity subcells with 1 member(s)
  subcells = [
     [150976],[172312],[195624],[201796],[226644],[234812],[245722],[258045],[260812],[269610],[279104],[285200],[293277],[296324],[311969],[314736],[319550],[328734],[329285],[338925],[344930],[347697],[350744],[355424],[364650],[371644],[374411],[380308],[382658],[383209],[390936],[392849],[406308],[408658],[409209],[412494],[414895],[417110],[424104],[426871],[435866],[437342],[439743],[441958],[445635],[456406],[458756],[459307],[466551],[467607],[468947],[476464],[482816],[484292],[486693],[488908],[496004],[497926],[504278],[509713],[510769],[512109],[522511],[529093],[530149],[534908],[536830],[552062],[556869],[571741]
   ]
cell #2415 :
  |C| = 70
  W-rep = phi[[1, 1, 1],[2, 2]]
  special rep = phi[[1, 1, 1],[2, 2]] , dim = 70
  orbit = [3, 3, 3, 3, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     70 tau_infinity subcells with 1 member(s)
  subcells = [
     [180842],[203761],[228609],[235190],[261190],[269653],[281069],[293655],[296367],[305392],[315114],[321515],[329328],[332348],[348075],[350787],[355802],[364693],[365213],[374789],[380686],[383252],[386272],[390979],[399852],[406686],[409252],[414938],[417153],[417673],[425254],[427249],[439786],[442001],[442521],[445678],[447903],[449950],[456784],[459350],[467650],[468990],[471215],[473262],[476724],[486736],[488951],[489471],[496047],[496993],[498186],[505084],[510812],[512152],[514377],[516424],[522771],[524464],[530192],[534951],[535897],[537090],[546363],[552105],[553051],[557129],[558822],[572001],[576069],[588686]
   ]
cell #2416 :
  |C| = 105
  W-rep = phi[[1, 1],[2, 2, 1]]
  special rep = phi[[1, 1],[2, 2, 1]] , dim = 105
  orbit = [3, 3, 3, 3, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [322086],[355102],[379986],[390206],[405986],[414165],[424507],[439013],[445591],[447156],[456084],[457072],[461220],[468903],[470468],[476636],[478087],[485963],[490766],[491088],[495960],[498098],[499549],[505076],[505224],[512065],[513630],[516084],[517755],[518485],[522683],[524456],[524604],[530880],[533162],[534864],[537002],[538453],[540639],[540683],[542204],[543182],[546355],[546503],[548034],[550316],[552018],[555579],[555623],[557041],[558814],[558962],[561994],[562166],[563451],[563617],[564507],[567142],[570451],[570495],[571913],[574791],[574963],[576061],[576209],[577740],[580022],[580510],[580658],[581724],[581768],[587408],[587580],[588678],[588826],[590494],[591232],[591380],[592261],[595570],[595614],[596035],[596860],[597032],[600956],[601694],[601842],[602723],[604225],[604811],[608155],[608327],[609425],[609573],[612692],[613278],[615302],[617668],[618406],[618554],[619435],[621978],[625795],[626381],[631953]
   ]
cell #2417 :
  |C| = 175
  W-rep = phi[[1, 1, 1, 1],[2, 1]]+phi[[1, 1, 1],[2, 1, 1]]
  special rep = phi[[1, 1, 1],[2, 1, 1]] , dim = 105
  orbit = [3, 3, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [358467],[391449],[415408],[425306],[428635],[440256],[447955],[457778],[459820],[461033],[471267],[476776],[478793],[487206],[489234],[489523],[491161],[498238],[500255],[505310],[511095],[514429],[516476],[516728],[516956],[524690],[535949],[536201],[537142],[539159],[540979],[541013],[557973],[558007],[559048],
     [115570,377238],[134950,403238],[160371,434182],[178112,453336],[190214,465632],[207321,481132],[213692,488018],[222721,495165],[232169,502594],[237855,507149],[240312,508794],[257040,465583],[263855,526529],[266312,528174],[270123,531078],[275181,534069],[284629,541498],[295041,547343],[296837,548232],[301895,551223],[305444,553697],[310964,508745],[317779,560887],[320236,562532],[329798,567340],[331011,567936],[332400,568569],[337920,528125],[341488,530894],[349461,577049],[351257,577938],[356315,580929],[364976,584785],[365265,584886],[366903,547294],[368202,548048],[376175,589666],[383722,592459],[384935,593055],[386324,593688],[391844,562483],[399904,522823],[400156,567026],[400384,567156],[409722,602921],[410935,603517],[417436,605532],[417725,605633],[419363,577000],[420662,577754],[433663,546230],[433697,546589],[442284,613999],[442573,614100],[444211,589617],[450002,557181],[450254,592145],[450482,592275],[467933,530475],[473314,572053],[473566,602607],[473794,602737],[480613,575936],[480647,576295],[497045,553103],[497297,553355],[502075,588553],[502109,588912],[523615,572845],[523649,572879]
   ]
cell #2418 :
  |C| = 70
  W-rep = phi[[1, 1, 1],[2, 2]]
  special rep = phi[[1, 1, 1],[2, 2]] , dim = 70
  orbit = [3, 3, 3, 3, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     70 tau_infinity subcells with 1 member(s)
  subcells = [
     [123920],[143406],[164868],[170548],[193860],[201512],[211818],[223680],[226360],[234768],[243958],[249648],[257761],[260768],[276140],[278820],[283436],[292671],[293233],[302854],[308859],[311685],[314692],[319266],[328690],[335815],[338641],[344646],[347091],[347653],[355380],[357274],[371360],[373805],[374367],[377737],[380264],[382614],[389739],[392565],[402142],[403737],[406264],[408614],[412450],[423820],[426265],[426827],[434681],[435822],[437298],[445278],[452240],[453835],[456362],[458712],[466507],[468590],[475552],[481631],[482772],[484248],[495647],[503093],[504234],[509669],[511752],[529049],[534551],[551705]
   ]
cell #2419 :
  |C| = 70
  W-rep = phi[[1, 1, 1],[2, 2]]
  special rep = phi[[1, 1, 1],[2, 2]] , dim = 70
  orbit = [3, 3, 3, 3, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     70 tau_infinity subcells with 1 member(s)
  subcells = [
     [123921],[143407],[164869],[170549],[193861],[201513],[211819],[223681],[226361],[234779],[243959],[249649],[257762],[260779],[276141],[278821],[283437],[292672],[293244],[302855],[308860],[311686],[314703],[319267],[328701],[335816],[338642],[344647],[347092],[347664],[355391],[357275],[371361],[373806],[374378],[377738],[380275],[382625],[389740],[392566],[402143],[403738],[406275],[408625],[412461],[423821],[426266],[426838],[434682],[435833],[437309],[445343],[452241],[453836],[456373],[458723],[466518],[468655],[475553],[481632],[482783],[484259],[495712],[503094],[504245],[509680],[511817],[529060],[534616],[551770]
   ]
cell #2420 :
  |C| = 553
  W-rep = phi[[2, 1],[2, 1, 1]]+phi[[1, 1],[3, 1, 1]]+phi[[2],[2, 2, 1]]+phi[[1],[3, 2, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     91 tau_infinity subcells with 4 member(s)
  subcells = [
     [329641],[365487],[383565],[395289],[400320],[400637],[402540],[409565],[417947],[429545],[430439],[433119],[434127],[440099],[442795],[450418],[450735],[461935],[465125],[466019],[471008],[471489],[473730],[474047],[480069],[481077],[494767],[499997],[500191],[500508],[501531],[502539],[508287],[509181],[521017],[524301],[525818],[526474],[527667],[528561],[533671],[544480],[545116],[547827],[547912],[550825],[565531],[565616],[566134],
     [196055,526297],[228452,549207],[260333,568395],[262900,569528],[288953,583597],[293605,495858],[295816,585900],[298479,549784],[305524,445387],[325041,598662],[329604,522619],[331537,600471],[331854,568458],[332480,468699],[341600,476495],[348025,534762],[360842,610931],[361159,583660],[365345,495756],[365511,546448],[367441,585873],[368314,497957],[374739,551916],[376540,452638],[377300,505097],[383528,556977],[386404,511861],[391292,459663],[394037,518841],[396297,598635],[400496,522542],[403300,524477],[406636,570349],[409528,571849],[411962,477389],[415251,487049],[417805,534660],[417971,576154],[420774,536861],[425047,542744],[425528,489745],[428300,543225],[434244,546376],[436810,498851],[439520,587230],[440062,587516],[442653,551814],[442819,588771],[447696,514170],[448177,514651],[450594,556900],[453398,558835],[457520,564065],[457714,516892],[458031,517209],[471513,601787],[473906,571772],[478535,538901],[478729,539095],[479046,539412],[481194,576082],[483760,537755],[487307,581872],[487963,541443],[502656,588699],[504921,558659],[506438,560176],[507094,560832],[530673,577533],[530758,577618],
     [125872,321972,394000,564259],[125905,250445,460776,564576],[151374,354988,425010,580355],[151407,285631,487786,582351],[153252,285744,428324,582528],[172710,379872,447659,591077],[172743,246153,506917,560655],[180685,321358,514975,597208],[180792,390104,457211,595828],[181174,318880,457544,595913],[196022,405872,470971,601539],[203604,280912,532053,578913],[203711,414063,478226,604604],[204093,344260,478559,604689],[212737,357512,539716,609716],[212878,424443,425386,540435],[212915,354945,487493,608583],[228559,438911,499688,613071],[228941,370974,500021,613156],[234333,314257,553523,593514],[235140,445489,505751,590650],[236900,316824,554656,594647],[237041,447092,448035,555375],[237078,379829,506624,615590],[246120,455970,514133,618251],[246754,393091,515552,562919],[246863,390428,515083,618752],[246887,457017,457890,562025],[261140,468801,525131,601112],[263041,470404,471347,570247],[263078,405829,526004,622266],[269102,350236,573283,606647],[269929,476572,477308,574186],[269966,343373,531449,604344],[271765,352899,532630,579490],[271874,414387,532161,624199],[271898,478032,478905,574822],[281019,485861,538592,626174],[281401,423434,538925,626259],[282220,424760,488080,580531],[285598,490652,542707,627716],[296643,498034,498770,586803],[296680,370087,548603,612811],[298588,439235,549315,629316],[298612,499494,500367,587439],[304581,385461,590009,617183],[304898,385778,553586,593577],[305666,378965,554106,615374],[305690,505169,505810,590735],[307643,447409,507211,591253],[315064,511963,559489,617824],[316965,513566,514509,595366],[317002,455927,560362,632241],[321465,517653,563756,633360],[321847,460550,564089,633445],[322484,518804,518884,620368],[332622,404965,568978,622050],[332646,524549,525190,601197],[334599,470721,526591,601715],[340727,419901,573256,606620],[341424,413302,573608,624034],[341741,413619,531465,604407],[351063,536938,537674,607550],[351100,422547,578309,625914],[353008,486185,579021,636666],[353032,538398,539271,608186],[355752,427199,540537,581622],[357653,489603,542140,581520],[357690,490609,582058,637522],[358417,491416,542901,610537],[358799,491496,543249,627964],[368138,438150,586225,629151],[368455,438467,548619,612874],[377183,446395,553916,615347],[380636,456734,555477,595468],[386546,455063,594097,632025],[386570,558907,559548,617909],[388523,513883,560949,618427],[390713,518262,561816,620082],[391255,459626,562102,596968],[393200,517977,597316,640408],[393224,517068,563562,596891],[403183,469707,568788,622023],[414672,486470,574613,607977],[415214,487012,574899,608263],[420598,485100,606972,636501],[420915,485417,578325,625977],[425552,489769,580603,609518],[427505,541560,542457,609446],[448201,514675,591325,618499],[453281,512869,593907,631998]
   ]
cell #2421 :
  |C| = 427
  W-rep = phi[[2, 2, 1, 1],[1]]+phi[[2, 1, 1, 1],[2]]+phi[[2, 2],[1, 1, 1]]+phi[[2, 1],[2, 1, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     91 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     49 tau_infinity subcells with 4 member(s)
  subcells = [
     [322101],[322250],[355117],[356666],[358372],[380001],[385286],[390308],[390668],[391589],[406001],[414267],[414627],[419108],[424629],[424644],[425831],[439115],[439475],[446207],[447278],[447293],[448914],[451806],[456099],[457137],[457178],[458336],[461235],[469519],[470590],[470605],[477210],[477225],[478152],[478193],[479660],[482396],[486065],[486425],[487432],[490781],[491198],[491371],[498672],[498687],[499614],[499655],[505677],[505718],[506563],[507721],[507939],[512681],[513752],[513767],[516765],[517857],[518217],[525057],[525098],[525943],[531170],[531388],[533211],[536238],[537576],[537591],[538518],[538559],[541255],[542326],[542341],[548324],[548542],[553926],[558249],[559415],[559456],[560301],[562740],[563682],[563723],[568798],[577257],[578030],[578248],[581152],[581997],[593278],[593917],
     [250380,518617],[284375,541329],[285968,543027],[313680,558323],[320467,562755],[320490,562782],[331362,411286],[349692,577272],[349715,577299],[356047,580859],[356571,581111],[366648,443956],[378066,446087],[384667,592985],[385191,593237],[391574,596325],[392109,596543],[398816,472226],[401708,475118],[404066,469399],[412766,477108],[415977,605182],[419093,606216],[419628,606434],[425872,608986],[430275,493562],[432710,501122],[433939,496576],[435010,496456],[435446,503858],[437614,498570],[445864,505597],[448514,507713],[448899,616042],[451847,616852],[454164,512561],[462515,520608],[464559,527101],[464777,527319],[465840,523257],[466823,523155],[469176,524977],[476825,531162],[479701,624563],[480889,535480],[481960,535360],[484564,537474],[492266,544550],[492484,544768],[494307,550365],[495388,546997],[496233,546876],[497334,553392],[498287,548316],[502351,552634],[503422,552514],[509002,557615],[509985,557513],[512338,559335],[519568,565674],[523891,573121],[528382,572487],[529365,572385],[534292,576703],[535137,576582],[537191,578022],[547551,589874],[551446,589320],[552291,589199],[568159,603740],
     [190445,258962,465855,523272],[222977,294424,495347,546956],[240543,312886,509017,557630],[256770,329923,521976,567432],[257305,330458,522194,567650],[259756,340636,523965,573195],[266543,339842,528397,572502],[275437,348844,534251,576662],[291035,363397,545680,584508],[292278,365831,545916,585115],[295272,376406,547566,589889],[295295,376429,547593,589916],[302151,375558,551405,589279],[310694,383847,556334,592551],[311229,384382,556552,592769],[324142,395989,519332,565067],[327156,398699,566603,599385],[328314,400942,522872,567424],[330743,410667,567866,603447],[331267,411191,568118,603699],[337650,409847,571206,603013],[338185,410382,571424,603231],[345455,415857,575386,605255],[346698,418291,575622,605862],[360306,430158,543721,583245],[363174,432630,545736,584500],[363517,440825,584435,613649],[366633,443941,585469,614683],[367168,444476,585687,614901],[372169,440705,588003,613722],[373412,443139,588239,614329],[381080,448797,591722,616097],[382238,451040,557230,592543],[395766,462435,519388,565059],[396109,463744,598601,620890],[397180,463624,599045,620963],[398416,464551,471826,527093],[398801,472211,599330,622718],[401749,475159,600140,623528],[407080,472109,602184,622773],[408238,474352,572102,603005],[415634,479580,575442,605247],[429875,492258,493162,544542],[430260,493547,610905,628351],[431243,493445,611240,628406],[432751,501163,611460,629680],[440482,501042,588059,613714],[462556,520649,620675,633932],[463401,520528,599101,620955]
   ]
cell #2422 :
  |C| = 70
  W-rep = phi[[1, 1, 1],[2, 2]]
  special rep = phi[[1, 1, 1],[2, 2]] , dim = 70
  orbit = [3, 3, 3, 3, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     70 tau_infinity subcells with 1 member(s)
  subcells = [
     [212849],[237012],[263012],[269900],[296614],[305408],[316936],[329575],[332364],[341485],[351034],[357624],[365229],[368199],[383499],[386288],[391226],[399868],[400381],[409499],[415185],[417689],[420659],[425270],[433694],[440033],[442537],[447919],[449966],[450479],[457775],[459597],[471231],[473278],[473791],[476740],[478790],[480644],[486983],[489487],[497009],[498202],[500252],[502106],[505307],[514393],[516440],[516953],[522787],[523646],[524687],[530891],[535913],[537106],[539156],[541010],[546586],[548045],[553067],[557145],[558004],[559045],[567153],[572017],[572876],[576292],[577751],[588909],[592272],[602734]
   ]
cell #2423 :
  |C| = 70
  W-rep = phi[[1, 1, 1],[2, 2]]
  special rep = phi[[1, 1, 1],[2, 2]] , dim = 70
  orbit = [3, 3, 3, 3, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     70 tau_infinity subcells with 1 member(s)
  subcells = [
     [354585],[379469],[405469],[412355],[437203],[445329],[455567],[466412],[468641],[476425],[484153],[490249],[495698],[497887],[509574],[511803],[515945],[522173],[522472],[528954],[533023],[534602],[536791],[540377],[546053],[550177],[551756],[555317],[556531],[556830],[561955],[563312],[570189],[571403],[571702],[573863],[574752],[575759],[579883],[581462],[585666],[586480],[587369],[588376],[590455],[595308],[596522],[596821],[600101],[600277],[600917],[604103],[606413],[607227],[608116],[609123],[612017],[612570],[614880],[616813],[616989],[617629],[621385],[623489],[623665],[625120],[625673],[630237],[631360],[635162]
   ]
cell #2424 :
  |C| = 105
  W-rep = phi[[1, 1],[2, 2, 1]]
  special rep = phi[[1, 1],[2, 2, 1]] , dim = 105
  orbit = [3, 3, 3, 3, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [125860],[151362],[172698],[180780],[196010],[203699],[212852],[228547],[235128],[237015],[246108],[246868],[261128],[263015],[269903],[271879],[281007],[285586],[293593],[296617],[298593],[305411],[305671],[315052],[316939],[321453],[322472],[329578],[332367],[332627],[341501],[348013],[351037],[353013],[355740],[357627],[358405],[365232],[365492],[368215],[374727],[380624],[383502],[386291],[386551],[390701],[391229],[393205],[393974],[400397],[406624],[409502],[414660],[415188],[417692],[417952],[420675],[424984],[425273],[425533],[427187],[439508],[440036],[442540],[442800],[447633],[447922],[448182],[450495],[456722],[457050],[457791],[459600],[470945],[471234],[471494],[473807],[476743],[478065],[478806],[486458],[486986],[489490],[489750],[491404],[498205],[499527],[500268],[505202],[505323],[514107],[514396],[514656],[516969],[518250],[518778],[524582],[524703],[537109],[538431],[539172],[542681],[558940],[559061],[563595]
   ]
cell #2425 :
  |C| = 413
  W-rep = phi[[2, 2],[1, 1, 1]]+phi[[2, 1],[2, 1, 1]]+phi[[1],[3, 2, 1]]+phi[[],[3, 3, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     140 tau_infinity subcells with 2 member(s)
     21 tau_infinity subcells with 4 member(s)
  subcells = [
     [378163],[404163],[406746],[412859],[435107],[437707],[439541],[439592],[445947],[448570],[454261],[466451],[466916],[468293],[468344],[469259],[471028],[476881],[482057],[484657],[492955],[493006],[495933],[495952],[496316],[497394],[497611],[498343],[503519],[509613],[510078],[512421],[519925],[520142],[524019],[528993],[529458],[534837],[534856],[535220],[537247],[544198],[550216],[551991],[552010],[552374],[570424],[570443],[587712],
     [191175,522716],[223753,546490],[241273,557074],[257567,567080],[258105,522665],[267273,571946],[276213,576196],[291132,584481],[293071,546273],[299884,587613],[302927,588813],[311491,592199],[312029,557023],[321986,393903],[322146,394254],[324239,565040],[327249,566635],[329083,522928],[335888,601829],[336031,601961],[338447,602661],[338985,571895],[345552,605228],[347491,575979],[354624,424726],[355002,424913],[355862,427309],[358253,428230],[360399,543753],[363257,545792],[371166,613216],[371704,587562],[371803,613463],[372266,613695],[374205,588596],[379508,447375],[379886,447562],[380746,456844],[381173,591754],[383007,557286],[390179,457271],[390198,457290],[390549,457450],[390734,459105],[390785,459156],[395849,519444],[397277,620936],[398472,471882],[402972,621776],[405508,470687],[405886,470874],[406102,601612],[406121,622381],[407173,602216],[409007,572158],[412394,477821],[414138,478286],[414157,478305],[414508,478465],[414693,486491],[414744,486542],[415717,575498],[424489,487515],[424540,487566],[425067,489284],[429931,493218],[430871,628268],[431336,611272],[436622,612407],[436641,628982],[437242,499283],[438986,499748],[439005,499767],[439356,499927],[440565,588115],[444981,511455],[445032,511506],[445564,506263],[445583,506282],[447138,506646],[447189,506697],[447716,514190],[455606,513849],[455984,514036],[457059,515152],[463101,620763],[463120,633874],[463484,599157],[468876,525643],[468895,525662],[470450,526026],[470501,526077],[475932,536298],[476149,536515],[476618,531859],[476669,531910],[478074,532230],[484192,538187],[485936,538652],[485955,538671],[486306,538831],[490288,542423],[490666,542610],[498080,549013],[498131,549064],[499536,549384],[504639,558377],[504994,554283],[505211,554500],[512038,560001],[512057,560020],[513612,560384],[513663,560435],[515984,563351],[517728,563816],[517747,563835],[518098,563995],[518898,564729],[524374,569155],[524591,569372],[530818,573904],[533062,579922],[536984,578719],[537035,578770],[538440,579090],[540612,581697],[540631,581716],[542186,582080],[542237,582131],[542995,582801],[543346,582961],[547972,586521],[555552,595543],[555571,595562],[558732,594274],[558949,594491],[562298,597164],[563604,597385],[575095,608459],[577678,607268],
     [248159,321197,562199,597065],[250316,322388,564356,598031],[273170,354304,574996,608360],[283509,357347,580645,609560],[283652,357490,580777,609692],[285873,358626,582570,610400],[308932,389812,591367,618541],[309075,389955,591499,618673],[319072,392371,595973,619373],[319610,392909,562148,597014],[319709,393008,596220,619620],[344452,423626,604749,626319],[344990,424164,574945,608309],[345089,424263,604996,626566],[355218,426665,580428,609343],[355237,426684,608698,627144],[376972,453070,615100,631751],[380102,456200,591150,618324],[380121,456219,615705,632356],[411774,483572,603940,625510],[411793,483591,623865,636332]
   ]
cell #2426 :
  |C| = 70
  W-rep = phi[[1, 1, 1],[2, 2]]
  special rep = phi[[1, 1, 1],[2, 2]] , dim = 70
  orbit = [3, 3, 3, 3, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     70 tau_infinity subcells with 1 member(s)
  subcells = [
     [212860],[237023],[263023],[269911],[296625],[305419],[316947],[329586],[332375],[341478],[351045],[357635],[365240],[368192],[383510],[386299],[391237],[399879],[400374],[409510],[415196],[417700],[420652],[425281],[433687],[440044],[442548],[447930],[449977],[450472],[457768],[459608],[471242],[473289],[473784],[476751],[478783],[480637],[486994],[489498],[497020],[498213],[500245],[502099],[505300],[514404],[516451],[516946],[522798],[523639],[524680],[530856],[535924],[537117],[539149],[541003],[546579],[548010],[553078],[557156],[557997],[559038],[567118],[572028],[572869],[576285],[577716],[588902],[592237],[602699]
   ]
cell #2427 :
  |C| = 70
  W-rep = phi[[1, 1, 1],[2, 2]]
  special rep = phi[[1, 1, 1],[2, 2]] , dim = 70
  orbit = [3, 3, 3, 3, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     70 tau_infinity subcells with 1 member(s)
  subcells = [
     [424502],[447151],[470463],[476631],[498093],[505071],[513625],[522678],[524451],[530867],[536997],[542199],[546350],[548021],[557036],[558809],[562161],[566922],[567129],[571908],[574958],[576056],[577727],[580505],[584691],[587575],[588673],[591227],[592041],[592248],[596022],[597027],[601689],[602503],[602710],[604220],[604798],[605438],[608322],[609420],[612199],[612687],[613265],[613905],[615289],[618401],[619215],[619422],[621502],[621605],[621965],[623956],[625302],[625790],[626368],[627008],[628772],[629073],[630419],[631477],[631580],[631940],[634170],[635279],[635382],[636122],[636423],[638851],[639391],[641275]
   ]
cell #2428 :
  |C| = 105
  W-rep = phi[[1, 1],[2, 2, 1]]
  special rep = phi[[1, 1],[2, 2, 1]] , dim = 105
  orbit = [3, 3, 3, 3, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [125861],[151363],[172699],[180781],[196011],[203700],[212853],[228548],[235129],[237016],[246109],[246867],[261129],[263016],[269904],[271878],[281008],[285587],[293594],[296618],[298592],[305412],[305670],[315053],[316940],[321454],[322473],[329579],[332368],[332626],[341500],[348014],[351038],[353012],[355741],[357628],[358406],[365233],[365491],[368214],[374728],[380625],[383503],[386292],[386550],[390702],[391230],[393204],[393975],[400396],[406625],[409503],[414661],[415189],[417693],[417951],[420674],[424985],[425274],[425532],[427188],[439509],[440037],[442541],[442799],[447634],[447923],[448181],[450494],[456723],[457051],[457790],[459601],[470946],[471235],[471493],[473806],[476744],[478066],[478805],[486459],[486987],[489491],[489749],[491405],[498206],[499528],[500267],[505203],[505322],[514108],[514397],[514655],[516968],[518251],[518779],[524583],[524702],[537110],[538432],[539171],[542682],[558941],[559060],[563596]
   ]
cell #2429 :
  |C| = 553
  W-rep = phi[[2, 1],[2, 1, 1]]+phi[[1, 1],[3, 1, 1]]+phi[[2],[2, 2, 1]]+phi[[1],[3, 2, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     91 tau_infinity subcells with 4 member(s)
  subcells = [
     [329746],[365604],[383670],[395310],[400341],[400749],[402533],[409670],[418064],[429562],[430432],[433140],[434144],[440204],[442912],[450439],[450847],[461928],[465142],[466012],[471606],[471772],[473751],[474159],[480090],[481094],[494760],[500212],[500620],[500734],[501552],[502556],[508304],[509174],[521038],[524322],[526491],[526509],[527684],[528554],[533664],[544501],[545133],[547929],[547947],[550818],[565633],[565651],[566127],
     [196615,526980],[229128,549819],[260438,568493],[263637,570044],[289058,583695],[295933,585964],[299250,549777],[325158,598726],[331558,600462],[331966,568451],[360863,610922],[361271,583653],[365667,434600],[367458,585850],[376533,452631],[377281,445408],[391397,459768],[394142,461168],[396314,598612],[400767,466428],[403281,468720],[411955,477382],[412051,476512],[415356,487154],[418127,481550],[425645,489862],[425811,490028],[428417,491248],[434225,495777],[434538,495911],[436803,498844],[436899,497974],[442975,503012],[445231,505090],[448294,514768],[448460,514934],[450865,509590],[453379,511882],[457735,516913],[458143,517321],[458257,517435],[466108,522559],[468543,524470],[471669,526947],[474177,528970],[478750,539116],[479158,539524],[479272,539638],[481175,534681],[481488,534815],[483753,537748],[483849,536878],[487980,541460],[487998,541478],[495600,546369],[500638,550193],[500797,550329],[502637,551835],[502950,551969],[504942,558680],[507111,560849],[507129,560867],[509270,556917],[511705,558828],[526885,570402],[528650,571789],[530775,577635],[530793,577653],[534504,576075],[551658,588692],
     [125951,183569,460888,518666],[151967,215254,488469,541949],[153262,215824,491039,542954],[173303,246713,507600,561338],[181184,247405,516035,562257],[181361,248996,515587,562954],[183363,250114,460906,518497],[204103,272416,533113,575054],[204280,281588,532665,579525],[213020,282612,540321,580566],[213343,282764,488487,540695],[213474,284411,540232,581317],[228951,299130,550267,587671],[234438,314362,553621,593612],[237183,308035,555261,591288],[237506,308187,507618,555635],[237637,317561,555172,595163],[246980,318632,561899,596052],[247043,318485,515659,562060],[247525,320563,515545,562912],[263183,334991,570133,601750],[263506,335143,526998,570507],[269219,350353,573347,606711],[270071,343478,573597,604442],[271991,344012,574696,604828],[272054,343865,532737,574857],[272536,353670,532623,579483],[281411,353550,579973,608418],[282332,354770,540279,580524],[282350,354601,488061,540456],[296785,370192,586214,612909],[298705,370726,587313,613295],[298768,370579,549891,587474],[304602,385482,590000,617174],[305010,385890,553579,593570],[305783,379082,590238,615438],[305846,377656,553903,590770],[307755,379654,555219,591246],[307773,379485,507192,555396],[317107,388915,595252,618462],[317430,389067,561356,595626],[318423,390157,515641,562042],[321857,393742,563402,597123],[332739,405082,600700,622114],[332802,403656,568775,601232],[334711,405654,570091,601708],[334729,405485,526572,570268],[340744,419918,573233,606597],[341445,413323,603954,624025],[341853,413731,573555,604400],[341871,412371,531121,574207],[343803,414116,532719,574839],[351205,422652,606961,626012],[353125,423186,608060,626398],[353188,423039,579597,608221],[357795,427897,581406,609481],[358118,428049,541967,581780],[358809,428842,543133,582760],[368159,438171,612421,629142],[368567,438579,586172,612867],[368585,437219,548275,586824],[370517,438964,549873,587456],[377200,446412,590124,615324],[377594,445542,553885,590752],[386663,455180,617412,632089],[386726,453754,593894,617944],[388635,455752,595210,618420],[388653,455583,560930,595387],[393317,460302,596765,619452],[393380,460155,563026,596926],[394465,461320,518684,564519],[403200,469724,600586,622000],[403594,468854,568757,601214],[420619,485121,625524,636492],[421027,485529,606919,625970],[421045,484169,577981,607571],[422977,485914,579579,608203],[425708,488436,489925,541916],[427617,490434,581364,609439],[427635,490265,541541,581541],[428480,491101,491311,543195],[448357,507567,514831,561305],[453298,512886,617298,631975],[453692,512016,593876,617926],[458161,515961,517339,563328],[458320,516097,517498,563464],[460093,517706,563008,596908],[479176,533039,539542,579899],[479335,533175,539701,580035],[488374,540590,541854,581675],[507505,555530,561243,595521]
   ]
cell #2430 :
  |C| = 392
  W-rep = phi[[2, 2, 2, 1],[]]+phi[[2, 2, 1, 1],[1]]+phi[[2, 1],[2, 1, 1]]+phi[[2],[2, 2, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     56 tau_infinity subcells with 1 member(s)
     140 tau_infinity subcells with 2 member(s)
     14 tau_infinity subcells with 4 member(s)
  subcells = [
     [400821],[412132],[415515],[426497],[428583],[434556],[436980],[445327],[445745],[450919],[452472],[458916],[459082],[461002],[466189],[466410],[468639],[469057],[474231],[476416],[481506],[482976],[483142],[483930],[488681],[489089],[489203],[495696],[497878],[500692],[502968],[509351],[509572],[510542],[510950],[511064],[511801],[512219],[516212],[516230],[522463],[526903],[527052],[528731],[528952],[533516],[534600],[535685],[535703],[536782],[550175],[551754],[555939],[555957],[556821],[571693],
     [153397,491134],[182404,516701],[183371,518479],[208883,536174],[213351,540677],[214211,540835],[215807,491057],[237514,555617],[242110,557829],[247146,561988],[247388,516053],[248259,562351],[263514,570489],[272157,574785],[272399,533131],[273916,575317],[277115,576868],[282404,540393],[282446,580477],[283677,540793],[292903,366456],[298871,587402],[299113,550285],[306635,590488],[307827,555333],[307869,591199],[309665,591642],[312982,557787],[317438,595608],[318441,515722],[318518,561946],[328894,401522],[333591,600950],[334783,570205],[334825,601661],[341925,573879],[342626,604192],[343821,532800],[343898,574743],[345290,605069],[345698,575275],[347323,418916],[353291,608149],[353533,579991],[354583,540375],[358126,581762],[359672,429643],[363055,440363],[364423,434845],[364831,435253],[368639,586496],[369340,612659],[370535,549954],[370612,587360],[374037,443764],[377612,554231],[377901,615200],[378309,590446],[379467,555315],[380936,591528],[382818,451620],[387515,617662],[388707,595324],[388749,618373],[393483,596854],[393725,563420],[394473,564501],[395229,462024],[395647,463282],[399150,465223],[399640,466679],[402374,475784],[403612,569103],[403901,621876],[404309,600908],[405467,570187],[408818,474932],[412353,573861],[412622,604078],[416883,481795],[417291,482203],[421099,607243],[421800,625762],[422995,579660],[423072,608107],[427689,581478],[427731,609392],[428825,543151],[429466,492040],[433059,494856],[433477,496114],[436026,504438],[436192,504604],[437201,586478],[437470,612545],[441731,503257],[442139,503665],[449248,508385],[449738,509841],[453710,594222],[453999,631851],[454407,617620],[455565,595306],[458215,517393],[460111,563089],[460188,596812],[460960,518738],[465046,521750],[467380,529922],[467788,530330],[467902,530444],[472560,527765],[473050,529221],[479230,539596],[480009,533760],[480427,535018],[484151,607225],[484420,625648],[488392,541872],[488541,542021],[490247,581460],[493896,545214],[494612,550670],[496781,552839],[496799,552857],[501471,550914],[501889,552172],[507523,561261],[507672,561410],[508208,556108],[515943,563310],[519873,565979],[520957,566223],[521581,570811],[521599,570829],[527588,570980],[533021,579881],[544155,583959],[544173,583977],[545037,584128],
     [161933,233731,497270,553328],[192012,268110,523471,572701],[221456,300630,545611,587934],[224655,303829,547162,589485],[252711,326010,565369,598976],[255741,336621,566523,602104],[259058,339938,523429,572659],[288206,362044,583445,611160],[290870,372004,584322,613536],[291278,372412,545569,587892],[323977,397015,598488,620777],[324385,397423,565327,598934],[327012,406936,566409,601990],[360162,431099,583331,611046]
   ]
cell #2431 :
  |C| = 70
  W-rep = phi[[1, 1, 1],[2, 2]]
  special rep = phi[[1, 1, 1],[2, 2]] , dim = 70
  orbit = [3, 3, 3, 3, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     70 tau_infinity subcells with 1 member(s)
  subcells = [
     [212967],[237130],[263130],[270018],[296732],[305431],[317054],[329693],[332387],[341479],[351152],[357742],[365252],[368193],[383617],[386311],[391344],[399891],[400375],[409617],[415303],[417712],[420653],[425293],[433688],[440151],[442560],[447942],[449989],[450473],[457769],[459715],[471254],[473301],[473785],[476763],[478784],[480638],[487101],[489510],[497032],[498225],[500246],[502100],[505301],[514416],[516463],[516947],[522810],[523640],[524681],[530857],[535936],[537129],[539150],[541004],[546580],[548011],[553090],[557168],[557998],[559039],[567119],[572040],[572870],[576286],[577717],[588903],[592238],[602700]
   ]
cell #2432 :
  |C| = 105
  W-rep = phi[[1, 1],[2, 2, 1]]
  special rep = phi[[1, 1],[2, 2, 1]] , dim = 105
  orbit = [3, 3, 3, 3, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [125870],[151372],[172708],[180790],[196020],[203709],[212854],[228557],[235138],[237017],[246118],[246866],[261138],[263017],[269905],[271877],[281017],[285596],[293603],[296619],[298591],[305413],[305669],[315062],[316941],[321463],[322482],[329580],[332369],[332625],[341499],[348023],[351039],[353011],[355750],[357629],[358415],[365234],[365490],[368213],[374737],[380634],[383504],[386293],[386549],[390711],[391231],[393203],[393976],[400395],[406634],[409504],[414670],[415190],[417694],[417950],[420673],[424986],[425275],[425531],[427197],[439518],[440038],[442542],[442798],[447635],[447924],[448180],[450493],[456732],[457052],[457789],[459602],[470947],[471236],[471492],[473805],[476745],[478067],[478804],[486468],[486988],[489492],[489748],[491414],[498207],[499529],[500266],[505204],[505321],[514109],[514398],[514654],[516967],[518260],[518780],[524584],[524701],[537111],[538433],[539170],[542683],[558942],[559059],[563597]
   ]
cell #2433 :
  |C| = 553
  W-rep = phi[[2, 1],[2, 1, 1]]+phi[[1, 1],[3, 1, 1]]+phi[[2],[2, 2, 1]]+phi[[1],[3, 2, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     91 tau_infinity subcells with 4 member(s)
  subcells = [
     [329640],[365486],[383564],[395288],[400319],[400638],[402546],[409564],[417946],[429546],[430445],[433118],[434128],[440098],[442794],[450417],[450736],[461941],[465126],[466025],[471007],[471488],[473729],[474048],[480068],[481078],[494773],[499996],[500190],[500509],[501530],[502540],[508288],[509187],[521016],[524300],[525817],[526475],[527668],[528567],[533677],[544479],[545117],[547826],[547913],[550831],[565530],[565617],[566140],
     [196054,526298],[228451,549208],[260332,568396],[262899,569531],[288952,583598],[293606,495846],[295815,585903],[298480,549790],[305628,445386],[325040,598665],[329616,522618],[331536,600484],[331855,568464],[332584,468698],[341699,476496],[348026,534750],[360841,610944],[361160,583666],[365449,495755],[365523,546449],[367442,585894],[368413,497958],[374740,551904],[376546,452644],[377386,505103],[383540,556976],[386508,511860],[391291,459662],[394036,518840],[396298,598656],[400595,522543],[403386,524483],[406637,570337],[409540,571848],[411968,477395],[415250,487048],[417909,534659],[417983,576155],[420873,536862],[425046,542743],[425527,489744],[428299,543224],[434330,546382],[436816,498857],[439521,587218],[440074,587515],[442757,551813],[442831,588772],[447695,514169],[448176,514650],[450693,556901],[453484,558841],[457519,564064],[457713,516891],[458032,517210],[471525,601788],[474005,571773],[478534,538900],[478728,539094],[479047,539413],[481280,576088],[483766,537761],[487306,581871],[487964,541444],[502742,588705],[504920,558658],[506437,560175],[507095,560833],[530672,577532],[530759,577619],
     [125873,321960,394012,564258],[125904,250444,460777,564577],[151375,354976,425022,580354],[151406,285630,487787,582352],[153251,285743,428336,582529],[172711,379860,447671,591076],[172742,246152,506918,560656],[180684,321357,514976,597209],[180793,390092,457303,595827],[181173,318879,457556,595914],[196023,405860,470983,601538],[203603,280911,532054,578914],[203712,414051,478318,604603],[204092,344259,478571,604690],[212736,357511,539719,609719],[212890,424442,425490,540434],[212914,354944,487577,608584],[228560,438899,499780,613070],[228940,370973,500033,613157],[234332,314256,553524,593515],[235141,445477,506295,590649],[236899,316823,554659,594650],[237053,447091,448139,555374],[237077,379828,506708,615591],[246121,455958,514145,618250],[246755,393092,515558,562925],[246862,390427,515149,618755],[246899,457018,457989,562026],[261141,468789,525675,601111],[263053,470403,471451,570246],[263077,405828,526088,622267],[269101,350235,573286,606650],[269941,476571,477926,574185],[269965,343372,531921,604345],[271766,352900,532636,579496],[271873,414386,532227,624202],[271910,478033,479004,574823],[281020,485849,538684,626173],[281400,423433,538937,626260],[282221,424761,488166,580537],[285599,490640,542719,627715],[296655,498033,499388,586802],[296679,370086,549075,612812],[298587,439234,549381,629319],[298624,499495,500466,587440],[304580,385460,590022,617196],[304899,385779,553592,593583],[305665,378964,554497,615377],[305702,505170,506361,590736],[307644,447410,507297,591259],[315065,511951,560033,617823],[316977,513565,514613,595365],[317001,455926,560446,632242],[321466,517641,563848,633359],[321846,460549,564101,633446],[322485,518816,518872,620367],[332621,404964,569369,622053],[332658,524550,525741,601198],[334600,470722,526677,601721],[340728,419902,573277,606641],[341423,413301,573886,624047],[341742,413620,531939,604413],[351075,536937,538292,607549],[351099,422546,578781,625915],[353007,486184,579087,636669],[353044,538399,539370,608187],[355753,427200,540525,581610],[357665,489707,542139,581519],[357689,490608,582142,637523],[358418,491417,542889,610525],[358798,491495,543261,627965],[368137,438149,586503,629164],[368456,438468,549093,612880],[377184,446396,554262,615368],[380637,456735,555465,595456],[386545,455062,594488,632028],[386582,558908,560099,617910],[388524,513884,561035,618433],[390714,518263,561804,620070],[391267,459638,562101,596967],[393199,517976,597382,640411],[393236,517167,563563,596892],[403184,469708,569134,622044],[414673,486471,574601,607965],[415226,487024,574898,608262],[420597,485099,607250,636514],[420916,485418,578799,625983],[425564,489781,580604,609519],[427506,541646,542458,609452],[448213,514687,591326,618500],[453282,512870,594253,632019]
   ]
cell #2434 :
  |C| = 553
  W-rep = phi[[2, 1],[2, 1, 1]]+phi[[1, 1],[3, 1, 1]]+phi[[2],[2, 2, 1]]+phi[[1],[3, 2, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     91 tau_infinity subcells with 4 member(s)
  subcells = [
     [329639],[365477],[383563],[400237],[400247],[400631],[402606],[409563],[417937],[430505],[432584],[432594],[434067],[440097],[442785],[450335],[450345],[450729],[462389],[462399],[464677],[471006],[471479],[473647],[473657],[474041],[479534],[479544],[481017],[492384],[499987],[500118],[500502],[500996],[501006],[502479],[507839],[520482],[520492],[524228],[525808],[526414],[527219],[544407],[544668],[547817],[547852],[565521],[565556],
     [235020,505561],[261020,524941],[263472,526291],[269835,531288],[293485,546840],[293607,584962],[296549,548442],[298543,549201],[305551,505551],[314944,559299],[329510,567550],[329628,567289],[331918,568389],[332507,524931],[334511,569534],[341341,477455],[347905,576546],[348027,605709],[350969,578148],[361223,583591],[365372,546830],[365534,584997],[367747,585906],[368055,498917],[370315,500108],[374619,589163],[374741,614176],[376606,452704],[383434,592669],[383552,592408],[386431,559289],[391290,459661],[394035,518839],[396603,598668],[402616,568346],[402821,524218],[406638,622516],[409434,603131],[409552,602870],[415249,487047],[417832,576536],[417994,605744],[420515,537821],[425045,542742],[425518,489735],[428290,543215],[430515,583548],[430720,544397],[436308,547771],[439522,629411],[440086,613425],[442680,589153],[442842,614211],[447694,514168],[448167,514641],[457510,564055],[457641,516819],[458025,517203],[462787,565475],[471536,622551],[478525,538891],[478656,539022],[479040,539406],[487297,581862],[487903,541383],[504848,558586],[506428,560166],[507034,560772],[530663,577523],[530698,577558],
     [125874,394024,460688,564186],[151376,425034,487698,580282],[153250,428255,428347,582468],[172712,447683,506829,591004],[180794,457402,515015,595818],[181172,457475,457567,595853],[183329,394431,460770,564570],[196024,470995,526209,601466],[203713,478417,532093,604594],[204091,478490,478582,604629],[212902,355632,487396,539910],[212913,424824,487668,608577],[213309,358084,487780,582345],[228561,499879,549247,613061],[228939,499952,500044,613096],[235142,446780,553773,590640],[237065,380516,506527,554850],[237076,447473,506799,615584],[237472,317396,506911,560649],[246122,514157,560567,618178],[246818,393155,514969,597202],[246853,457323,515224,618758],[246910,391161,515050,561577],[261142,470092,568645,601102],[263065,406516,525907,569722],[263076,470785,526179,622260],[269953,413893,531027,574113],[269964,413683,477737,604338],[271829,352963,532047,578907],[271864,478338,532302,624205],[271921,415120,532128,574374],[281021,538783,578953,626164],[281399,538856,538948,626199],[282132,427417,539722,609722],[282214,425413,487601,539900],[285600,542731,582263,627643],[296667,438741,548181,586730],[296678,438531,499199,612805],[298578,499800,549456,629322],[298635,439968,549282,586991],[304962,385842,553517,593508],[305656,446701,506123,615380],[305713,446945,553808,590675],[307555,388435,554662,594653],[307637,448062,506732,554840],[315066,513254,593764,617814],[316989,456614,560265,594841],[317000,513947,560537,632235],[318221,457631,459891,516809],[321467,563947,597248,633350],[321845,564020,564112,633385],[322486,518828,598163,633714],[332612,470013,525503,622056],[332669,470257,568680,601137],[334593,471374,526112,569712],[341033,420207,573289,606653],[341351,477465,531552,604295],[341735,477670,477849,574103],[343601,422775,478646,539012],[351087,485691,577887,607477],[351098,485481,538103,625908],[352998,538704,579162,636672],[353055,486918,578988,607738],[355754,427201,608833,627279],[357677,427079,581961,609910],[357688,542521,582233,637516],[358419,491418,610263,637772],[358797,543272,582986,637807],[368065,498927,548706,612762],[368449,499132,499311,586720],[376616,452714,553474,593465],[376821,452919,504838,558576],[377123,505868,505949,590594],[380638,456736,615840,632491],[386536,513175,559861,632031],[386593,513419,593799,617849],[388517,514536,560470,594831],[390715,518264,618847,640503],[391279,459650,596182,619582],[393190,563868,597457,640414],[393247,459532,597283,619843],[403123,525248,525329,601056],[411460,483258,530617,577477],[414674,486472,624294,636761],[415238,487036,604958,626528],[420525,537831,578412,625865],[420909,538036,538215,607467],[425575,489792,608868,627314],[427499,489630,582166,609900],[448224,514698,615875,632526],[453221,559606,559687,617768]
   ]
cell #2435 :
  |C| = 553
  W-rep = phi[[2, 1],[2, 1, 1]]+phi[[1, 1],[3, 1, 1]]+phi[[2],[2, 2, 1]]+phi[[1],[3, 2, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     91 tau_infinity subcells with 4 member(s)
  subcells = [
     [329745],[365593],[383669],[395299],[400330],[400740],[402536],[409669],[418053],[429553],[430435],[433129],[434135],[440203],[442901],[450428],[450838],[461931],[465133],[466015],[471595],[471771],[473740],[474150],[480079],[481085],[494763],[500201],[500611],[500723],[501541],[502547],[508295],[509177],[521027],[524311],[526444],[526482],[527675],[528557],[533667],[544490],[545124],[547882],[547920],[550821],[565586],[565624],[566130],
     [196614,526971],[229127,549765],[260437,568439],[263626,570008],[289057,583641],[293704,434496],[295922,585928],[299241,549780],[305437,445397],[325147,598690],[329699,466330],[331547,600465],[331957,568454],[332393,468709],[341520,476503],[348124,481446],[360852,610925],[361262,583656],[365258,495766],[365607,495822],[367449,585859],[368234,497965],[374838,502908],[376536,452634],[377224,505093],[383623,509492],[386317,511871],[391396,459767],[394141,461167],[396305,598621],[400416,522550],[403224,524473],[406735,526843],[409623,528872],[411958,477385],[415355,487153],[417718,534670],[418067,534726],[420694,536869],[425634,489851],[425810,490027],[428406,491237],[434168,546372],[436806,498847],[440157,550095],[440305,549711],[442566,551824],[442915,551880],[448283,514757],[448459,514933],[450514,556908],[453322,558831],[457724,516902],[458134,517312],[458246,517424],[471609,570313],[473826,571780],[478739,539105],[479149,539515],[479261,539627],[481118,576078],[483756,537751],[487933,541413],[487971,541451],[502580,588695],[504931,558669],[507064,560802],[507102,560840],[530728,577588],[530766,577626],
     [125879,250102,394095,518399],[125950,183568,460879,518657],[151381,282752,425764,540145],[151966,215253,488460,541940],[153261,215823,428420,542865],[172717,308175,448413,555085],[173302,246712,507591,561329],[180891,318381,457831,561607],[181183,247404,458260,561780],[181360,248995,515533,562900],[196029,335131,471725,569957],[203810,343761,478846,574404],[204102,272415,479275,574577],[204279,281587,532611,579471],[212973,354503,425299,540445],[213019,282611,488064,580187],[213463,284400,540196,581281],[228658,370475,500308,587021],[228950,299129,500737,587194],[234437,314361,553567,593558],[235239,377552,505363,590705],[237136,379387,447948,555385],[237182,308034,507195,590909],[237626,317550,555136,595127],[246127,389055,514887,595076],[246969,318621,515597,595751],[246983,390068,457810,562033],[247516,320554,515548,562915],[261239,403552,524743,601167],[263136,405387,471260,570257],[263182,334990,526575,601371],[269208,350342,573311,606675],[270024,412273,476769,574196],[270070,343477,531124,604388],[271980,344001,532675,604527],[271994,414027,478825,574830],[272527,353661,532626,579486],[281118,422935,539212,607768],[281410,353549,539641,607941],[282323,354761,488004,580527],[285605,428037,489981,610145],[296738,437121,498231,586813],[296784,370191,548278,612855],[298694,370715,549829,612994],[298708,438875,500287,587447],[304591,385471,590003,617177],[305001,385881,553582,593573],[305772,379071,553841,615402],[305786,445453,505342,590743],[307746,379645,507135,591249],[315163,453650,559101,617879],[317060,455485,514422,595376],[317106,388914,560933,618083],[321564,460051,517009,619873],[321856,393741,517438,620046],[322491,461121,461308,598096],[332728,405071,568713,622078],[332742,468765,524722,601205],[334702,405645,526515,601711],[340735,419909,573242,606606],[341434,413312,573392,624028],[341844,413722,531064,604403],[351158,484071,537135,607560],[351204,422651,577984,625958],[353114,423175,579535,626097],[353128,485825,539191,608194],[355851,427298,488332,541812],[357748,489516,490167,581530],[357794,427896,541544,627548],[358516,428684,490997,582897],[358808,428841,491251,610501],[368148,438160,586009,629145],[368558,438570,548218,612870],[377191,446403,553637,615333],[380735,456833,507463,561201],[386652,455169,593832,632053],[386666,511927,559080,617917],[388626,455743,560873,618423],[391350,459721,515863,563230],[391498,459869,515479,597712],[393306,460291,562964,633283],[393320,516988,517617,596899],[403191,469715,568509,622009],[415309,487107,532941,579801],[415457,487255,532557,579417],[420608,485110,606756,636495],[421018,485520,577924,625973],[425648,489865,540501,581586],[427608,490425,541484,609442],[448297,514771,555441,595432],[453289,512877,593628,631984]
   ]
cell #2436 :
  |C| = 553
  W-rep = phi[[2, 1],[2, 1, 1]]+phi[[1, 1],[3, 1, 1]]+phi[[2],[2, 2, 1]]+phi[[1],[3, 2, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     91 tau_infinity subcells with 4 member(s)
  subcells = [
     [329744],[365592],[383668],[395298],[400329],[400741],[402541],[409668],[418052],[429554],[430440],[433128],[434136],[440202],[442900],[450427],[450839],[461936],[465134],[466020],[471594],[471770],[473739],[474151],[480078],[481086],[494768],[500200],[500612],[500722],[501540],[502548],[508296],[509182],[521026],[524310],[526443],[526483],[527676],[528562],[533672],[544489],[545125],[547881],[547921],[550826],[565585],[565625],[566135],
     [196613,526972],[229126,549766],[260436,568440],[263625,570011],[289056,583642],[293705,434484],[295921,585931],[299242,549785],[305536,445396],[325146,598693],[329711,466329],[331546,600474],[331958,568459],[332492,468708],[341612,476504],[348125,481434],[360851,610934],[361263,583661],[365357,495765],[365619,495823],[367450,585874],[368326,497966],[374839,502896],[376541,452639],[377301,505098],[383635,509491],[386416,511870],[391395,459766],[394140,461166],[396306,598636],[400508,522551],[403301,524478],[406736,526831],[409635,528871],[411963,477390],[415354,487152],[417817,534669],[418079,534727],[420786,536870],[425633,489850],[425809,490026],[428405,491236],[434245,546377],[436811,498852],[440169,550094],[440306,549699],[442665,551823],[442927,551881],[448282,514756],[448458,514932],[450606,556909],[453399,558836],[457723,516901],[458135,517313],[458245,517423],[471621,570314],[473918,571781],[478738,539104],[479150,539516],[479260,539626],[481195,576083],[483761,537756],[487932,541412],[487972,541452],[502657,588700],[504930,558668],[507063,560801],[507103,560841],[530727,577587],[530767,577627],
     [125880,250090,394107,518398],[125949,183567,460880,518658],[151382,282740,425776,540144],[151965,215252,488461,541941],[153260,215822,428432,542866],[172718,308163,448425,555084],[173301,246711,507592,561330],[180892,318369,457923,561606],[181182,247403,458272,561781],[181359,248994,515534,562901],[196030,335119,471737,569956],[203811,343749,478938,574403],[204101,272414,479287,574578],[204278,281586,532612,579472],[212985,354502,425398,540444],[213018,282610,488148,580188],[213462,284399,540199,581284],[228659,370463,500400,587020],[228949,299128,500749,587195],[234436,314360,553568,593559],[235240,377540,505843,590704],[237148,379386,448047,555384],[237181,308033,507279,590910],[237625,317549,555139,595130],[246128,389043,514899,595075],[246968,318620,515663,595754],[246995,390069,457902,562034],[247517,320555,515553,562920],[261240,403540,525223,601166],[263148,405386,471359,570256],[263181,334989,526659,601372],[269207,350341,573314,606678],[270036,412272,477320,574195],[270069,343476,531533,604389],[271979,344000,532741,604530],[272006,414028,478917,574831],[272528,353662,532631,579491],[281119,422923,539304,607767],[281409,353548,539653,607942],[282324,354762,488081,580532],[285606,428025,489993,610144],[296750,437120,498782,586812],[296783,370190,548687,612856],[298693,370714,549895,612997],[298720,438876,500379,587448],[304590,385470,590012,617186],[305002,385882,553587,593578],[305771,379070,554172,615405],[305798,445454,505822,590744],[307747,379646,507212,591254],[315164,453638,559581,617878],[317072,455484,514521,595375],[317105,388913,561017,618084],[321565,460039,517101,619872],[321855,393740,517450,620047],[322492,461133,461296,598095],[332727,405070,569044,622081],[332754,468766,525202,601206],[334703,405646,526592,601716],[340736,419910,573257,606621],[341433,413311,573611,624037],[341845,413723,531466,604408],[351170,484070,537686,607559],[351203,422650,578393,625959],[353113,423174,579601,626100],[353140,485826,539283,608195],[355852,427299,488320,541800],[357760,489615,490166,581529],[357793,427895,541628,627549],[358517,428685,490985,582885],[358807,428840,491263,610502],[368147,438159,586228,629154],[368559,438571,548620,612875],[377192,446404,553917,615348],[380736,456834,507451,561189],[386651,455168,594163,632056],[386678,511928,559560,617918],[388627,455744,560950,618428],[391362,459733,515862,563229],[391499,459870,515467,597700],[393305,460290,563030,633286],[393332,517080,517618,596900],[403192,469716,568789,622024],[415321,487119,532940,579800],[415458,487256,532545,579405],[420607,485109,606975,636504],[421019,485521,578326,625978],[425660,489877,540502,581587],[427609,490426,541561,609447],[448309,514783,555442,595433],[453290,512878,593908,631999]
   ]
cell #2437 :
  |C| = 553
  W-rep = phi[[2, 1],[2, 1, 1]]+phi[[1, 1],[3, 1, 1]]+phi[[2],[2, 2, 1]]+phi[[1],[3, 2, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     91 tau_infinity subcells with 4 member(s)
  subcells = [
     [329743],[365582],[383667],[400256],[400733],[409667],[418042],[432603],[434074],[440201],[442890],[450354],[450831],[462408],[464684],[465975],[468054],[471584],[471769],[473666],[474143],[479553],[481024],[492391],[492716],[494398],[500127],[500604],[500712],[501015],[502486],[507846],[509137],[519659],[520501],[524237],[526421],[526433],[527226],[528517],[533302],[544416],[544675],[547859],[547871],[550456],[565563],[565575],[565765],
     [263473,526964],[293706,585016],[298544,549758],[305640,505570],[329723,567298],[331919,568432],[332596,524950],[334520,570014],[341710,531295],[348126,605763],[361224,583634],[365461,546849],[365630,585004],[367756,585934],[368424,548449],[370322,549740],[374840,614230],[377381,554017],[383647,592417],[386520,559308],[391394,459765],[394139,461165],[396612,598696],[400606,567557],[402625,600487],[402828,568414],[403381,568889],[406737,622570],[409647,602879],[411918,531620],[415353,487151],[417921,576555],[418090,605751],[420884,578155],[425623,489840],[425808,490025],[428395,491226],[430524,610947],[430727,583616],[434325,585206],[436315,585889],[436766,548774],[440181,613434],[440307,629626],[442769,589172],[442938,614218],[444742,511216],[448272,514746],[448457,514931],[450704,592676],[453479,594008],[457650,516828],[458127,517305],[458235,517413],[462794,598651],[471632,622558],[474016,603138],[478665,539031],[479142,539508],[479250,539616],[481275,605953],[483716,578480],[487910,541390],[487922,541402],[502737,614420],[504857,558595],[507041,560779],[507053,560791],[530705,577565],[530717,577577],
     [125881,394119,460697,518308],[151383,425788,487707,540054],[153259,428256,428443,542786],[172719,448437,506838,554994],[180893,458022,515069,561596],[181181,457476,458283,561701],[183330,394432,460872,518650],[196031,471749,526218,569866],[203812,479037,532147,574393],[204100,478491,479298,574498],[212997,425502,487405,539919],[213017,424825,488239,580180],[213310,358085,488453,541933],[228660,500499,549301,587010],[228948,499953,500760,587115],[235241,506394,553827,590694],[237160,448151,506536,554859],[237180,447474,507370,590902],[237473,317397,507584,561322],[246129,514911,560576,594985],[246819,393156,515526,562893],[246958,457332,515738,595757],[247006,458000,515057,561584],[261241,525774,568699,601156],[263160,471463,525916,569731],[263180,470786,526750,601364],[270048,477938,531036,574122],[270068,413684,532012,604381],[271830,352964,532604,579464],[271969,478347,532816,604533],[272017,479015,532135,574381],[281120,539403,579007,607757],[281408,538857,539664,607862],[282141,427426,540202,581287],[282316,487608,488161,580162],[285607,490005,582272,610054],[296762,499400,548190,586739],[296782,438532,549166,612848],[298683,499809,549970,613000],[298731,500477,549289,586998],[304963,385843,553560,593551],[305761,446710,554572,615408],[305809,506372,553815,590682],[307564,388444,555142,595133],[307739,506739,507292,590884],[315165,560132,593818,617868],[317084,514625,560274,594850],[317104,513948,561108,618076],[318228,459898,515508,562875],[321566,517200,597302,619862],[321854,517461,564021,619967],[322493,461145,598172,620439],[332717,470022,569444,622084],[332765,525752,568687,601144],[334695,526119,526672,601346],[341042,420216,573317,606681],[341360,477474,573889,624050],[341837,477677,531934,604363],[343608,422782,532586,579446],[351182,538304,577896,607486],[351202,485482,578872,625951],[353103,538713,579676,626103],[353151,539381,578995,607745],[355853,427300,608887,627333],[357772,489719,581970,609919],[357792,541719,542522,627541],[358518,428686,610317,627923],[358806,491274,582987,628028],[368074,498936,586506,629167],[368551,499139,549088,612830],[376625,452723,590025,617199],[376828,452926,553542,593533],[377130,505956,554257,615363],[380737,456835,615894,632545],[386641,513184,594563,632059],[386689,560110,593806,617856],[388619,560477,561030,618058],[391374,459745,596191,619591],[391500,459871,619062,633194],[393295,563105,563877,633289],[393343,517178,597290,619850],[403130,525336,569129,622039],[411467,483265,573272,606636],[415333,487131,604967,626537],[415459,487257,624509,636976],[420534,537840,607253,636517],[421011,538043,578794,625933],[425671,489888,608875,627321],[427601,541641,582173,627523],[448320,514794,615882,632533],[453228,559694,594248,632014]
   ]
cell #2438 :
  |C| = 455
  W-rep = phi[[2, 1, 1, 1],[2]]+phi[[1, 1, 1, 1],[3]]+phi[[2, 1],[2, 1, 1]]+phi[[1, 1],[3, 1, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     35 tau_infinity subcells with 1 member(s)
     140 tau_infinity subcells with 2 member(s)
     35 tau_infinity subcells with 4 member(s)
  subcells = [
     [263474],[298545],[331920],[334530],[361225],[367766],[370330],[392194],[394239],[396622],[402698],[402836],[419713],[426414],[426594],[428500],[430597],[430735],[436377],[452389],[452569],[458382],[458890],[458999],[462856],[482442],[482950],[483059],[488592],[488606],[507985],[510453],[510467],[533427],[533441],
     [125887,460707],[151389,487717],[153267,428257],[172725,506848],[180986,515133],[181189,457477],[183331,394433],[196037,526228],[203905,532211],[204108,478492],[213089,487478],[213117,424826],[213311,358086],[228753,549365],[228956,499954],[236034,554156],[237252,506609],[237280,447475],[237474,317398],[246135,560586],[246820,393157],[247063,457342],[247101,515119],[257390,330543],[262034,569028],[263252,525989],[263280,470787],[270840,531434],[270868,413685],[271831,352965],[272074,478357],[272112,532197],[281213,579071],[281416,538858],[282151,427436],[282420,487616],[285613,582282],[292820,366373],[297554,548588],[297582,438533],[298788,499819],[298826,549351],[304964,385844],[306552,446720],[306590,554142],[307574,388454],[307843,506747],[311314,384467],[315958,594147],[317176,560347],[317204,513949],[318236,459906],[321659,597366],[321862,564022],[322499,598182],[328360,400988],[328868,401496],[329884,466591],[331684,468099],[333508,470032],[333546,569014],[334799,526127],[338270,410467],[341052,420226],[342092,477547],[342600,477685],[343616,422790],[347240,418833],[351974,578294],[352002,485483],[353208,538723],[353246,579057],[356646,609216],[357864,582043],[357892,542523],[358611,610381],[358814,582988],[360989,492761],[363220,432676],[363358,494443],[364334,434756],[367253,444561],[368806,499009],[369314,499147],[373954,443681],[376698,452796],[376836,452934],[377812,506018],[382284,451086],[382792,451594],[383808,509753],[385266,617082],[387432,513194],[387470,594133],[388723,560485],[392166,596589],[392293,619336],[393400,563887],[393438,597352],[395812,462481],[395950,519704],[398547,464746],[402291,475701],[402471,475881],[403812,525398],[408284,474398],[408792,474906],[409808,529133],[411529,483327],[415680,479626],[415818,533347],[416794,481706],[419685,606480],[419812,625423],[421266,537913],[421774,538051],[426452,609202],[427705,582181],[430006,492453],[435492,503904],[436000,504412],[436109,504521],[440528,501088],[440666,550501],[441642,503168],[448645,507908],[452427,617068],[453910,559756],[463447,520574],[463585,565810],[464823,527365],[467291,529833],[467305,529847],[471957,527288],[492530,544814],[493293,544737],[494523,550581],[494537,550595],[519784,565890],[519798,565904],
     [171138,306326,445910,505643],[194450,333282,469222,525023],[202385,342369,476956,531357],[223052,294499,546146,585345],[224270,366147,496279,546922],[227233,369083,498418,548511],[235646,378001,446048,554062],[244548,387206,512384,559381],[257362,330515,522240,567696],[258634,401265,523003,567619],[261646,404001,469360,568934],[270209,412534,413449,531665],[275512,348919,575852,606092],[276730,418607,535183,576628],[279693,421543,537322,578217],[292858,366411,546132,585331],[294111,434945,496417,585251],[296923,437382,438297,548819],[302226,375633,588469,614559],[303444,443455,552337,589245],[304728,385608,444787,511261],[311286,384439,556598,592815],[312558,451363,557361,592738],[315570,454099,512522,594053],[331342,411266,600370,623758],[338242,410439,571470,603277],[339514,474675,572233,603200],[347278,418871,575838,606078],[348531,481895,535321,605998],[351343,484332,485247,578525],[367225,444533,585733,614947],[367352,444660,612320,630540],[373992,443719,588455,614545],[375245,503357,552475,614465],[402329,475739,600356,623744]
   ]
cell #2439 :
  |C| = 553
  W-rep = phi[[2, 1],[2, 1, 1]]+phi[[1, 1],[3, 1, 1]]+phi[[2],[2, 2, 1]]+phi[[1],[3, 2, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     91 tau_infinity subcells with 4 member(s)
  subcells = [
     [329648],[365478],[383572],[400248],[400630],[406810],[409572],[417938],[432595],[434066],[440106],[440222],[442786],[450346],[450728],[462400],[464676],[465974],[468053],[471081],[471480],[473658],[474040],[479545],[481016],[492383],[492715],[494397],[497664],[500119],[500501],[501007],[502478],[507838],[509136],[519658],[520195],[520493],[524229],[526413],[527218],[528516],[533301],[544408],[544667],[547851],[550455],[565555],[565764],
     [263547,471686],[293614,546543],[298555,500134],[305629,505562],[322210,394318],[329617,567290],[331930,524244],[332585,524942],[334512,526410],[341698,531287],[348034,576249],[355926,427373],[358433,428601],[361235,544423],[365450,546841],[365522,584996],[367748,547848],[368412,548441],[370314,549739],[371862,613516],[374748,588866],[377380,554016],[380810,456908],[383541,592409],[386509,559300],[391299,459670],[391415,459786],[396604,565552],[400594,567549],[402617,568357],[402820,568413],[403380,568888],[406645,601882],[409541,602871],[411917,531619],[415258,487056],[415374,487172],[417910,576547],[417982,605743],[420872,578147],[425120,489337],[425519,489736],[430516,583559],[430719,583615],[434324,585205],[436307,585888],[436765,548773],[440075,613426],[442758,589164],[442830,614210],[444741,511215],[447769,514243],[448168,514642],[450692,592668],[453478,594007],[457642,516820],[458024,517202],[462786,598650],[471524,622550],[474004,603130],[476202,536568],[478657,539023],[479039,539405],[481274,605952],[483715,578479],[487902,541382],[502736,614419],[504849,558587],[507033,560771],[530697,577557],
     [125926,322209,393877,460716],[151428,355925,424887,487726],[153313,358290,358485,490863],[172764,380809,447536,506857],[180801,391202,457112,515205],[181235,390586,391467,515345],[183404,322398,394056,461082],[196076,406809,470848,526237],[203720,415161,478127,532283],[204154,414545,415426,532423],[212891,425491,487397,539911],[212922,424836,425503,539926],[213384,358159,425725,489942],[228568,440009,499589,549437],[229002,439393,440274,549577],[235149,446986,505264,554553],[237054,448140,506528,554851],[237085,447485,448152,554866],[237547,317471,448374,514848],[246174,456907,514010,560595],[246830,393167,457657,516835],[246854,457324,457929,561573],[246898,457988,515049,561576],[250466,394317,564703,598191],[261149,470298,524644,569425],[263054,471452,525908,569723],[263085,470797,471464,569738],[269942,477927,531028,574114],[269973,413695,477939,574129],[271841,352975,478672,539038],[271865,478339,478944,574370],[271909,479003,532127,574373],[281028,486959,538493,579143],[281462,486343,487224,579283],[282133,427418,487899,541379],[282213,487600,488160,580161],[285652,427372,542584,582291],[285932,358685,582623,610453],[286107,428653,543383,610593],[296656,499389,548182,586731],[296687,438543,499401,586746],[298579,499801,500406,586987],[298623,500465,549281,586990],[304974,385854,504864,558602],[305657,446702,506301,590671],[305701,506360,553807,590674],[307556,388436,507030,560768],[307636,506731,507291,590883],[315073,513460,559002,594544],[316978,514614,560266,594842],[317009,513959,514626,594857],[318220,459890,515507,562874],[319768,393067,596273,619673],[321474,459573,563657,597438],[321908,459838,518135,597578],[332613,470014,525681,601133],[332657,525740,568679,601136],[334592,526111,526671,601345],[341034,420208,530694,577554],[341352,477466,531563,604306],[341734,477669,531933,604362],[343600,422774,532585,579445],[345148,424322,605049,626619],[351076,538293,577888,607478],[351107,485493,538305,607493],[352999,538705,539310,607734],[353043,539369,578987,607737],[355761,427208,580698,609613],[357666,489708,581962,609911],[357697,489720,542533,609926],[368066,498928,548717,612773],[368448,499131,549087,612829],[376617,452715,553485,593476],[376820,452918,553541,593532],[377122,505948,554256,615362],[380645,456743,591420,618594],[386537,513176,560039,617845],[386581,560098,593798,617848],[388516,560469,561029,618057],[391268,459639,596183,619583],[393191,517107,563869,619839],[393235,517166,597282,619842],[403122,525328,569128,622038],[411459,483257,573271,606635],[415227,487025,604959,626529],[420526,537832,578423,625876],[420908,538035,578793,625932],[425563,489780,608867,627313],[427498,541640,582165,627522],[448212,514686,615874,632525],[453220,559686,594247,632013]
   ]
cell #2440 :
  |C| = 413
  W-rep = phi[[2, 2],[1, 1, 1]]+phi[[2, 1],[2, 1, 1]]+phi[[1],[3, 2, 1]]+phi[[],[3, 3, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     140 tau_infinity subcells with 2 member(s)
     21 tau_infinity subcells with 4 member(s)
  subcells = [
     [264230],[299318],[306409],[332034],[333365],[335289],[342450],[361339],[365670],[366230],[367839],[369164],[371102],[378099],[380913],[387289],[396695],[400803],[401346],[402562],[402908],[404099],[412599],[418130],[418690],[421624],[430461],[430807],[434571],[435043],[436263],[437447],[442978],[443538],[450901],[451444],[454197],[462742],[471672],[474213],[474756],[481521],[481993],[484397],[500674],[500800],[502983],[503455],[526918],
     [132848,400817],[160615,434525],[176010,450915],[183366,250136],[183467,250389],[190595,466041],[191024,466387],[196645,527048],[199322,474227],[207565,481475],[213346,282786],[214067,285004],[215803,285733],[221230,494789],[223200,495574],[229552,500688],[229616,550254],[232413,502937],[237509,308209],[238230,318154],[240693,509203],[241122,509549],[247046,318698],[247384,318869],[247593,320631],[252485,461957],[255565,521724],[257503,466656],[263509,335165],[263703,570039],[264099,526872],[266693,528583],[267122,528929],[272057,344078],[272395,344249],[272604,353738],[273690,533693],[275660,534478],[282386,354824],[282400,354838],[282910,356748],[288030,492014],[291068,494833],[295999,585959],[298771,370792],[299109,370963],[299304,549806],[299733,550152],[300404,550847],[302374,551632],[305078,385958],[305849,379148],[307809,379708],[307823,379722],[308333,389213],[309489,556082],[311427,509818],[317433,389089],[318410,390323],[318456,390369],[319008,392307],[324175,462001],[325224,598721],[325784,566156],[326989,406913],[332020,568480],[332805,405148],[334765,405708],[334779,405722],[335335,570065],[336445,570954],[338383,529198],[341125,420299],[341907,413785],[341921,413799],[343790,414282],[343836,414328],[344388,423562],[345488,533737],[353191,423252],[353529,423423],[354560,424662],[358121,428071],[360139,431076],[361325,583682],[361868,584102],[367885,585985],[368621,438633],[368635,438647],[370504,439130],[370550,439176],[372202,550891],[376562,452660],[376908,453006],[377581,446793],[377627,446839],[379444,447311],[386729,455246],[388689,455806],[388703,455820],[393383,460368],[393721,460539],[394468,461342],[396741,598747],[397213,566200],[403581,470105],[403627,470151],[405444,470623],[411415,483213],[411984,477411],[412330,477757],[421081,485583],[421095,485597],[422964,486080],[423010,486126],[425711,489928],[427671,490488],[427685,490502],[428483,491314],[428821,491485],[436832,498873],[437178,499219],[445205,505904],[448360,514834],[453679,513267],[453725,513313],[455542,513785],[458197,517375],[458323,517501],[460080,517872],[460126,517918],[468517,525284],[479212,539578],[479338,539704],[483782,537777],[484128,538123],[488407,541887],[490224,542359],[507538,561276],[511679,559642],
     [125981,183599,460956,518734],[151997,215284,488537,542017],[153356,216053,491026,543120],[173333,246743,507668,561406],[181785,249420,458211,517389],[181849,249484,516022,563389],[204704,282012,479226,539592],[204768,282076,533100,579960],[213540,284477,540227,581312],[213936,284873,488361,541841],[237703,317627,555167,595158],[238099,318023,507492,561230],[247579,320617,515574,562941],[248008,321046,515920,563287],[269285,350419,573342,606706],[272590,353724,532652,579512],[273019,354153,532998,579858],[282956,356794,540253,581338],[305064,385944,553608,593599],[308379,389259,555193,595184],[341171,420345,573368,606732]
   ]
cell #2441 :
  |C| = 392
  W-rep = phi[[2, 2, 2, 1],[]]+phi[[2, 2, 1, 1],[1]]+phi[[2, 1],[2, 1, 1]]+phi[[2],[2, 2, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     56 tau_infinity subcells with 1 member(s)
     140 tau_infinity subcells with 2 member(s)
     14 tau_infinity subcells with 4 member(s)
  subcells = [
     [365551],[377352],[380902],[392195],[394240],[400671],[403352],[412115],[412588],[418011],[419714],[426425],[426595],[428511],[434296],[434447],[436963],[437436],[442859],[445293],[450769],[452400],[452570],[453450],[458465],[458899],[459010],[466172],[468605],[471553],[474081],[481246],[481397],[482525],[482959],[483070],[483913],[484386],[488617],[488664],[495662],[500061],[500542],[502708],[502859],[508068],[509334],[510478],[510525],[511767],[526794],[528714],[533452],[533499],[534566],[551720],
     [125985,460985],[152453,489186],[153268,490948],[177115,511047],[181190,515430],[181973,516159],[183343,460810],[204109,532508],[208452,535632],[213118,539870],[213323,487820],[214139,540749],[228957,549662],[237281,554810],[237486,506951],[238972,555886],[242038,557743],[246927,515144],[247074,561514],[248242,516178],[257391,330544],[263281,569682],[263486,526331],[270869,573808],[271938,532222],[272085,574311],[273844,575231],[277098,535651],[281417,579368],[282254,488132],[282429,540341],[292831,366384],[297583,586425],[298652,549376],[298799,586928],[305730,554167],[306563,590402],[307677,507263],[307852,555281],[309214,591535],[309648,555905],[311315,384468],[317205,594801],[317410,560689],[318332,515705],[321863,597663],[323428,395381],[326978,406902],[328443,401071],[328877,401505],[332686,569039],[333519,600864],[334633,526643],[334808,570153],[338271,410468],[341775,531517],[342175,604085],[342609,573827],[343712,532783],[345273,575138],[347251,418844],[352003,607172],[353072,579082],[353219,607675],[357893,609870],[358098,582385],[358815,582848],[359655,429626],[360128,431065],[363874,433211],[364406,434828],[367254,444562],[368489,548671],[368889,612552],[369323,586444],[370426,549937],[373965,443692],[377503,554214],[377884,590309],[382367,451169],[382801,451603],[386610,594158],[387443,617576],[388557,561001],[388732,595272],[393264,597377],[393411,619780],[394445,564610],[395195,461990],[399133,465206],[399606,466645],[402302,475712],[402472,475882],[403503,569086],[403884,600771],[408367,474481],[408801,474915],[416334,480161],[416866,481778],[420949,578377],[421349,625655],[421783,607191],[422886,579643],[425592,489809],[427539,541612],[427714,581426],[428364,543289],[433025,494822],[435575,503987],[436009,504421],[436120,504532],[441182,501623],[441714,503240],[448241,514715],[449231,508368],[449704,509807],[453601,594205],[453982,617483],[457584,564129],[458065,517243],[460002,563072],[464101,521109],[464906,527448],[467316,529858],[467363,529905],[472543,527748],[473016,529187],[478599,538965],[479080,539446],[479975,533726],[488283,541763],[492613,544897],[493879,545197],[494548,550606],[494595,550653],[501437,550880],[507414,561152],[519809,565915],[519856,565962],[520923,566189],
     [133953,200427,467885,530427],[161502,233300,496728,552786],[188874,264972,521528,570758],[191940,268038,523385,572615],[218409,289856,544102,583906],[221384,300558,545525,587848],[224638,303812,496747,552805],[252639,325938,565283,598890],[255290,336170,566416,601997],[255724,336604,521547,570777],[287755,361593,583338,611053],[288189,362027,544121,583925],[290853,371987,545432,587755],[323960,396998,565190,598797]
   ]
cell #2442 :
  |C| = 392
  W-rep = phi[[2, 2, 2, 1],[]]+phi[[2, 2, 1, 1],[1]]+phi[[2, 1],[2, 1, 1]]+phi[[2],[2, 2, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     56 tau_infinity subcells with 1 member(s)
     140 tau_infinity subcells with 2 member(s)
     14 tau_infinity subcells with 4 member(s)
  subcells = [
     [365562],[377353],[380897],[392196],[394241],[400672],[403353],[412114],[412583],[418022],[419715],[426426],[426596],[428512],[434297],[434446],[436962],[437431],[442870],[445288],[450770],[452401],[452571],[453451],[458466],[458898],[459011],[466171],[468600],[471564],[474082],[481247],[481396],[482526],[482958],[483071],[483912],[484381],[488618],[488663],[495657],[500072],[500543],[502709],[502858],[508069],[509333],[510479],[510524],[511762],[526793],[528713],[533453],[533498],[534561],[551715],
     [125986,460984],[152454,489185],[153269,490947],[177116,511046],[181191,515429],[181974,516158],[183354,460811],[204110,532507],[208453,535631],[213119,539869],[213334,487821],[214140,540746],[228958,549661],[237282,554809],[237497,506952],[238973,555885],[242039,557740],[246938,515145],[247075,561511],[248241,516173],[257392,330545],[263282,569681],[263497,526332],[270870,573807],[271949,532223],[272086,574308],[273845,575228],[277097,535646],[281418,579367],[282255,488133],[282428,540336],[292832,366385],[297584,586424],[298663,549377],[298800,586925],[305741,554168],[306564,590399],[307678,507264],[307851,555276],[309215,591526],[309647,555900],[311316,384469],[317206,594800],[317421,560690],[318331,515704],[321864,597662],[323429,395382],[326973,406897],[328444,401072],[328876,401504],[332697,569040],[333520,600861],[334634,526644],[334807,570148],[338272,410469],[341776,531518],[342176,604076],[342608,573822],[343711,532782],[345272,575123],[347252,418845],[352004,607171],[353083,579083],[353220,607672],[357894,609869],[358109,582386],[358816,582847],[359654,429625],[360123,431060],[363875,433212],[364405,434827],[367255,444563],[368490,548672],[368890,612543],[369322,586439],[370425,549936],[373966,443693],[377502,554213],[377883,590294],[382368,451170],[382800,451602],[386621,594159],[387444,617573],[388558,561002],[388731,595267],[393275,597378],[393412,619777],[394456,564611],[395190,461985],[399132,465205],[399601,466640],[402303,475713],[402473,475883],[403502,569085],[403883,600756],[408368,474482],[408800,474914],[416335,480162],[416865,481777],[420950,578378],[421350,625646],[421782,607186],[422885,579642],[425603,489820],[427540,541613],[427713,581421],[428375,543300],[433020,494817],[435576,503988],[436008,504420],[436121,504533],[441183,501624],[441713,503239],[448252,514726],[449230,508367],[449699,509802],[453600,594204],[453981,617468],[457595,564140],[458066,517244],[460001,563071],[464102,521110],[464907,527449],[467317,529859],[467362,529904],[472542,527747],[473011,529182],[478610,538976],[479081,539447],[479970,533721],[488282,541762],[492614,544898],[493878,545196],[494549,550607],[494594,550652],[501432,550875],[507413,561151],[519810,565916],[519855,565961],[520918,566184],
     [133954,200428,467884,530426],[161503,233301,496727,552785],[188875,264973,521527,570757],[191941,268039,523382,572612],[218410,289857,544101,583905],[221385,300559,545522,587845],[224637,303811,496742,552800],[252640,325939,565280,598887],[255291,336171,566407,601988],[255723,336603,521542,570772],[287756,361594,583329,611044],[288188,362026,544116,583920],[290852,371986,545417,587740],[323959,396997,565175,598782]
   ]
cell #2443 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[2, 1]]+phi[[1, 1, 1],[3, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [328847],[328870],[329886],[331686],[360991],[363360],[364336],[364715],[370332],[382771],[382794],[383810],[395952],[398549],[399565],[401498],[402838],[408771],[408794],[409810],[415820],[416796],[417175],[430008],[430737],[432532],[434758],[435979],[436002],[436379],[440668],[441644],[442023],[448647],[449663],[451596],[458869],[458892],[462337],[462858],[463587],[464748],[466604],[467235],[467293],[467672],[468112],[471959],[472975],[474908],[479482],[481708],[482929],[482952],[488594],[488973],[492455],[492774],[493295],[494456],[494525],[496583],[496706],[500944],[503170],[504391],[504414],[507910],[509766],[510397],[510455],[510834],[516137],[519717],[519786],[520430],[521506],[522855],[527290],[529146],[529777],[529835],[530214],[533360],[533429],[535487],[535610],[544080],[544739],[545509],[550514],[550583],[552641],[552764],[555864],[557213],[565267],[565823],[565892],[570736],[572085],[575215],[583884],[587832],[598874],
     [171157,505499],[194469,524879],[202408,476958],[213108,539848],[224289,546778],[227256,498420],[235648,446050],[237271,554788],[244567,559237],[247124,515121],[257381,566962],[258657,523005],[261648,469362],[263271,569660],[270211,413451],[270859,573786],[272135,532199],[276749,576484],[279716,537324],[282422,487618],[292804,584708],[292881,546134],[294113,496419],[296925,438299],[297573,586403],[298849,549353],[303463,589101],[304730,385610],[306536,590386],[306613,554144],[307845,506749],[311305,592081],[312581,557363],[315572,512524],[317195,594779],[318238,459908],[330534,600024],[333492,600848],[333569,569016],[334801,526129],[338261,602543],[339537,572235],[342579,531359],[342602,477687],[343618,422792],[347224,605455],[347301,575840],[348533,535323],[351345,485249],[351993,607150],[353269,579059],[357883,609848],[366357,611948],[366434,585333],[367244,612239],[369293,548513],[369316,499149],[373938,613922],[374015,588457],[375247,552477],[376838,452936],[377814,506020],[378193,554075],[384458,616736],[387416,617560],[387493,594135],[388725,560487],[392185,619255],[393461,597354],[401475,567621],[402275,621622],[402352,600358],[403814,525400],[404193,568947],[410458,623412],[411531,483329],[412547,531678],[418817,625051],[418894,606080],[419704,625342],[421753,578219],[421776,538053],[426398,627025],[426475,609204],[427707,582183],[435137,585264],[435434,628789],[437395,548832],[443665,630168],[443742,614547],[444552,630459],[444800,511274],[451573,592740],[452373,631597],[452450,617070],[453912,559758],[454291,594066],[474885,603202],[475685,635399],[475762,623746],[482087,606011],[482384,636139],[484345,578538],[503549,614478],[503846,638868]
   ]
cell #2444 :
  |C| = 553
  W-rep = phi[[2, 1],[2, 1, 1]]+phi[[1, 1],[3, 1, 1]]+phi[[2],[2, 2, 1]]+phi[[1],[3, 2, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     91 tau_infinity subcells with 4 member(s)
  subcells = [
     [365557],[365580],[365816],[367587],[396443],[398684],[400254],[400633],[418017],[418040],[418276],[430143],[432601],[434069],[442865],[442888],[443124],[448782],[450352],[450731],[462406],[464679],[471559],[471582],[472094],[473664],[474043],[479551],[481019],[492386],[493430],[500067],[500125],[500504],[501013],[502481],[507841],[520499],[524235],[526293],[526416],[527221],[544414],[544670],[547854],[549203],[565558],[568391],[583593],
     [202518,531290],[227366,548444],[235816,505568],[258767,567552],[261816,524948],[270581,477093],[279826,578150],[293691,584999],[294281,546847],[297295,498555],[299076,439328],[305995,446541],[312691,592671],[315740,559306],[329647,599733],[329724,567296],[330256,523140],[332951,469853],[334518,405294],[334559,470338],[339647,603133],[340873,420047],[348111,605746],[348701,576553],[351715,537459],[367754,436514],[367795,497580],[370317,499436],[374825,614213],[375415,589170],[383571,616445],[383648,592415],[384180,557498],[386875,513015],[396610,462993],[396651,520111],[402623,468181],[402823,524166],[406722,622553],[409571,623121],[409648,602877],[410180,572370],[425598,489815],[425621,489838],[428370,543295],[430522,492843],[430722,544345],[436310,497511],[440105,629528],[440182,613432],[448247,514721],[448270,514744],[457590,564135],[457648,516826],[458027,517205],[460772,564572],[462789,520042],[471014,634660],[478605,538971],[478663,539029],[479042,539408],[487782,582347],[487905,541385],[504855,558593],[506913,560651],[507036,560774],[514971,597204],[530700,577560],[532049,578909],[553519,593510],
     [153258,285750,490839,582470],[180878,247234,515052,561579],[181180,318886,515321,595855],[183349,322012,460736,564193],[203797,272245,532130,574376],[204099,344266,532399,604631],[212921,354951,539767,608579],[212998,282590,487403,539917],[213329,355028,487746,580289],[215770,358225,428788,543318],[228645,298959,549284,586993],[228947,370980,549553,613098],[235226,307423,553810,590677],[237084,379835,554707,615586],[237161,308013,506534,554857],[237492,379912,506877,591011],[246933,390498,457371,561648],[246956,318608,457330,515256],[247351,390521,393688,518070],[261226,334379,568682,601139],[263084,405835,569579,622262],[263161,334969,525914,569729],[263492,405912,526257,601473],[269972,343379,573495,604340],[270049,343456,531034,574120],[271944,414457,478386,574445],[271967,343988,478345,532334],[272362,353496,414480,486278],[281105,353379,578990,607740],[281407,423440,579259,626201],[282139,354410,427424,490074],[282180,424377,427465,542074],[282216,424756,487603,580220],[296686,370093,586112,612807],[296763,370170,548188,586737],[298658,439305,499848,587062],[298681,370702,499807,549488],[305736,379035,446749,554469],[305759,379058,446708,506155],[307562,379294,388442,455392],[307603,388483,447026,513500],[307639,447405,506734,590942],[315150,388303,593801,617851],[317008,455933,594698,632237],[317085,388893,560272,594848],[317416,456010,560615,618185],[318223,456959,459893,563504],[321551,393571,597285,619845],[321853,460556,597554,633387],[332692,405035,470061,569341],[332715,405058,470020,525535],[334595,470717,526114,601404],[341040,411666,420214,483464],[341081,420255,476118,536484],[341358,413236,477472,531747],[341737,413615,477672,574051],[343603,422777,477974,538340],[351106,422553,606859,625910],[351183,422630,577894,607484],[353078,486255,538752,607809],[353101,423162,538711,579194],[355838,427285,608870,627316],[357696,490615,609767,637518],[357773,427875,581968,609917],[358104,490692,582311,627650],[358805,491502,610569,637809],[368072,438084,498934,548901],[368451,438463,499134,586668],[376623,444869,452721,511343],[376823,452921,504786,558524],[377125,446337,505951,554400],[380722,456820,615877,632528],[386616,455133,513223,594460],[386639,455156,513182,559893],[388519,513879,560472,618116],[391298,459669,618964,633096],[391375,459746,596189,619589],[393270,518047,563916,619914],[393293,460278,563875,597489],[394043,518847,620152,640620],[394451,518924,598211,633721],[403125,469649,525331,569272],[411462,476049,483260,536415],[415257,487055,624411,636878],[415334,487132,604965,626535],[420532,485034,537838,578607],[420911,485413,538038,607415],[425053,542750,626745,642425],[427501,542453,582168,627581],[447702,514176,630858,639881],[453223,512811,559689,594391]
   ]
cell #2445 :
  |C| = 427
  W-rep = phi[[2, 2, 1, 1],[1]]+phi[[2, 1, 1, 1],[2]]+phi[[2, 2],[1, 1, 1]]+phi[[2, 1],[2, 1, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     91 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     49 tau_infinity subcells with 4 member(s)
  subcells = [
     [358272],[358527],[390285],[390568],[392209],[393884],[414244],[414527],[419728],[424620],[424639],[424894],[425834],[425885],[439092],[439375],[446184],[447269],[447288],[447543],[451809],[451860],[457140],[457191],[458338],[469496],[470581],[470600],[470855],[477201],[477220],[478155],[478206],[479663],[479714],[482398],[486042],[486325],[487434],[498663],[498682],[499617],[499668],[505680],[505731],[506565],[507724],[507941],[512658],[513743],[513762],[514017],[517834],[518117],[525060],[525111],[525945],[531173],[531390],[533213],[537567],[537586],[538521],[538572],[541232],[542317],[542336],[542591],[543365],[548327],[548544],[553928],[558226],[559418],[559469],[560303],[562731],[562750],[563685],[563736],[564455],[564710],[568800],[577248],[577267],[578033],[578250],[581264],[581999],[593390],[593919],
     [284311,581165],[286016,582702],[313616,593291],[320395,596545],[320538,596677],[322245,597899],[342366,412965],[349620,606436],[349763,606568],[356024,608988],[356562,581114],[356661,609235],[367268,444576],[369080,437813],[378057,446078],[384644,616854],[385182,593240],[385281,617101],[391565,596328],[391584,619083],[401262,467022],[401711,475121],[401762,475172],[404057,469390],[412728,477070],[415582,479429],[415954,624565],[419084,606219],[419103,625170],[421540,484763],[432713,501125],[432764,501176],[433916,496553],[435001,496447],[435448,503860],[437576,498532],[445812,505446],[448890,616045],[448909,631051],[451360,510184],[454155,512552],[462518,520611],[462569,520662],[464562,527104],[464779,527321],[465831,523248],[465850,523267],[466785,523117],[469124,524826],[474672,529564],[480866,535457],[481951,535351],[484526,537436],[492269,544553],[492486,544770],[494309,550367],[502328,552611],[503413,552505],[508993,557606],[509012,557625],[509947,557475],[512286,559184],[519570,565676],[523868,573098],[528373,572478],[528392,572497],[529327,572347],[547542,589865],[547561,589884],[568271,603852],
     [160053,224555,495401,547010],[190373,258890,522196,567652],[207003,277015,534305,576716],[222430,293877,545918,585117],[222968,294415,495350,546959],[231851,303729,551459,589333],[240471,312814,556554,592771],[255481,327355,566605,599387],[256761,329914,521979,567435],[259692,340572,568172,603753],[266471,339770,571426,603233],[274890,348297,575624,605864],[275428,348835,534254,576665],[287946,360505,543723,583247],[291026,363388,545683,584511],[292240,365793,496181,546725],[295200,376334,585689,614903],[295343,376477,585821,615035],[301604,375011,588241,614331],[302142,375549,551408,589282],[309405,381279,591724,616099],[310685,383838,556337,592554],[324133,395980,519335,565070],[327118,398661,521817,566699],[330720,410644,600142,623530],[331258,411182,568121,603702],[331357,411281,600389,623777],[336361,407279,602186,622775],[337641,409838,571209,603016],[345446,415848,575389,605258],[346660,418253,535085,576431],[360268,430120,492107,543817],[361784,431442,611242,628408],[363122,432479,440430,500891],[363494,440802,611462,629682],[366624,443932,585472,614686],[366643,443951,612067,630287],[372160,440696,588006,613725],[373374,443101,552239,589048],[381042,448759,556175,591818],[395714,462284,463349,520377],[396086,463721,620677,633934],[397171,463615,599048,620966],[398792,472202,599333,622721],[398811,472221,621076,634853],[407042,472071,571047,602280],[430251,493538,610908,628354],[430270,493557,628208,637957],[431205,493407,584195,611336]
   ]
cell #2446 :
  |C| = 315
  W-rep = phi[[2, 1, 1],[2, 1]]+phi[[1, 1, 1],[3, 1]]
  special rep = phi[[2, 1, 1],[2, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 2]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 210
     105 tau_infinity subcells with 1 member(s)
     105 tau_infinity subcells with 2 member(s)
  subcells = [
     [292690],[292817],[293839],[295635],[324860],[327317],[328357],[328664],[334527],[347110],[347237],[348259],[360467],[363217],[364321],[366370],[367763],[373824],[373951],[374973],[381241],[382281],[382588],[395809],[396619],[398534],[400985],[402161],[402288],[402695],[407241],[408281],[408588],[415677],[416781],[418830],[426284],[426411],[429993],[430594],[431404],[432673],[434700],[434743],[435489],[435796],[436364],[440525],[441629],[443678],[448632],[451083],[452259],[452386],[458379],[458686],[462478],[462843],[463444],[464733],[464820],[466481],[467278],[471944],[474395],[475571],[475698],[479623],[481650],[481693],[482439],[482746],[488579],[492440],[492527],[493280],[494510],[495540],[501085],[503112],[503155],[503901],[504208],[507895],[507982],[509643],[510440],[519771],[520571],[521425],[527275],[527362],[529023],[529820],[533414],[534444],[543999],[544724],[544811],[550568],[551598],[555783],[565877],[570655],[583803],
     [142358,476943],[163820,498405],[171139,445907],[180965,515106],[191616,522990],[194451,469219],[202344,412927],[203884,532184],[210770,537309],[213090,487475],[223031,546119],[224271,496276],[227192,437775],[228732,549338],[235374,378784],[236013,554129],[237253,506606],[241714,557348],[244549,512381],[247060,457339],[257194,566881],[257363,522237],[258593,466984],[261374,404784],[262013,569001],[263253,525986],[267714,572220],[268921,350055],[270672,573705],[270841,531431],[272071,478354],[275491,575825],[276731,535180],[279652,484725],[281192,579044],[282148,427433],[294478,585318],[297386,586322],[297555,548585],[298785,499816],[302205,588442],[303445,552334],[306422,505640],[306549,446717],[307571,388451],[311118,592000],[311287,556595],[312517,510146],[315298,454882],[315937,594120],[317177,560344],[321638,597339],[330347,599943],[330516,567693],[331321,600343],[333378,525020],[333505,470029],[338074,602462],[338243,571467],[339473,529526],[341049,420223],[342089,477544],[342396,531344],[348898,606065],[351806,607069],[351975,578291],[353205,538720],[356625,609189],[357865,582040],[366243,546919],[367057,612158],[367226,585730],[368803,499006],[369110,548498],[375612,614532],[376695,452793],[377799,506005],[384271,616655],[384440,592812],[385245,617055],[387302,559378],[387429,513191],[391998,619174],[392167,596586],[393397,563884],[400930,621342],[401292,567606],[403799,525385],[410271,623331],[410440,603274],[411245,623731],[411516,483314],[418703,576625],[419517,625261],[419686,606477],[421263,537910],[421570,578204],[443551,589242],[444365,630378],[444534,614944],[451028,631317],[451390,592725],[453897,559743],[474340,635119],[474702,603187]
   ]
cell #2447 :
  |C| = 553
  W-rep = phi[[2, 1],[2, 1, 1]]+phi[[1, 1],[3, 1, 1]]+phi[[2],[2, 2, 1]]+phi[[1],[3, 2, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     91 tau_infinity subcells with 4 member(s)
  subcells = [
     [400816],[434517],[450914],[465988],[466381],[466596],[468104],[474226],[481467],[492766],[494411],[494448],[495532],[500687],[502929],[509150],[509543],[509758],[519672],[519709],[521417],[526864],[527047],[528530],[528923],[529138],[533315],[533352],[534436],[543991],[549753],[550146],[550246],[550469],[550506],[551590],[555775],[565778],[565815],[568427],[570023],[570031],[570647],[583629],[583795],[585943],[585951],[598705],[598713],
     [306421,554030],[333377,568902],[335105,405848],[342461,573697],[365671,611787],[366242,585219],[369175,586314],[370362,438815],[378093,554067],[387301,594021],[400815,599769],[401357,599935],[402868,468253],[404093,568939],[405279,470323],[412539,531670],[418131,624890],[418702,605966],[421635,607061],[430767,492915],[434582,611779],[435037,585256],[436499,497565],[437387,548824],[438783,499428],[442979,630007],[443550,614433],[444792,511266],[450913,616481],[451455,616647],[454191,594058],[458210,517388],[460955,518733],[462978,520096],[468067,524121],[468221,524158],[471673,634779],[474225,623157],[474767,623323],[479225,539591],[481532,624882],[481987,606003],[484337,578530],[488353,541833],[488536,542016],[491018,543112],[492729,544300],[492883,544337],[497422,547765],[500686,629564],[500801,638553],[502994,629999],[503449,614470],[507484,561222],[507667,561405],[515521,562888],[515914,563281],[516014,563381],[519953,565469],[526929,634771],[532599,579459],[532992,579852],[533092,579952],[540211,581296],[540219,581304],[553555,593546],[555151,595142],[555159,595150],[573326,606690],[573334,606698],
     [183367,250137,518291,564178],[213347,282787,540037,580274],[215802,285732,490884,542805],[237510,308210,554977,590996],[247047,318699,561498,595774],[247383,318868,515366,561720],[250076,321948,461282,518860],[263510,335166,569849,601458],[272058,344079,574295,604550],[272394,344248,532444,574517],[282398,354836,539803,580175],[282399,354837,487648,539989],[282726,354964,428011,490628],[298772,370793,586912,613017],[299108,370962,549598,587134],[305850,379149,590225,615425],[307821,379720,554743,590897],[307822,379721,506779,554929],[308149,379848,389029,455946],[317434,389090,594968,618170],[318268,390008,459938,517557],[318402,390315,515241,561633],[318467,390380,561490,595766],[332806,405149,600687,622101],[334777,405720,569615,601359],[334778,405721,526159,569801],[341919,413797,573531,604376],[341920,413798,477717,531819],[343648,413967,422822,485765],[343782,414274,532319,574430],[343847,414339,574287,604542],[353192,423253,607659,626120],[353528,423422,579304,607881],[354395,424362,490059,542059],[354554,424656,539957,580212],[358122,428072,610037,627635],[368633,438645,586148,612843],[368634,438646,499179,548973],[370496,439122,549473,587047],[370561,439187,586904,613009],[376868,444941,452966,511415],[377573,446785,506140,554454],[377638,446850,590217,615417],[379279,447011,455377,513485],[379438,447305,554897,590934],[386730,455247,617399,632076],[388701,455818,594734,618071],[388702,455819,560517,594920],[389976,456951,517525,563496],[393384,460369,619764,633306],[393720,460538,597599,619986],[394469,461343,620422,633706],[403573,470097,525520,569326],[403638,470162,600679,622093],[405438,470617,569769,601396],[411651,476103,483449,536469],[411931,477358,531633,574006],[412324,477751,531787,574043],[413935,477966,485733,538332],[421093,485595,606895,625946],[421094,485596,538083,578679],[422956,486072,579179,607794],[423021,486137,607651,626112],[425712,489929,626864,637357],[427683,490500,609803,627536],[427684,490501,582213,609989],[428484,491315,627825,637728],[428820,491484,610614,628047],[436779,498820,548787,586623],[437172,499213,548941,586660],[444755,504741,511229,558479],[444909,504778,511383,558516],[445163,505862,554311,590588],[448361,514835,630977,640000],[453671,513259,559878,594445],[453736,513324,617391,632068],[455536,513779,594888,618108],[458209,517387,619000,633132],[458324,517502,632816,640340],[460072,517864,597474,619899],[460137,517929,619756,633298],[468475,525242,569183,601050],[475960,530611,536326,577471],[479224,539590,624447,636914],[479339,539705,635824,642110],[483729,537724,578493,607370],[484122,538117,578647,607407],[488418,541898,626856,637349],[490218,542353,609957,627573],[507549,561287,630969,639992],[511637,559600,594302,617762]
   ]
cell #2448 :
  |C| = 455
  W-rep = phi[[2, 1, 1, 1],[2]]+phi[[1, 1, 1, 1],[3]]+phi[[2, 1],[2, 1, 1]]+phi[[1, 1],[3, 1, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     35 tau_infinity subcells with 1 member(s)
     140 tau_infinity subcells with 2 member(s)
     35 tau_infinity subcells with 4 member(s)
  subcells = [
     [370908],[405313],[436533],[438791],[463012],[468229],[470315],[489156],[491201],[492891],[497466],[497557],[511017],[516585],[516768],[518550],[519997],[520088],[524077],[536058],[536241],[540769],[541162],[541262],[544256],[557763],[558156],[558256],[562330],[562338],[575251],[576847],[576855],[591621],[591629],
     [215820,542781],[247401,561696],[250119,518325],[272412,574493],[282513,580139],[282769,540071],[285678,491430],[299126,587110],[307936,590861],[308192,555011],[318584,561534],[318585,515275],[318814,460484],[334892,601323],[335148,569883],[342693,604179],[343964,574331],[343965,532353],[344194,423368],[353546,607857],[354429,490093],[354654,539965],[354719,580131],[364898,435320],[369407,612646],[370678,586948],[370679,549507],[378375,590422],[378376,506174],[379313,455411],[379538,554905],[379603,590853],[388816,618035],[389072,595002],[389984,517533],[390215,561625],[393738,619962],[400013,467052],[404375,600884],[404376,525554],[405538,569777],[405603,601315],[411685,483483],[412995,531795],[413060,604171],[413943,485741],[414174,574422],[417358,482270],[421867,625749],[423138,607695],[423139,579213],[424354,542051],[427798,627500],[428054,610071],[428838,628023],[433453,496090],[433846,496483],[434735,496082],[436356,497458],[437843,548949],[437908,612638],[439022,587039],[442206,503732],[444917,511391],[445721,554355],[446114,554446],[447003,513477],[450111,510214],[454473,617596],[454474,559912],[455636,594896],[455701,618027],[458983,632935],[460254,619800],[460255,597508],[461069,633571],[461325,620456],[462835,519989],[464634,521461],[464725,521453],[465430,522847],[467855,530397],[469033,569227],[469426,569318],[473423,529594],[476004,536370],[476095,536461],[476800,573962],[480403,534994],[480796,535387],[481685,534986],[483043,636258],[484793,578655],[484858,625741],[485972,607786],[489155,627061],[489270,637238],[490318,609965],[490383,627492],[492341,544035],[492432,544027],[494367,545501],[497154,553212],[497337,553395],[498262,586579],[501865,552148],[502258,552541],[503147,552140],[504697,558435],[507796,555819],[507887,555811],[508592,557205],[511016,631633],[511131,639566],[512195,594346],[512588,594437],[516650,632927],[517764,619891],[519628,565259],[523405,572635],[523798,573028],[523898,573128],[527176,570691],[527267,570683],[527972,572077],[533271,575207],[536123,636250],[537166,607326],[544625,583839],[544716,583831],[545545,587868],[547141,589464],[547149,589472],[550425,587824],[565303,598910],[565734,598866],[566502,602083],[566510,602091],[583424,611139],[583432,611147],
     [270557,342578,531245,573741],[297271,369292,548399,586358],[306304,378258,553986,590378],[328961,401589,599572,621461],[330232,401474,567507,599979],[333260,404258,568858,600840],[342296,412895,531336,573733],[351691,421752,578105,607105],[364897,435319,584744,611984],[366125,435202,585175,611940],[369010,437743,548490,586350],[377791,445713,505997,554347],[382885,451687,616284,631436],[384156,451572,592626,616691],[387184,454356,593977,617552],[400078,467117,599564,621453],[401192,466952,567598,599971],[403791,469025,525377,569219],[408885,474999,622960,635238],[410156,474884,603088,623367],[411508,475996,483306,536362],[417357,482269,605491,625087],[418585,482152,605922,625043],[421470,484693,578196,607097],[436093,504505,628908,638987],[442205,503731,613958,630204],[443433,503614,614389,630160],[450176,510279,616276,631428],[451290,510114,592717,616683],[453889,512187,559735,594338],[467854,530396,621658,635435],[467969,530511,634345,641450],[473488,529659,622952,635230],[474602,529494,603179,623359],[497219,553277,628900,638979]
   ]
cell #2449 :
  |C| = 154
  W-rep = phi[[2],[2, 1, 1, 1]]+phi[[1],[3, 1, 1, 1]]
  special rep = phi[[2],[2, 1, 1, 1]] , dim = 84
  orbit = [4, 4, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     14 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [263537],[299082],[334565],[335103],[367801],[370360],[396657],[402866],[405271],[430765],[436491],[462970],[468059],[492721],
     [126060,461379],[153291,490901],[153494,428937],[181213,515383],[183348,460742],[183394,394496],[204132,532461],[213328,487752],[213374,358149],[215776,428794],[215779,490882],[228980,549615],[237491,506883],[237537,317461],[246932,457377],[247357,393694],[247360,515364],[250074,461280],[263491,526263],[271943,478392],[272368,353502],[272371,532442],[281440,579321],[282186,427471],[282281,487646],[282724,428009],[298657,499854],[299085,549596],[305735,446755],[307609,388489],[307704,506777],[308147,389027],[317415,560621],[318266,459936],[318302,515233],[321886,597616],[332691,470067],[334660,526157],[341087,420261],[341802,477715],[343646,422820],[343682,532311],[353077,538758],[353505,579302],[354387,490051],[358103,582317],[358838,610631],[368516,499177],[370396,549465],[376866,452964],[377473,506132],[379271,455369],[386615,513229],[388584,560515],[393269,563922],[393697,597597],[394450,598217],[394565,620564],[403473,525512],[411643,483441],[411923,531625],[420976,538081],[422856,579171],[427566,582211],[428797,610612],[436771,548779],[444747,511221],[453571,559870],[459972,597466],[483721,578485]
   ]
cell #2450 :
  |C| = 413
  W-rep = phi[[2, 2],[1, 1, 1]]+phi[[2, 1],[2, 1, 1]]+phi[[1],[3, 2, 1]]+phi[[],[3, 3, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     140 tau_infinity subcells with 2 member(s)
     21 tau_infinity subcells with 4 member(s)
  subcells = [
     [299892],[335359],[342471],[367909],[369185],[371104],[378155],[396765],[400824],[401367],[402910],[404155],[406051],[412808],[415528],[421645],[430809],[434592],[435099],[436265],[436571],[437656],[445758],[450922],[451465],[454253],[462744],[463050],[466443],[466865],[468023],[469070],[474234],[474777],[481542],[482049],[484606],[492685],[500695],[503004],[503511],[509605],[510027],[512232],[526939],[527055],[528985],[529407],[550208],
     [160743,434595],[191117,466389],[207693,481545],[215810,285740],[215927,286024],[223221,495576],[223745,495882],[229651,550324],[232541,503007],[241215,509551],[247391,318876],[248167,321205],[250109,322002],[255586,521726],[257559,522395],[264227,526942],[264237,570468],[267215,528931],[272402,344256],[273178,354312],[275681,534480],[276205,534786],[282407,354845],[282759,355018],[282980,356818],[288051,492016],[291124,545711],[293020,496127],[299116,370970],[299325,587272],[299826,550154],[302395,551634],[302919,551940],[307830,379729],[308182,379902],[308403,389283],[309510,556084],[311483,556753],[318477,390390],[318480,390393],[319010,392309],[324231,519363],[327198,521763],[332041,600540],[334786,405729],[335138,405902],[335356,570067],[335880,570373],[336466,570956],[338439,571625],[341195,420369],[341928,413806],[343857,414349],[343860,414352],[344390,423564],[345544,575417],[347440,535031],[353536,423430],[354562,424664],[354616,424718],[355167,426614],[360348,492053],[361346,611000],[361889,584104],[363068,440376],[367906,585987],[368642,438654],[370571,439197],[370574,439200],[371158,587292],[372258,588034],[374154,552185],[376910,453008],[377648,446860],[377651,446863],[379446,447313],[379500,447367],[380051,456149],[381122,556121],[388710,455827],[389062,456000],[390128,457220],[393728,460546],[395660,463295],[396762,598749],[397269,599076],[402964,600560],[403648,470172],[403651,470175],[405446,470625],[405500,470679],[407122,570993],[411417,483215],[411723,483521],[412332,477759],[412386,477813],[414087,478235],[421102,485604],[423031,486147],[423034,486150],[427692,490509],[428044,490682],[428828,491492],[430863,611020],[431285,584141],[437180,499221],[437234,499275],[438935,499697],[444711,511185],[445207,505906],[445513,506212],[453746,513334],[453749,513337],[455544,513787],[455598,513841],[458218,517396],[460147,517939],[460150,517942],[460963,518741],[461315,518914],[468519,525286],[468825,525592],[476348,531589],[479233,539599],[484130,538125],[484184,538179],[485885,538601],[488428,541908],[488544,542024],[490226,542361],[490280,542415],[497810,548743],[507559,561297],[507675,561413],[511681,559644],[511987,559950],[515976,563343],[517677,563765],[533054,579914],[536714,578449],
     [153391,216088,491096,543190],[181884,249519,516092,563459],[183474,250396,518458,564480],[204803,282111,533170,580030],[214064,285001,488431,541911],[214074,285011,540656,581741],[238227,318151,507562,561300],[238237,318161,555596,595587],[247600,320638,561858,596724],[248101,321139,515922,563289],[272611,353745,574655,608019],[273112,354246,533000,579860],[282977,356815,540255,581340],[283501,357339,540561,581646],[305085,385965,590078,617252],[308400,389280,555195,595186],[308924,389804,555501,595492],[319064,392363,561878,596744],[341192,420366,573370,606734],[344444,423618,574675,608039],[376964,453062,590098,617272]
   ]
cell #2451 :
  |C| = 553
  W-rep = phi[[2, 1],[2, 1, 1]]+phi[[1, 1],[3, 1, 1]]+phi[[2],[2, 2, 1]]+phi[[1],[3, 2, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     91 tau_infinity subcells with 4 member(s)
  subcells = [
     [365558],[367435],[396291],[400641],[418018],[429539],[429549],[434121],[434131],[434423],[442866],[450739],[461947],[465119],[465129],[466031],[471560],[474051],[481071],[481081],[481373],[494779],[500068],[500512],[502533],[502543],[502835],[508281],[508291],[509193],[526301],[526478],[526770],[527661],[527671],[528573],[533683],[545110],[545120],[547916],[549211],[549796],[550837],[565620],[566146],[568399],[568470],[583601],[583672],
     [228984,549638],[262971,569549],[269845,476499],[295887,585921],[296559,497961],[298483,586843],[305607,505109],[325112,598683],[329520,522546],[329646,522626],[331858,600499],[332563,524489],[334501,526468],[340721,419895],[341643,476489],[350979,536865],[361163,610959],[365428,546388],[365544,546452],[367445,585882],[367737,547906],[368357,497951],[377177,446389],[383444,556904],[383570,556984],[386487,558847],[396301,598644],[396593,565610],[400539,522536],[400687,567225],[402552,568361],[403177,469701],[409444,571776],[409570,571856],[417888,576094],[418004,576158],[420817,536855],[425599,489816],[428371,543296],[430451,583563],[440104,587523],[442736,588711],[442852,588775],[448248,514722],[450637,556894],[450785,592344],[453275,512863],[457591,564136],[458035,517213],[460780,564580],[471013,601546],[471546,601791],[473949,571766],[474097,602806],[478606,538972],[479050,539416],[487790,582355],[487967,541447],[488259,541739],[500558,613361],[506921,560659],[507098,560836],[507390,561128],[514979,597212],[515564,562931],[530762,577622],[532057,578917],[532642,579502],[553527,593518],[553598,593589],
     [153257,358235,428357,582532],[153295,286089,490924,582824],[181179,390531,457577,595917],[181217,321890,515406,597639],[183350,322013,460826,597797],[204098,414490,478592,604693],[204136,281444,532484,579344],[212808,357583,539737,609737],[212920,424450,487678,608587],[213330,355029,487836,608658],[228946,439338,500054,613160],[236971,316895,554677,594668],[237083,447099,506809,615594],[237493,379913,506967,615665],[246758,393095,561429,619695],[246920,391171,457021,562029],[246934,390499,515295,618773],[263083,470411,526189,622270],[263493,405913,526347,622341],[269173,350307,573304,606668],[269971,476579,477747,604348],[271769,352903,574226,607590],[271931,415130,478036,574826],[271945,414458,532373,624220],[281406,486288,538958,626263],[282122,427407,487957,541437],[282224,424764,539945,626676],[282270,425469,487332,580543],[296685,498041,499209,612815],[298645,439978,499498,587443],[298659,439306,549527,629337],[304902,385782,590037,617211],[305723,446955,505173,590739],[305737,379036,506194,615395],[307545,388425,507088,560826],[307647,447413,554885,630789],[307693,448118,506463,591265],[317007,513573,560547,632245],[317417,456011,560705,632316],[318308,457313,457933,562019],[321852,518080,564122,633449],[332679,470267,524553,601201],[332693,405036,525574,622071],[334603,470725,569757,634591],[334649,471430,525843,601727],[340731,419905,573265,606629],[341023,420197,530752,577612],[341745,413623,531775,624062],[341791,477905,530963,604419],[343688,478328,478948,574816],[351105,536945,538113,625918],[353065,486928,538402,608190],[353079,486256,579233,636687],[357695,542147,582243,637526],[358105,490693,582401,637597],[358804,543282,543328,627968],[368459,438471,548929,629179],[368505,499367,548117,612886],[370402,499790,500410,587433],[376552,452650,553489,593480],[377187,446399,554250,615356],[377479,446691,506305,590729],[386603,513429,558911,617913],[386617,455134,559932,632046],[388527,513887,594876,639812],[388573,514592,560201,618439],[391297,459668,562109,596975],[393257,459542,563566,596895],[393271,518048,597528,640429],[394042,518846,564266,620375],[394452,518925,564626,633650],[403187,469711,569122,622032],[403479,470003,525685,601191],[411974,477401,531567,604310],[415256,487054,574906,608270],[420919,485421,578635,636529],[420965,538271,577823,625989],[422862,538694,539314,608180],[425052,542749,580362,627723],[425585,489802,580607,609522],[427509,542461,609945,642356],[427555,489686,581897,609458],[436822,498863,548721,612777],[447701,514175,591084,618258],[448234,514708,591329,618503],[453285,512873,594241,632007],[453577,513165,560043,617903],[458081,517259,596118,619518],[459978,517111,563858,596885],[479096,539462,604894,626464],[483772,537767,578427,625880]
   ]
cell #2452 :
  |C| = 427
  W-rep = phi[[2, 2, 1, 1],[1]]+phi[[2, 1, 1, 1],[2]]+phi[[2, 2],[1, 1, 1]]+phi[[2, 1],[2, 1, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     91 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     49 tau_infinity subcells with 4 member(s)
  subcells = [
     [250127],[250324],[282777],[284319],[285722],[308200],[313624],[318593],[318858],[319866],[335156],[343973],[344238],[349091],[354729],[354732],[355962],[370687],[370952],[378384],[379613],[379616],[381387],[384582],[389080],[390223],[390277],[391514],[404384],[405613],[405616],[413070],[413073],[414182],[414236],[415892],[419033],[423147],[423412],[424569],[428062],[437918],[437921],[439030],[439084],[446122],[446176],[447218],[448533],[448839],[454482],[455711],[455714],[460263],[460528],[461333],[469434],[469488],[470530],[476844],[477150],[479393],[484868],[484871],[485980],[486034],[489164],[490393],[490396],[491209],[491474],[498306],[498612],[505410],[511025],[512596],[512650],[513692],[516660],[516776],[517772],[517826],[524790],[536133],[536249],[537210],[537516],[541224],[542266],[558218],[559148],
     [183563,518628],[214734,541340],[215999,543020],[242633,558334],[248849,516663],[248859,562775],[259700,340580],[277705,536136],[277715,577292],[283752,580824],[284253,541170],[294671,375805],[306314,378268],[313057,592950],[313558,558164],[319863,562374],[320387,562680],[327463,407387],[330658,410582],[333270,404268],[342358,412957],[345773,605147],[349088,576891],[349612,577197],[356016,580844],[360613,431550],[363432,440740],[364906,435328],[366135,435212],[366573,443881],[369072,437805],[378006,446027],[380907,448525],[381384,591665],[384636,592970],[387194,454366],[396024,463659],[398435,471845],[398741,472151],[400088,467127],[401254,467014],[404006,469339],[412593,476836],[415946,605167],[417366,482278],[418595,482162],[421532,484755],[429894,493181],[430200,493487],[432443,500855],[433908,496545],[434950,496396],[437441,498298],[442214,503740],[443443,503624],[450186,510289],[451352,510176],[454104,512501],[462248,520341],[467863,530405],[473498,529669],[474664,529556],[480858,535449],[481900,535300],[484391,537202],[497229,553287],[497345,553403],[502320,552603],[503362,552454],[523860,573090],
     [132277,191865,400091,467130],[159995,224497,433854,496491],[175439,241963,450189,510292],[189841,258358,465474,522891],[190365,258882,465780,523197],[192535,268633,523976,573206],[198751,267963,473501,529672],[206945,276957,480804,535395],[221135,291237,494736,545755],[222422,293869,495080,546689],[225245,304419,497232,553290],[225255,304429,547586,589909],[231793,303671,502266,552549],[239939,312282,508636,557249],[240463,312806,508942,557555],[252390,324344,461904,519407],[255473,327347,521682,566663],[256710,329863,466650,522883],[259133,340013,567831,603412],[259634,340514,523806,573036],[265939,339238,528016,572121],[266463,339762,528322,572427],[273595,345657,533640,575461],[274882,348289,533984,576395],[287938,360497,491972,543781],[290975,363337,494827,545747],[291353,372487,584400,613614],[294668,375802,547185,589508],[295192,376326,547491,589814],[300309,372371,550794,588078],[301596,375003,551138,589012],[309397,381271,556040,591782],[310634,383787,509812,557241],[324082,395929,461995,519399],[324460,397498,598566,620855],[325689,397382,566103,599120],[326983,398427,406907,471837],[327460,407384,566546,602127],[330712,410636,567851,603432],[336353,407271,570912,602244],[337590,409787,529192,572113],[345395,415797,533731,575453],[360133,429886,431070,493173],[360610,431547,583468,611183],[361776,431434,584060,611300],[363486,440794,584420,613634],[372109,440645,550885,588070],[396078,463713,598586,620875],[397120,463564,566194,599112]
   ]
cell #2453 :
  |C| = 154
  W-rep = phi[[2],[2, 1, 1, 1]]+phi[[1],[3, 1, 1, 1]]
  special rep = phi[[2],[2, 1, 1, 1]] , dim = 84
  orbit = [4, 4, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     14 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [228981],[263479],[298550],[299074],[331925],[334557],[361230],[367793],[370309],[396649],[402815],[430714],[436257],[462736],
     [126061,322557],[153292,358839],[153496,358849],[181214,321887],[183336,394438],[183396,393937],[204133,281441],[213316,358091],[213376,424947],[215768,428786],[215789,428262],[237479,317403],[237539,447596],[246825,393162],[247349,393686],[247370,457482],[250085,460734],[263539,470908],[271836,352970],[272360,353494],[272381,478497],[282178,427463],[282291,424831],[282735,487744],[299095,499959],[304969,385849],[307601,388481],[307714,447480],[308158,506875],[317463,514070],[318215,459885],[318364,457369],[334670,470792],[335114,526255],[341079,420253],[341812,413690],[343595,422769],[343744,478384],[353515,538863],[354467,487595],[358151,542644],[368526,438538],[370458,499846],[376815,452913],[377535,446747],[379351,506726],[388594,513954],[389038,560613],[393707,564027],[394498,564763],[403535,470059],[405351,526106],[411409,483207],[412237,477664],[420986,485488],[422918,538750],[427576,542528],[428020,582309],[428807,582993],[428939,583109],[437085,499126],[445199,505898],[453633,513221],[455449,560464],[460034,563914],[461291,598209],[468511,525278],[484035,538030],[490131,582160],[511673,559636]
   ]
cell #2454 :
  |C| = 55
  W-rep = phi[[3],[1, 1, 1, 1]]+phi[[],[4, 1, 1, 1]]
  special rep = phi[[3],[1, 1, 1, 1]] , dim = 35
  orbit = [6, 2, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 1
  number of tau_infinity subcells = 35
     15 tau_infinity subcells with 1 member(s)
     20 tau_infinity subcells with 2 member(s)
  subcells = [
     [229037],[263554],[298562],[299157],[331937],[334568],[361242],[367804],[370304],[396660],[402810],[430709],[436216],[462695],[491702],
     [126063,250551],[153348,286142],[181270,321943],[183411,322405],[204189,281497],[213391,358166],[215851,358701],[237554,317478],[246837,393174],[247432,393769],[271848,352982],[272443,353577],[282189,427474],[304981,385861],[307612,388492],[318210,459880],[341090,420264],[343590,422764],[376810,452908],[411368,483166]
   ]
cell #2455 :
  |C| = 189
  W-rep = phi[[2, 1, 1, 1],[1, 1]]+phi[[2, 1, 1],[1, 1, 1]]
  special rep = phi[[2, 1, 1],[1, 1, 1]] , dim = 105
  orbit = [4, 2, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     21 tau_infinity subcells with 1 member(s)
     84 tau_infinity subcells with 2 member(s)
  subcells = [
     [394208],[426563],[428541],[452538],[458678],[459040],[461009],[482738],[483100],[488862],[489210],[510723],[511071],[516300],[516321],[535773],[535794],[540863],[556292],[557857],[575555],
     [127089,395139],[158881,432969],[159765,364576],[190003,465504],[190120,399774],[205831,479919],[206715,417036],[222697,433600],[230679,501381],[231563,441884],[240101,508666],[240218,449872],[254638,520867],[259404,467533],[266101,528046],[266218,473184],[275157,480550],[284023,488834],[287554,543855],[292969,495478],[294830,547215],[294947,496915],[301871,502012],[313328,510695],[320025,562404],[320142,516346],[323364,565027],[328242,566737],[328656,465959],[329018,522305],[330987,523552],[340284,530075],[347389,534382],[349250,576921],[349367,535819],[356291,540916],[359565,543735],[363810,584468],[364604,495506],[364952,546167],[374103,551536],[375964,589538],[376081,552973],[382166,591856],[382580,509121],[382942,556663],[384911,557910],[399043,566617],[399728,566802],[399749,522280],[402440,475850],[408166,602318],[408580,528501],[408942,571535],[410911,572782],[416270,605215],[417064,534410],[417412,575873],[432329,611374],[433547,545930],[435788,504200],[436150,504562],[441118,613682],[441912,551564],[442260,588490],[449141,591736],[449826,591921],[449847,556638],[464037,620923],[467561,530103],[467909,530451],[472453,602198],[473138,602383],[473159,571510],[480497,575636],[492224,584312],[493789,611254],[496869,552927],[496890,552948],[501959,588253],[519501,599214],[521934,571164],[523499,572729],[545849,588172]
   ]
cell #2456 :
  |C| = 427
  W-rep = phi[[2, 2, 1, 1],[1]]+phi[[2, 1, 1, 1],[2]]+phi[[2, 2],[1, 1, 1]]+phi[[2, 1],[2, 1, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     91 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     49 tau_infinity subcells with 4 member(s)
  subcells = [
     [285826],[285962],[318962],[320484],[322095],[344342],[349709],[354749],[355111],[356041],[371056],[379633],[379995],[384661],[390275],[390302],[391517],[405633],[405995],[413090],[414234],[414261],[415971],[419036],[423516],[424572],[424607],[425827],[428747],[437938],[439082],[439109],[446174],[446201],[447221],[447256],[448842],[451802],[455731],[456093],[457133],[460632],[461058],[461229],[469486],[469513],[470533],[470568],[477153],[477188],[478148],[479396],[479656],[484888],[486032],[486059],[489259],[490413],[490775],[498615],[498650],[499610],[505413],[505673],[507717],[511120],[512648],[512675],[513695],[513730],[516680],[517824],[517851],[524793],[525053],[531166],[536153],[537519],[537554],[538514],[541222],[542269],[542304],[548320],[558216],[559151],[559411],[562718],[563678],[577235],[578026],
     [216037,491192],[248897,516759],[250341,518566],[277753,536232],[284240,541249],[284336,541278],[295289,376423],[313545,558243],[313641,558272],[319883,562390],[320305,562683],[330737,410661],[342356,477130],[349108,576907],[349530,577200],[356014,580847],[356462,581107],[363511,440819],[366576,443884],[369070,498592],[378044,505646],[381404,591681],[384634,592973],[385082,593233],[391552,596321],[396103,463738],[398744,472154],[400108,467147],[401252,523177],[401704,475114],[404044,525026],[412721,531322],[415521,533208],[415944,605170],[419071,606212],[421530,537496],[430203,493490],[432446,500858],[432706,501118],[433906,496543],[434988,546925],[437569,548476],[445751,553923],[448877,616038],[450206,510309],[451350,557535],[454142,559384],[462251,520344],[462511,520604],[464555,527097],[465818,523235],[466778,567584],[467958,530500],[469063,568795],[473518,529689],[474662,572407],[480856,535447],[481938,576631],[484519,578182],[492262,544546],[497249,553307],[502318,552601],[503400,589248],[508980,557593],[509940,592703],[512225,593914],[523858,573088],[528360,572465],[529320,603165],[547529,589852],
     [159982,294586,433933,496570],[190283,330567,465783,523200],[206932,349006,480883,535474],[222420,365853,495083,546692],[222868,366468,495343,546952],[225293,304467,497328,553386],[231780,375720,502345,552628],[240381,384491,508945,557558],[255471,398721,521685,566666],[256748,400991,521972,567428],[259621,340501,523885,573115],[259717,340597,523914,573144],[266381,410491,528325,572430],[274880,418313,533987,576398],[275328,418928,534247,576658],[287936,430180,491975,543784],[291013,432679,545676,584504],[292233,434721,496120,585112],[294688,375822,547201,589524],[295110,376244,547494,589817],[301594,443161,551141,589015],[302042,443776,551401,589275],[309395,448819,556043,591785],[310672,451089,556330,592547],[324120,462484,519328,565063],[327111,464711,521756,599382],[327480,407404,566562,602143],[330710,410634,567854,603435],[331158,411082,568114,603695],[336351,472131,570915,602247],[337628,474401,571202,603009],[345433,479629,575382,605251],[346653,481671,535024,605859],[360261,492046,492418,583242],[360630,431567,583484,611199],[361774,493467,584063,611303],[363061,440369,494304,550362],[363484,440792,584423,613637],[366611,443919,585465,614679],[372147,501091,587999,613718],[373367,503133,552178,614326],[381035,507873,556114,616094],[395653,463288,519565,565671],[396076,463711,598589,620878],[397158,520577,599041,620959],[398779,472189,599326,622714],[407035,527253,570986,622770],[430238,493525,610901,628347],[431198,544702,584134,628403]
   ]
cell #2457 :
  |C| = 189
  W-rep = phi[[2, 1, 1, 1],[1, 1]]+phi[[2, 1, 1],[1, 1, 1]]
  special rep = phi[[2, 1, 1],[1, 1, 1]] , dim = 105
  orbit = [4, 2, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     21 tau_infinity subcells with 1 member(s)
     84 tau_infinity subcells with 2 member(s)
  subcells = [
     [358579],[392261],[394203],[419780],[426196],[426558],[428519],[452171],[452533],[458673],[459018],[482733],[483078],[488688],[488789],[510549],[510650],[516186],[533523],[535659],[555913],
     [132017,328624],[154539,429472],[159760,364566],[175179,382548],[189221,465052],[190098,399739],[198491,408548],[206710,417026],[222601,433483],[224985,435756],[231558,441874],[239319,508214],[240196,449837],[248589,458646],[257457,465927],[259399,467523],[265319,527594],[266196,473149],[275061,480433],[277445,482706],[284018,488824],[290203,545043],[292602,434041],[292964,495468],[294925,496880],[301775,501895],[304159,504168],[311381,509089],[313323,510685],[320120,516311],[323790,565333],[328651,465954],[328996,522270],[330891,523435],[338337,528469],[340279,530065],[347022,480991],[347384,534372],[349345,535784],[356195,540799],[359679,583353],[364236,545575],[364430,545905],[364531,495433],[367320,444628],[373736,502453],[374098,551526],[376059,552938],[382575,509116],[382920,556628],[384815,557793],[395203,565213],[399157,566431],[399614,521961],[402073,475483],[402435,475845],[408575,528496],[408920,571500],[410815,572665],[416696,575281],[416890,575611],[416991,534337],[433033,545455],[435783,504195],[436128,504540],[441544,587898],[441738,588228],[441839,551491],[449255,591550],[449712,556319],[464463,598940],[467387,529929],[467488,530030],[472567,602012],[473024,571191],[479983,575161],[493903,611068],[494619,550677],[496755,552813],[501445,587778],[519880,565986],[520931,598820],[521555,570785],[544129,583933]
   ]
cell #2458 :
  |C| = 189
  W-rep = phi[[2, 1, 1, 1],[1, 1]]+phi[[2, 1, 1],[1, 1, 1]]
  special rep = phi[[2, 1, 1],[1, 1, 1]] , dim = 105
  orbit = [4, 2, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     21 tau_infinity subcells with 1 member(s)
     84 tau_infinity subcells with 2 member(s)
  subcells = [
     [358580],[392262],[394202],[419781],[426197],[426557],[428507],[452172],[452532],[458672],[459006],[482732],[483066],[488613],[488783],[510474],[510644],[516126],[533448],[535599],[555853],
     [132018,328636],[159759,364577],[175180,382560],[190086,399735],[198492,408560],[206709,417037],[217249,492322],[222494,433434],[224986,435768],[231557,441885],[240184,449833],[248590,458658],[256231,464615],[257458,465939],[259398,467534],[266184,473145],[274954,480384],[277446,482718],[284017,488835],[292603,434042],[292963,495479],[294913,496876],[301668,501846],[304160,504180],[310155,507777],[311382,509101],[313322,510696],[320108,516307],[328650,465953],[328984,522266],[330784,523386],[337111,527157],[338338,528481],[340278,530076],[347023,480992],[347383,534383],[349333,535780],[356088,540750],[362534,544606],[363558,545526],[364355,545901],[364525,495427],[367321,444629],[373737,502454],[374097,551537],[376047,552934],[382574,509115],[382908,556624],[384708,557744],[396150,565284],[398568,566427],[399554,521955],[402074,475484],[402434,475844],[408574,528495],[408908,571496],[410708,572616],[416018,575232],[416815,575607],[416985,534331],[430027,583349],[432521,545449],[435782,504194],[436116,504528],[440866,587849],[441663,588224],[441833,551485],[448666,591546],[449652,556313],[462326,565207],[463785,598891],[467312,529854],[467482,530024],[471978,602008],[472964,571185],[479471,575155],[493314,611064],[494544,550602],[496695,552753],[500933,587772],[519805,565911],[520419,598814],[521495,570725],[544069,583873]
   ]
cell #2459 :
  |C| = 189
  W-rep = phi[[2, 1, 1, 1],[1, 1]]+phi[[2, 1, 1],[1, 1, 1]]
  special rep = phi[[2, 1, 1],[1, 1, 1]] , dim = 105
  orbit = [4, 2, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     21 tau_infinity subcells with 1 member(s)
     84 tau_infinity subcells with 2 member(s)
  subcells = [
     [358581],[392263],[394201],[419782],[426198],[426556],[428496],[452173],[452531],[458671],[458995],[482731],[483055],[488602],[488782],[510463],[510643],[516125],[533437],[535598],[555852],
     [132019,328648],[159758,364589],[175181,382572],[190075,399736],[198493,408572],[206708,417049],[222391,433435],[224987,435780],[231556,441897],[240173,449834],[248591,458670],[255442,464616],[257459,465951],[259397,467546],[266173,473146],[274851,480385],[277447,482730],[284016,488847],[287907,492323],[292604,434043],[292962,495491],[294902,496877],[301565,501847],[304161,504192],[309366,507778],[311383,509113],[313321,510708],[320097,516308],[328649,465952],[328973,522267],[330681,523387],[336322,527158],[338339,528493],[340277,530088],[347024,480993],[347382,534395],[349322,535781],[355985,540751],[361745,544607],[363455,545527],[364344,545902],[364524,495426],[367322,444630],[373738,502455],[374096,551549],[376036,552935],[382573,509114],[382897,556625],[384605,557745],[396047,565285],[398557,566428],[399553,521954],[402075,475485],[402433,475843],[408573,528494],[408897,571497],[410605,572617],[415915,575233],[416804,575608],[416984,534330],[430016,583350],[432520,545448],[435781,504193],[436105,504517],[440763,587850],[441652,588225],[441832,551484],[448655,591547],[449651,556312],[462325,565206],[463682,598892],[467301,529843],[467481,530023],[471967,602009],[472963,571184],[479470,575154],[493303,611065],[494533,550591],[496694,552752],[500932,587771],[519794,565900],[520418,598813],[521494,570724],[544068,583872]
   ]
cell #2460 :
  |C| = 189
  W-rep = phi[[2, 1, 1, 1],[1, 1]]+phi[[2, 1, 1],[1, 1, 1]]
  special rep = phi[[2, 1, 1],[1, 1, 1]] , dim = 105
  orbit = [4, 2, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     21 tau_infinity subcells with 1 member(s)
     84 tau_infinity subcells with 2 member(s)
  subcells = [
     [358589],[392271],[394213],[419790],[426301],[426568],[428508],[452276],[452543],[458775],[459007],[482835],[483067],[488614],[488876],[510475],[510737],[516132],[533449],[535605],[555859],
     [132027,328728],[159770,364664],[175189,382652],[190087,399819],[198501,408652],[206720,417124],[217250,492326],[222495,433438],[224995,435860],[231568,441972],[240185,449917],[248599,458750],[256232,464619],[257467,466545],[259409,467621],[266185,473229],[274955,480388],[277455,482810],[284028,488922],[292707,434717],[292974,496018],[294914,496960],[301669,501850],[304169,504272],[310156,507781],[311391,509707],[313333,510783],[320109,516391],[328753,466570],[328985,522738],[330785,523390],[337112,527161],[338347,529087],[340289,530163],[347127,481667],[347394,534922],[349334,535864],[356089,540754],[362535,544610],[363559,545530],[364356,546245],[364618,495972],[367330,444638],[373841,503129],[374108,552076],[376048,553018],[382677,509732],[382909,557096],[384709,557748],[396151,565288],[398569,566446],[399560,522370],[402178,475588],[402445,475855],[408677,529112],[408909,571968],[410709,572620],[416019,575236],[416816,575951],[417078,534876],[430028,583368],[432527,545476],[435885,504297],[436117,504529],[440867,587853],[441664,588568],[441926,552030],[448667,591565],[449658,556728],[462332,565234],[463786,598895],[467313,529855],[467575,530117],[471979,602027],[472970,571600],[479477,575182],[493315,611083],[494545,550603],[496701,552759],[500939,587799],[519806,565912],[520425,598841],[521501,570731],[544075,583879]
   ]
cell #2461 :
  |C| = 189
  W-rep = phi[[2, 1, 1, 1],[1, 1]]+phi[[2, 1, 1],[1, 1, 1]]
  special rep = phi[[2, 1, 1],[1, 1, 1]] , dim = 105
  orbit = [4, 2, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     21 tau_infinity subcells with 1 member(s)
     84 tau_infinity subcells with 2 member(s)
  subcells = [
     [358590],[392272],[394212],[419791],[426302],[426567],[428497],[452277],[452542],[458774],[458996],[482834],[483056],[488603],[488875],[510464],[510736],[516131],[533438],[535604],[555858],
     [132028,328740],[159769,364676],[175190,382664],[190076,399820],[198502,408664],[206719,417136],[222392,433439],[224996,435872],[231567,441984],[240174,449918],[248600,458762],[255443,464620],[257468,466557],[259408,467633],[266174,473230],[274852,480389],[277456,482822],[284027,488934],[287908,492327],[292708,434718],[292973,496030],[294903,496961],[301566,501851],[304170,504284],[309367,507782],[311392,509719],[313332,510795],[320098,516392],[328752,466569],[328974,522739],[330682,523391],[336323,527162],[338348,529099],[340288,530175],[347128,481668],[347393,534934],[349323,535865],[355986,540755],[361746,544611],[363456,545531],[364345,546246],[364617,495971],[367331,444639],[373842,503130],[374107,552088],[376037,553019],[382676,509731],[382898,557097],[384606,557749],[396048,565289],[398558,566447],[399559,522369],[402179,475589],[402444,475854],[408676,529111],[408898,571969],[410606,572621],[415916,575237],[416805,575952],[417077,534875],[430017,583369],[432526,545475],[435884,504296],[436106,504518],[440764,587854],[441653,588569],[441925,552029],[448656,591566],[449657,556727],[462331,565233],[463683,598896],[467302,529844],[467574,530116],[471968,602028],[472969,571599],[479476,575181],[493304,611084],[494534,550592],[496700,552758],[500938,587798],[519795,565901],[520424,598840],[521500,570730],[544074,583878]
   ]
cell #2462 :
  |C| = 427
  W-rep = phi[[2, 2, 1, 1],[1]]+phi[[2, 1, 1, 1],[2]]+phi[[2, 2],[1, 1, 1]]+phi[[2, 1],[2, 1, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     91 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     49 tau_infinity subcells with 4 member(s)
  subcells = [
     [250126],[250325],[282776],[284320],[285723],[308199],[313625],[318592],[318859],[319867],[335155],[343972],[344239],[349092],[354717],[354733],[355963],[370686],[370953],[378383],[379601],[379617],[381388],[384583],[389079],[390224],[390265],[391513],[404383],[405601],[405617],[413058],[413074],[414183],[414224],[415893],[419032],[423146],[423413],[424568],[428061],[437906],[437922],[439031],[439072],[446123],[446164],[447217],[448534],[448838],[454481],[455699],[455715],[460262],[460529],[461332],[469435],[469476],[470529],[476845],[477149],[479392],[484856],[484872],[485981],[486022],[489163],[490381],[490397],[491208],[491475],[498307],[498611],[505409],[511024],[512597],[512638],[513691],[516648],[516775],[517773],[517814],[524789],[536121],[536248],[537211],[537515],[541212],[542265],[558206],[559147],
     [183560,518629],[214731,541341],[215998,543021],[242630,558335],[248783,516664],[248858,562776],[259701,340581],[277639,536137],[277714,577293],[283751,580825],[284169,541171],[294672,375806],[306302,446098],[313056,592951],[313474,558165],[319851,562375],[320295,562679],[327464,407388],[330659,410583],[333258,469410],[342346,477120],[345772,605148],[349076,576892],[349520,577196],[356004,580843],[360614,431551],[363433,440741],[364905,435327],[366123,496467],[366572,443880],[369060,498582],[378005,505598],[380906,507714],[381372,591666],[384624,592969],[387182,512572],[396025,463660],[398436,471846],[398740,472150],[400076,467115],[401242,523167],[404005,524978],[412592,531163],[415934,605166],[417365,482277],[418583,535371],[421520,537486],[429895,493182],[430199,493486],[432442,500854],[433896,496533],[434949,546877],[437440,548317],[442213,503739],[443431,552525],[450174,510277],[451340,557525],[454103,559336],[462247,520340],[467862,530404],[473486,529657],[474652,572397],[480846,535437],[481899,576583],[484390,578023],[497217,553275],[497344,553402],[502308,552591],[503361,589200],[523848,573078],
     [132211,259037,400092,467131],[159911,294515,433855,496492],[175373,312961,450190,510293],[189829,329934,465475,522892],[190273,330557,465779,523196],[192532,268630,523977,573207],[198685,339917,473502,529673],[206861,348935,480805,535396],[221123,363408,494737,545756],[222410,365843,495079,546688],[225179,304353,497233,553291],[225254,304428,547587,589910],[231709,375649,502267,552550],[239927,383858,508637,557250],[240371,384481,508941,557554],[252378,396000,461905,519408],[255461,398711,521681,566662],[256709,400943,466649,567425],[259132,340012,567832,603413],[259550,340430,523807,573037],[265927,409858,528017,572122],[266371,410481,528321,572426],[273583,415868,533641,575462],[274870,418303,533983,576394],[287926,430170,491971,543780],[290974,432631,494826,584501],[291352,372486,584401,613615],[294656,375790,547186,589509],[295100,376234,547490,589813],[300297,440716,550795,588079],[301584,443151,551137,589011],[309385,448809,556039,591781],[310633,451041,509811,592544],[324081,461994,462436,565060],[324459,397497,598567,620856],[325677,463635,566104,599121],[326982,406906,464552,527094],[327448,407372,566547,602128],[330700,410624,567850,603431],[336341,472121,570911,602243],[337589,474353,529191,603006],[345394,479581,533730,605248],[360132,431069,492259,544543],[360598,431535,583469,611184],[361764,493457,584059,611299],[363474,440782,584419,613633],[372108,501043,550884,613715],[396066,463701,598585,620874],[397119,520529,566193,620956]
   ]
cell #2463 :
  |C| = 189
  W-rep = phi[[2, 1, 1, 1],[1, 1]]+phi[[2, 1, 1],[1, 1, 1]]
  special rep = phi[[2, 1, 1],[1, 1, 1]] , dim = 105
  orbit = [4, 2, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     21 tau_infinity subcells with 1 member(s)
     84 tau_infinity subcells with 2 member(s)
  subcells = [
     [428557],[459056],[461031],[483116],[488965],[489232],[491148],[510826],[511093],[516474],[516715],[535947],[536188],[540903],[540998],[557897],[557992],[562414],[575595],[576931],[591866],
     [154528,429427],[189210,465007],[190136,399874],[222590,495109],[222719,433707],[239308,508169],[240234,449972],[257027,465621],[265308,527549],[266234,473284],[275050,534013],[275179,480657],[290192,544998],[294963,497015],[301764,551167],[301893,502119],[310951,508783],[320158,516446],[323779,565127],[329034,522793],[330880,567880],[331009,523659],[337907,528163],[349383,535919],[356184,580873],[356313,541023],[359605,583234],[364225,584568],[364707,496061],[364974,546599],[366890,547332],[376097,553073],[382958,557151],[384804,592999],[384933,558017],[391831,562521],[395149,565052],[399083,599374],[399902,522821],[400143,567329],[408958,572023],[410804,603461],[410933,572889],[416685,605315],[417167,534965],[417434,576305],[419350,577038],[432979,584493],[433587,584839],[433682,546574],[436166,504578],[441533,613782],[442015,552119],[442282,588922],[444198,589655],[449181,616086],[450000,557179],[450241,592448],[464452,621023],[465514,567092],[467664,530206],[467931,530473],[472493,622762],[473312,572051],[473553,602910],[479929,605240],[480537,605586],[480632,576280],[493829,628395],[497043,553101],[497284,553342],[501391,613707],[501999,614053],[502094,588897],[508676,592211],[519541,599254],[520877,620948],[523539,572769],[523634,572864],[528056,602673],[543865,611384],[545889,588212],[547225,589548],[566747,602328]
   ]
cell #2464 :
  |C| = 189
  W-rep = phi[[2, 1, 1, 1],[1, 1]]+phi[[2, 1, 1],[1, 1, 1]]
  special rep = phi[[2, 1, 1],[1, 1, 1]] , dim = 105
  orbit = [4, 2, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     21 tau_infinity subcells with 1 member(s)
     84 tau_infinity subcells with 2 member(s)
  subcells = [
     [491174],[516741],[518594],[536214],[541064],[541306],[543034],[558058],[558300],[562580],[562789],[577097],[577306],[580902],[580971],[593028],[593097],[596348],[605344],[606239],[616149],
     [217137,491930],[256119,521640],[257053,465665],[292429,545934],[292551,495234],[310043,555998],[310977,508827],[328586,522074],[336999,570870],[337933,528207],[346849,575640],[346971,534138],[362422,584018],[366916,547376],[373563,588257],[373685,551292],[382510,556432],[391857,562565],[395524,598460],[400169,567373],[401900,600158],[402022,568005],[408510,571304],[419376,577082],[426023,609004],[426145,580998],[429456,610786],[433354,611534],[433748,546640],[433990,585064],[435718,585567],[444224,589699],[450267,592492],[451998,616870],[452120,593124],[458608,596423],[461852,598420],[465036,621100],[465680,567388],[465889,599792],[473579,602954],[475310,623546],[475432,603586],[480304,624637],[480698,576346],[480940,605811],[482668,606314],[494684,611494],[495138,611685],[495207,585037],[497310,553368],[501766,629754],[502160,588963],[502402,614278],[504130,614781],[508198,631075],[508842,592507],[509051,616504],[521252,634006],[521999,599643],[523700,572930],[523942,573172],[527578,634877],[528222,602969],[528431,623180],[533588,624597],[534042,624788],[534111,605784],[545027,637981],[547391,589714],[547600,589923],[550742,629714],[551196,629905],[551265,614251],[556357,616355],[565156,621052],[566051,633966],[567909,603490],[567978,603559],[571229,623031],[583297,628458],[584597,613811],[585492,614706],[599437,622825]
   ]
cell #2465 :
  |C| = 189
  W-rep = phi[[2, 1, 1, 1],[1, 1]]+phi[[2, 1, 1],[1, 1, 1]]
  special rep = phi[[2, 1, 1],[1, 1, 1]] , dim = 105
  orbit = [4, 2, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     21 tau_infinity subcells with 1 member(s)
     84 tau_infinity subcells with 2 member(s)
  subcells = [
     [543070],[562825],[564425],[577342],[581100],[581234],[582657],[593226],[593360],[596531],[596632],[606422],[606523],[609024],[609115],[616890],[616981],[619105],[624657],[625192],[631108],
     [287056,543701],[327744,566583],[328622,522179],[364454,584620],[364568,546076],[381668,591702],[382546,556537],[399752,566893],[407668,602164],[408546,571409],[416914,605367],[417028,575782],[431831,611220],[435754,585672],[441762,613834],[441876,588399],[449850,592012],[458644,596528],[462136,620620],[465925,600107],[467411,621534],[467525,600300],[473162,602474],[482704,606419],[488712,626937],[488826,609146],[491950,628172],[494968,628526],[495336,585431],[495470,612040],[496893,612170],[504166,614886],[509087,616819],[510573,631509],[510687,617012],[516324,619186],[519302,620608],[521660,634043],[522182,600110],[522283,621473],[528467,623495],[529953,635311],[530067,623688],[533872,635876],[534240,606178],[534374,625143],[535797,625273],[545650,628514],[545954,628682],[546045,612009],[547636,589959],[551026,638605],[551394,614645],[551528,630260],[552951,630390],[556018,639264],[556540,616822],[556641,631448],[566335,640787],[566812,621361],[568107,603688],[568241,603822],[570890,641148],[571412,623498],[571513,635250],[575356,635864],[575660,636032],[575751,625112],[584038,642617],[585675,614889],[585776,614990],[587973,638593],[588277,638761],[588368,630229],[591931,631336],[598480,634026],[599015,640775],[600178,623566],[600269,623657],[602393,635138],[610819,638014],[611554,629774],[612089,630309],[621133,634910]
   ]
cell #2466 :
  |C| = 105
  W-rep = phi[[1, 1],[2, 2, 1]]
  special rep = phi[[1, 1],[2, 2, 1]] , dim = 105
  orbit = [3, 3, 3, 3, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [153316],[181238],[204157],[212925],[229005],[237088],[246874],[263088],[269976],[271885],[281465],[282227],[286110],[296690],[298599],[305677],[307650],[317012],[321911],[322213],[329651],[332633],[334606],[341507],[341748],[351110],[353019],[355929],[357700],[358469],[365498],[368221],[368462],[377253],[380813],[383575],[386557],[388530],[391302],[391451],[393211],[394321],[400403],[400644],[403253],[406813],[409575],[415261],[415410],[417958],[420681],[420922],[425308],[425539],[427376],[427512],[428637],[434197],[440109],[440258],[442806],[447957],[448188],[450501],[450742],[453351],[456911],[457797],[458038],[459673],[459822],[471269],[471500],[473813],[474054],[476778],[478812],[479053],[481147],[487059],[487208],[488033],[489525],[489756],[498240],[500274],[500515],[502609],[505329],[507164],[514431],[514662],[516975],[517216],[524709],[526544],[531093],[537144],[539178],[539419],[541513],[548247],[559067],[560902],[577953]
   ]
cell #2467 :
  |C| = 105
  W-rep = phi[[1, 1],[2, 2, 1]]
  special rep = phi[[1, 1],[2, 2, 1]] , dim = 105
  orbit = [3, 3, 3, 3, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [358362],[390658],[414617],[424554],[439465],[447203],[457071],[470515],[476683],[478086],[486415],[487373],[491361],[498145],[499548],[505223],[506504],[513677],[518207],[518515],[522730],[524603],[525884],[530851],[531004],[537049],[538452],[540713],[542251],[542941],[546502],[548005],[548158],[553665],[555653],[557088],[558961],[560242],[562213],[562244],[563616],[564537],[567113],[567266],[568537],[570525],[571960],[575010],[575041],[576208],[577711],[577864],[580472],[580657],[581798],[581938],[582747],[584854],[587627],[587658],[588825],[591194],[591379],[592232],[592385],[593656],[595644],[596006],[596159],[597079],[597110],[601656],[601841],[602694],[602847],[604068],[604782],[604935],[605601],[608374],[608405],[608725],[609387],[609572],[612535],[613249],[613402],[614068],[615189],[615732],[618368],[618553],[619406],[619559],[621865],[622408],[623927],[625638],[626352],[626505],[627171],[629044],[631840],[632383],[636394]
   ]
cell #2468 :
  |C| = 175
  W-rep = phi[[1, 1, 1, 1],[2, 1]]+phi[[1, 1, 1],[2, 1, 1]]
  special rep = phi[[1, 1, 1],[2, 1, 1]] , dim = 105
  orbit = [3, 3, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [394089],[425758],[448407],[457825],[461035],[461115],[471719],[478840],[488017],[489236],[489975],[491170],[500302],[505357],[507148],[511097],[514881],[516478],[516737],[517003],[524737],[526528],[531077],[535951],[536210],[539206],[541060],[541497],[548231],[558054],[559095],[560886],[562531],[577048],[577937],
     [141510,412015],[162972,436863],[190768,466072],[209922,483813],[222723,433716],[222803,495208],[240866,509234],[247752,515605],[257049,465647],[266866,528614],[272763,532683],[275183,480666],[275263,534112],[299477,549837],[301897,502128],[301977,551266],[305896,553849],[310973,508809],[320790,562972],[331013,523668],[331093,567979],[332852,568721],[337929,528189],[341535,573416],[353897,579543],[356317,541032],[356397,580972],[364978,546608],[365717,585038],[366912,547358],[368249,586033],[377237,553675],[384937,558026],[385017,593098],[386776,593840],[391853,562547],[399906,522825],[400165,567355],[400431,599654],[403237,568547],[410937,572898],[411017,603560],[417438,576314],[418177,605785],[419372,577064],[420709,606780],[433744,546636],[434181,584864],[442286,588931],[443025,614252],[444220,589681],[450004,557183],[450263,592474],[450529,616366],[453335,593666],[465631,567339],[467935,530477],[473316,572055],[473575,602936],[473841,623042],[480694,576342],[481131,605611],[497047,553105],[497306,553364],[502156,588959],[502593,614078],[508793,592458],[523696,572926],[528173,602920],[547342,589665]
   ]
cell #2469 :
  |C| = 70
  W-rep = phi[[1, 1, 1],[2, 2]]
  special rep = phi[[1, 1, 1],[2, 2]] , dim = 70
  orbit = [3, 3, 3, 3, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     70 tau_infinity subcells with 1 member(s)
  subcells = [
     [180738],[203657],[228505],[235086],[261086],[269641],[280965],[293551],[296355],[305391],[315010],[321411],[329316],[332347],[347971],[350775],[355698],[364681],[365212],[374685],[380582],[383240],[386271],[390967],[399851],[406582],[409240],[414926],[417141],[417672],[425253],[427145],[439774],[441989],[442520],[445666],[447902],[449949],[456680],[459338],[467638],[468978],[471214],[473261],[476723],[486724],[488939],[489470],[496035],[496992],[498185],[505083],[510800],[512140],[514376],[516423],[522770],[524463],[530180],[534939],[535896],[537089],[546362],[552093],[553050],[557128],[558821],[572000],[576068],[588685]
   ]
cell #2470 :
  |C| = 70
  W-rep = phi[[1, 1, 1],[2, 2]]
  special rep = phi[[1, 1, 1],[2, 2]] , dim = 70
  orbit = [3, 3, 3, 3, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     70 tau_infinity subcells with 1 member(s)
  subcells = [
     [212968],[237131],[263131],[270019],[296733],[305432],[317055],[329694],[332388],[341487],[351153],[357743],[365253],[368201],[383618],[386312],[391345],[399892],[400383],[409618],[415304],[417713],[420661],[425294],[433696],[440152],[442561],[447943],[449990],[450481],[457777],[459716],[471255],[473302],[473793],[476764],[478792],[480646],[487102],[489511],[497033],[498226],[500254],[502108],[505309],[514417],[516464],[516955],[522811],[523648],[524689],[530893],[535937],[537130],[539158],[541012],[546588],[548047],[553091],[557169],[558006],[559047],[567155],[572041],[572878],[576294],[577753],[588911],[592274],[602736]
   ]
cell #2471 :
  |C| = 105
  W-rep = phi[[1, 1],[2, 2, 1]]
  special rep = phi[[1, 1],[2, 2, 1]] , dim = 105
  orbit = [3, 3, 3, 3, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [358363],[390659],[414618],[424555],[439466],[447204],[457078],[470516],[476684],[478093],[486416],[487378],[491362],[498146],[499555],[505230],[506509],[513678],[518208],[518516],[522731],[524610],[525889],[530886],[531009],[537050],[538459],[540714],[542252],[542950],[546509],[548040],[548163],[553691],[555654],[557089],[558968],[560247],[562214],[562253],[563623],[564538],[567148],[567271],[568563],[570526],[571961],[575011],[575050],[576215],[577746],[577869],[580517],[580664],[581799],[581943],[582756],[584880],[587628],[587667],[588832],[591239],[591386],[592267],[592390],[593682],[595645],[596041],[596164],[597080],[597119],[601701],[601848],[602729],[602852],[604232],[604817],[604940],[605627],[608375],[608414],[608751],[609432],[609579],[612699],[613284],[613407],[614094],[615308],[615758],[618413],[618560],[619441],[619564],[621984],[622434],[624009],[625802],[626387],[626510],[627197],[629126],[631959],[632409],[636476]
   ]
cell #2472 :
  |C| = 175
  W-rep = phi[[1, 1, 1, 1],[2, 1]]+phi[[1, 1, 1],[2, 1, 1]]
  special rep = phi[[1, 1, 1],[2, 1, 1]] , dim = 105
  orbit = [3, 3, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [394090],[425759],[448408],[457826],[461116],[471720],[478841],[488024],[489976],[491171],[500303],[505358],[507155],[514882],[516738],[517004],[518586],[524738],[526535],[531084],[536211],[539207],[541061],[541298],[541504],[548238],[558055],[558292],[559096],[560893],[562509],[562538],[577026],[577055],[577944],
     [141511,412020],[162973,436868],[190769,466077],[209923,483818],[222804,495213],[240867,509239],[247753,515610],[257050,522041],[266867,528619],[272764,532688],[275264,534117],[292543,495171],[299478,549842],[301978,551271],[305897,553854],[310974,556399],[320791,562977],[331094,567984],[332853,568726],[337930,571271],[341536,573436],[346963,534075],[353898,579548],[356398,580977],[365718,585043],[366913,585534],[368250,586053],[373677,551229],[377244,553703],[385018,593103],[386777,593845],[391854,596390],[400166,599598],[400432,599674],[402014,567942],[403244,568575],[411018,603565],[418178,605790],[419373,606281],[420710,606800],[426137,580935],[433745,546637],[433982,584791],[434188,584892],[443026,614257],[444221,614748],[450264,616310],[450530,616386],[452112,593061],[453342,593694],[465609,567052],[465638,567346],[473576,622986],[473842,623062],[475424,603523],[480695,576343],[480932,605538],[481138,605639],[497307,553365],[502157,588960],[502394,614005],[502600,614106],[508771,592171],[508800,592465],[523697,572927],[523934,573164],[528151,602633],[528180,602927],[547320,589643],[547349,589672]
   ]
cell #2473 :
  |C| = 189
  W-rep = phi[[2, 1, 1, 1],[1, 1]]+phi[[2, 1, 1],[1, 1, 1]]
  special rep = phi[[2, 1, 1],[1, 1, 1]] , dim = 105
  orbit = [4, 2, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     21 tau_infinity subcells with 1 member(s)
     84 tau_infinity subcells with 2 member(s)
  subcells = [
     [491146],[491162],[516713],[516729],[518583],[536186],[536202],[540901],[540980],[541295],[557895],[557974],[558289],[562403],[562506],[575593],[576920],[577023],[580917],[591855],[593043],
     [154526,429420],[189208,465000],[222588,495102],[239306,508162],[257025,522029],[257041,465592],[265306,527542],[275048,534006],[290190,544991],[292540,495172],[301762,551160],[310949,556387],[310965,508754],[323777,565120],[330878,567873],[337905,571259],[337921,528134],[346960,534076],[356182,580866],[359603,583211],[364223,584561],[366888,585522],[366904,547303],[373674,551230],[384802,592992],[391829,596378],[391845,562492],[395138,565016],[399081,599351],[400141,599586],[400157,567035],[402011,567943],[410802,603454],[416683,605308],[419348,606269],[419364,577009],[426134,580936],[432968,584457],[433585,611566],[433664,546231],[433979,584792],[441531,613775],[444196,614736],[444212,589626],[449179,616063],[450239,616298],[450255,592154],[452109,593062],[464450,621016],[465503,599482],[465606,567049],[472491,622739],[473551,622974],[473567,602616],[475421,603524],[479918,605204],[480535,624669],[480614,575937],[480929,605539],[493827,628372],[495153,584773],[497282,553340],[497298,553356],[501380,613671],[501997,629786],[502076,588554],[502391,614006],[508665,616194],[508768,592168],[519539,599252],[520866,620912],[523537,572767],[523616,572846],[523931,573161],[528045,622870],[528148,602630],[534057,605520],[543854,611373],[545887,588210],[547214,589537],[547317,589640],[551211,613987],[566736,602317],[567924,603505]
   ]
cell #2474 :
  |C| = 70
  W-rep = phi[[1, 1, 1],[2, 2]]
  special rep = phi[[1, 1, 1],[2, 2]] , dim = 70
  orbit = [3, 3, 3, 3, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     70 tau_infinity subcells with 1 member(s)
  subcells = [
     [212980],[237143],[263143],[270031],[296745],[305531],[317067],[329706],[332487],[341576],[351165],[357755],[365352],[368290],[383630],[386411],[391357],[399991],[400472],[409630],[415316],[417812],[420750],[425393],[433785],[440164],[442660],[448042],[450089],[450570],[457866],[459728],[471354],[473401],[473882],[477315],[478881],[480735],[487114],[489610],[497132],[498777],[500343],[502197],[505786],[514516],[516563],[517044],[523362],[523737],[525166],[531263],[536036],[537681],[539247],[541101],[547065],[548417],[553190],[557720],[558095],[559524],[567525],[572592],[572967],[576771],[578123],[589388],[592644],[603106]
   ]
cell #2475 :
  |C| = 105
  W-rep = phi[[1, 1],[2, 2, 1]]
  special rep = phi[[1, 1],[2, 2, 1]] , dim = 105
  orbit = [3, 3, 3, 3, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [285801],[318937],[344317],[354545],[371031],[379429],[390066],[405429],[412315],[414025],[423491],[424421],[428722],[437163],[438873],[445451],[447070],[455527],[460607],[460937],[466372],[468763],[470382],[476447],[476550],[484113],[485823],[488518],[490209],[491055],[495820],[497909],[498012],[505062],[507649],[509534],[511925],[513544],[515905],[516051],[517615],[518715],[522494],[522597],[524442],[527029],[528914],[532983],[533129],[534724],[536813],[536916],[540391],[540499],[541998],[542118],[543149],[546341],[550137],[550283],[551878],[555331],[555439],[556852],[556955],[558800],[561387],[561977],[562080],[563272],[563418],[570203],[570311],[571724],[571827],[573877],[574774],[574877],[576047],[579843],[579989],[580496],[581476],[581584],[586494],[587391],[587494],[588664],[590477],[591218],[595322],[595430],[596843],[596946],[600939],[601680],[604211],[607241],[608138],[608241],[609411],[612678],[617651],[618392],[625781]
   ]
cell #2476 :
  |C| = 175
  W-rep = phi[[1, 1, 1, 1],[2, 1]]+phi[[1, 1, 1],[2, 1, 1]]
  special rep = phi[[1, 1, 1],[2, 1, 1]] , dim = 105
  orbit = [3, 3, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [394102],[425771],[448420],[457918],[461128],[471732],[478933],[488104],[489988],[491183],[500395],[505838],[507235],[514894],[516750],[517096],[518587],[525218],[526615],[531489],[536223],[539299],[541153],[541299],[541584],[548643],[558147],[558293],[559576],[560973],[562510],[562618],[577027],[577135],[578349],
     [141523,412089],[162985,436937],[190781,466146],[209935,483887],[222816,495282],[240879,509308],[247765,515679],[257062,522047],[266879,528688],[272776,532757],[275276,534186],[292544,495179],[299490,549911],[301990,551340],[305909,554188],[310986,556405],[320803,563046],[331106,568053],[332865,569060],[337942,571277],[341628,573673],[346964,534083],[353910,579617],[356410,581046],[365730,585377],[366925,585540],[368342,586290],[373678,551237],[377324,554004],[385030,593172],[386789,594179],[391866,596396],[400178,599604],[400524,599911],[402015,567950],[403324,568876],[411030,603634],[418190,606124],[419385,606287],[420802,607037],[426138,580943],[433837,547117],[433983,584799],[434268,585193],[443038,614591],[444233,614754],[450276,616316],[450622,616623],[452113,593069],[453422,593995],[465610,567053],[465718,567751],[473588,622992],[473934,623299],[475425,603531],[480787,576823],[480933,605546],[481218,605940],[497319,553377],[502249,589440],[502395,614013],[502680,614407],[508772,592172],[508880,592870],[523789,573019],[523935,573165],[528152,602634],[528260,603332],[547321,589644],[547429,589752]
   ]
cell #2477 :
  |C| = 70
  W-rep = phi[[1, 1, 1],[2, 2]]
  special rep = phi[[1, 1, 1],[2, 2]] , dim = 70
  orbit = [3, 3, 3, 3, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     70 tau_infinity subcells with 1 member(s)
  subcells = [
     [150964],[172300],[195612],[201784],[226632],[234800],[245710],[258033],[260800],[269609],[279092],[285188],[293265],[296323],[311957],[314724],[319538],[328722],[329284],[338913],[344918],[347685],[350743],[355412],[364649],[371632],[374399],[380296],[382646],[383208],[390935],[392837],[406296],[408646],[409208],[412482],[414894],[417109],[424092],[426859],[435854],[437330],[439742],[441957],[445634],[456394],[458744],[459306],[466539],[467606],[468946],[476463],[482804],[484280],[486692],[488907],[496003],[497925],[504266],[509701],[510768],[512108],[522510],[529081],[530148],[534907],[536829],[552061],[556868],[571740]
   ]
cell #2478 :
  |C| = 553
  W-rep = phi[[2, 1],[2, 1, 1]]+phi[[1, 1],[3, 1, 1]]+phi[[2],[2, 2, 1]]+phi[[1],[3, 2, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     91 tau_infinity subcells with 4 member(s)
  subcells = [
     [365559],[400642],[418019],[429550],[434132],[434422],[436251],[442867],[450740],[461946],[462730],[465130],[466030],[471561],[474052],[481082],[481372],[492002],[494778],[495562],[500069],[500513],[502544],[502834],[508292],[509192],[521712],[526302],[526479],[526769],[527672],[528572],[533682],[534466],[545121],[547917],[549212],[549795],[550836],[551620],[556070],[565621],[566145],[568400],[568469],[570942],[583602],[583671],[584090],
     [228985,549637],[262972,569548],[295888,585920],[298484,586840],[325113,598682],[329645,522637],[331859,600496],[334500,570053],[341708,476500],[361164,610956],[365532,546453],[367446,612346],[367736,585973],[368422,497962],[377436,505108],[383569,556995],[396302,620702],[396592,598735],[400604,522547],[400675,567224],[402551,600490],[403436,524488],[409569,571867],[411403,483201],[412151,530906],[417992,576159],[420882,536866],[425600,489817],[428372,543297],[430450,610950],[434380,546387],[436999,548060],[440103,587534],[442840,588776],[445193,505892],[448249,514723],[450702,556905],[450773,592343],[453534,558846],[457592,564137],[458036,517214],[460781,564581],[466208,567168],[468505,525272],[471012,601557],[471534,601792],[474014,571777],[474085,602805],[478607,538973],[479051,539417],[481330,576093],[483949,577766],[487791,582356],[487968,541448],[488258,541738],[500546,613360],[502792,588710],[506922,560660],[507099,560837],[507389,561127],[509370,592287],[511667,559630],[514980,597213],[515563,562930],[528750,602749],[530763,577623],[532058,578918],[532641,579501],[553528,593519],[553597,593588],
     [153256,358246,428345,582533],[153296,286090,490923,582823],[181178,390542,457565,595918],[181218,321891,515405,597638],[183351,322014,460814,597796],[204097,414501,478580,604694],[204137,281445,532483,579343],[212809,357584,539736,609736],[212919,424461,487586,608588],[213331,355030,487824,608657],[228945,439349,500042,613161],[236972,316896,554676,594667],[237082,447110,506717,615595],[237494,379914,506955,615664],[246759,393096,561426,619692],[246908,457022,457998,562030],[246935,390500,515211,618772],[263082,470422,526097,622271],[263494,405914,526335,622340],[269174,350308,573303,606667],[269970,476590,531930,604349],[271770,352904,574223,607587],[271919,478037,479013,574827],[271946,414459,532289,624219],[281405,486299,538946,626264],[282121,427406,540241,581326],[282225,424765,539879,626673],[282258,487331,488216,580542],[296684,498052,549084,612816],[298633,499499,500475,587444],[298660,439307,549443,629336],[304903,385783,590034,617208],[305711,505174,506370,590740],[305738,379037,554559,615394],[307544,388424,555181,595172],[307648,447414,554819,630786],[307681,506462,507347,591264],[317006,513584,560455,632246],[317418,456012,560693,632315],[318307,457312,515741,596061],[321851,518091,564110,633450],[332667,524554,525750,601202],[332694,405037,569431,622070],[334604,470726,569691,634588],[334637,525842,526727,601726],[340732,419906,603879,625449],[341022,420196,573356,606720],[341746,413624,574082,624059],[341779,530962,531989,604418],[343687,478327,532819,604837],[351104,536956,578790,625919],[353053,538403,539379,608191],[353080,486257,579149,636686],[357694,542158,582151,637527],[358106,490694,582389,637596],[358803,543270,543339,627969],[368460,438472,586699,629176],[368493,548116,549143,612885],[370401,499789,549973,613304],[376551,452649,590028,617202],[377188,446400,590499,630677],[377478,446690,554575,615447],[386591,558912,560108,617914],[386618,455135,594550,632045],[388528,513888,594810,639809],[388561,560200,561085,618438],[391296,459667,562120,596986],[393245,517176,563567,596896],[393272,518049,597444,640428],[394041,518845,564277,620386],[394453,518926,564614,633649],[403188,469712,600961,634479],[403478,470002,569447,622123],[411973,477400,573892,624053],[415255,487053,574917,608281],[420920,485422,607446,636526],[420953,577822,578849,625988],[422861,538693,579679,626407],[425051,542748,580373,627734],[425573,489790,580608,609523],[427510,542462,609879,642353],[427543,541696,581896,609457],[436821,498862,586509,629170],[447700,514174,591095,618269],[448222,514696,591330,618504],[453286,512874,617673,639700],[453576,513164,594566,632098],[458069,517247,596117,619517],[459977,563108,563857,619461],[479084,539450,604893,626463],[483771,537766,607256,636520]
   ]
cell #2479 :
  |C| = 70
  W-rep = phi[[1, 1, 1],[2, 2]]
  special rep = phi[[1, 1, 1],[2, 2]] , dim = 70
  orbit = [3, 3, 3, 3, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     70 tau_infinity subcells with 1 member(s)
  subcells = [
     [246869],[271880],[298594],[305672],[332628],[341502],[353014],[365493],[368216],[377249],[386552],[393206],[400398],[403249],[417953],[420676],[425534],[433711],[434193],[442801],[448183],[450496],[453347],[457792],[465643],[471495],[473808],[478807],[480661],[481143],[488029],[489751],[500269],[502123],[502605],[505324],[507160],[508805],[514657],[516970],[523663],[524704],[526540],[528185],[531089],[539173],[541027],[541509],[546603],[547354],[548243],[553736],[558021],[559062],[560898],[562543],[567351],[568608],[572893],[576309],[577060],[577949],[584925],[588926],[589677],[592470],[593727],[602932],[605672],[614139]
   ]
cell #2480 :
  |C| = 70
  W-rep = phi[[1, 1, 1],[2, 2]]
  special rep = phi[[1, 1, 1],[2, 2]] , dim = 70
  orbit = [3, 3, 3, 3, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     70 tau_infinity subcells with 1 member(s)
  subcells = [
     [318324],[343704],[370418],[377495],[403495],[412044],[422878],[434439],[436892],[445245],[453593],[459994],[466101],[468557],[481389],[483842],[488275],[495237],[495614],[502851],[507406],[509263],[511719],[515634],[522089],[526786],[528643],[532712],[534141],[534518],[540293],[541755],[549866],[551295],[551672],[553878],[555233],[556447],[561144],[563001],[568008],[568750],[570105],[571319],[573569],[579572],[581001],[581378],[585067],[585582],[586186],[590169],[593127],[593869],[595224],[596438],[599807],[600631],[603589],[605814],[606329],[606933],[611731],[614281],[614796],[616519],[617343],[623195],[624834],[629951]
   ]
cell #2481 :
  |C| = 105
  W-rep = phi[[1, 1],[2, 2, 1]]
  special rep = phi[[1, 1],[2, 2, 1]] , dim = 105
  orbit = [3, 3, 3, 3, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [153242],[181164],[204083],[212905],[228931],[237068],[246871],[263068],[269956],[271882],[281391],[282230],[296670],[298596],[305674],[307653],[316992],[321837],[329631],[332630],[334609],[341504],[341751],[351090],[353016],[357680],[358789],[365495],[368218],[368465],[377256],[383555],[386554],[388533],[391282],[393208],[394027],[400400],[400647],[403256],[409555],[415241],[417955],[420678],[420925],[425037],[425536],[427515],[428308],[434200],[440089],[442803],[447686],[448185],[450498],[450745],[453354],[457528],[457794],[458041],[459653],[470998],[471497],[473810],[474057],[478543],[478809],[479056],[481150],[487039],[487360],[488036],[489753],[500005],[500271],[500518],[502612],[505326],[506491],[507167],[514160],[514659],[516972],[517219],[518831],[524706],[525871],[526547],[530991],[531096],[538909],[539175],[539422],[541516],[542734],[543233],[548145],[548250],[559064],[560229],[560905],[564073],[577851],[577956],[581925]
   ]
cell #2482 :
  |C| = 70
  W-rep = phi[[1, 1, 1],[2, 2]]
  special rep = phi[[1, 1, 1],[2, 2]] , dim = 70
  orbit = [3, 3, 3, 3, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     70 tau_infinity subcells with 1 member(s)
  subcells = [
     [390149],[414108],[438956],[445534],[468846],[476450],[485906],[495903],[497912],[505049],[512008],[517698],[522497],[524429],[534807],[536816],[540582],[546078],[546328],[551961],[555522],[556855],[558787],[561980],[566900],[570394],[571727],[574777],[575784],[576034],[580483],[581667],[587394],[588401],[588651],[590480],[591205],[592019],[595513],[596846],[600302],[600942],[601667],[602481],[604198],[608141],[609148],[609398],[612042],[612177],[612665],[615215],[617014],[617654],[618379],[619193],[621480],[621891],[623690],[625145],[625280],[625768],[628698],[630262],[630397],[631455],[631866],[635257],[636048],[638777]
   ]
cell #2483 :
  |C| = 105
  W-rep = phi[[1, 1],[2, 2, 1]]
  special rep = phi[[1, 1],[2, 2, 1]] , dim = 105
  orbit = [3, 3, 3, 3, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [153243],[181165],[204084],[212906],[228932],[237069],[246872],[263069],[269957],[271883],[281392],[282229],[296671],[298597],[305675],[307652],[316993],[321838],[329632],[332631],[334608],[341505],[341750],[351091],[353017],[357681],[358790],[365496],[368219],[368464],[377255],[383556],[386555],[388532],[391283],[393209],[394028],[400401],[400646],[403255],[409556],[415242],[417956],[420679],[420924],[425038],[425537],[427514],[428309],[434199],[440090],[442804],[447687],[448186],[450499],[450744],[453353],[457529],[457795],[458040],[459654],[470999],[471498],[473811],[474056],[478544],[478810],[479055],[481149],[487040],[487361],[488035],[489754],[500006],[500272],[500517],[502611],[505327],[506492],[507166],[514161],[514660],[516973],[517218],[518832],[524707],[525872],[526546],[530992],[531095],[538910],[539176],[539421],[541515],[542735],[543234],[548146],[548249],[559065],[560230],[560904],[564074],[577852],[577955],[581926]
   ]
cell #2484 :
  |C| = 427
  W-rep = phi[[2, 2, 1, 1],[1]]+phi[[2, 1, 1, 1],[2]]+phi[[2, 2],[1, 1, 1]]+phi[[2, 1],[2, 1, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     91 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     49 tau_infinity subcells with 4 member(s)
  subcells = [
     [428225],[428495],[457186],[457445],[458994],[460702],[478201],[478460],[483054],[487473],[487489],[487712],[488566],[488601],[499663],[499922],[505726],[506604],[506620],[506843],[510427],[510462],[515093],[515128],[516120],[525106],[525984],[526000],[526223],[531429],[531445],[532171],[532206],[533401],[533436],[535593],[538567],[538826],[539831],[548583],[548599],[549325],[549360],[554116],[554151],[554771],[555721],[555847],[559464],[560342],[560358],[560581],[563731],[563990],[568988],[569023],[569643],[573643],[573769],[575134],[578289],[578305],[579031],[579066],[581160],[582038],[582054],[582277],[582956],[586260],[586386],[590305],[593286],[594107],[594142],[594762],[596584],[596600],[597326],[597361],[597954],[598177],[600767],[606475],[606491],[607007],[607133],[609290],[609831],[617156],[617479],
     [356641,609211],[358606,610376],[385261,617077],[392117,619238],[392288,619331],[394162,620216],[412774,477116],[415577,533238],[419636,625325],[419807,625418],[425880,626944],[426409,609176],[426517,627089],[436104,504516],[437622,498578],[445807,553953],[445905,505638],[451855,631516],[452384,617042],[452492,631661],[458377,619112],[458393,632844],[466831,523163],[467265,529807],[467300,529842],[469119,568825],[469217,525018],[476930,531331],[479709,635883],[482437,625199],[482453,636167],[484572,537482],[494497,550555],[494532,550590],[495396,547005],[496274,546917],[496689,552747],[498392,548485],[507980,631115],[507996,639280],[509993,557521],[512281,593944],[512379,559376],[519758,565864],[519793,565899],[521363,570593],[521489,570719],[522235,567691],[522251,567707],[522977,567593],[529373,572393],[534300,576711],[535178,576623],[537296,578191],[543937,583741],[544063,583867],[545428,587751],[551454,589328],[552332,589240],[556593,592810],[556609,592826],[557335,592712],[565186,598793],[568167,603748],[571465,603272],[571481,603288],[572207,603174],[585728,614942],[585744,614958],[600444,623832],
     [223047,294494,546141,585340],[257313,330466,566945,600007],[275507,348914,575847,606087],[292286,365839,584627,611867],[292815,366368,546106,585305],[302221,375628,588464,614554],[311237,384390,592064,616719],[327164,398707,566590,621121],[328355,400983,566819,599881],[331337,411261,600365,623753],[338193,410390,602526,623395],[346706,418299,605374,624970],[347235,418828,575812,606052],[360314,430166,543708,610807],[363117,440425,494334,550392],[363215,432671,545657,611522],[364308,434730,496176,585142],[367176,444484,612222,630442],[367347,444655,612315,630535],[373420,443147,613841,630087],[373949,443676,588429,614519],[381088,448805,591709,631096],[382279,451081,591938,616593],[395709,463344,519595,565701],[395807,462476,519309,598448],[398521,464720,521812,599412],[401757,475167,621541,635318],[402286,475696,600330,623718],[402394,475804,621686,635463],[407088,472117,602171,634898],[408279,474393,602400,623269],[415675,479621,575363,624625],[416768,481680,535080,605889],[429980,492102,492427,583272],[431251,493453,611227,638002],[432759,501171,628533,638612],[435487,503899,612096,630316],[435503,503915,628817,638896],[440523,501083,587980,629742],[441616,503142,552234,614356],[448619,507882,556170,616124],[462564,520657,620627,640794],[463442,520569,599022,633994],[464818,527360,621140,634917],[464834,527376,634059,641164],[471931,527262,571042,622800],[492525,544809,610826,638021],[492541,544825,628188,642633],[493267,544711,584190,628433]
   ]
cell #2485 :
  |C| = 70
  W-rep = phi[[1, 1, 1],[2, 2]]
  special rep = phi[[1, 1, 1],[2, 2]] , dim = 70
  orbit = [3, 3, 3, 3, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     70 tau_infinity subcells with 1 member(s)
  subcells = [
     [318424],[343804],[370518],[377595],[403595],[412052],[422978],[434539],[436900],[445235],[453693],[460094],[466109],[468547],[481489],[483850],[488375],[495245],[495604],[502951],[507506],[509271],[511709],[515642],[522079],[526886],[528651],[532720],[534149],[534508],[540283],[541855],[549874],[551303],[551662],[553886],[555223],[556437],[561244],[563009],[568016],[568758],[570095],[571309],[573559],[579580],[581009],[581368],[585075],[585572],[586176],[590134],[593135],[593877],[595214],[596428],[599797],[600596],[603597],[605822],[606319],[606923],[611696],[614289],[614786],[616509],[617308],[623185],[624799],[629916]
   ]
cell #2486 :
  |C| = 105
  W-rep = phi[[1, 1],[2, 2, 1]]
  special rep = phi[[1, 1],[2, 2, 1]] , dim = 105
  orbit = [3, 3, 3, 3, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [153244],[181166],[204085],[212907],[228933],[237070],[246883],[263070],[269958],[271894],[281393],[282238],[296672],[298608],[305686],[307661],[316994],[321839],[329633],[332642],[334617],[341516],[341759],[351092],[353028],[357682],[358791],[365507],[368230],[368473],[377264],[383557],[386566],[388541],[391284],[393220],[394029],[400412],[400655],[403264],[409557],[415243],[417967],[420690],[420933],[425039],[425548],[427523],[428320],[434208],[440091],[442815],[447688],[448197],[450510],[450753],[453362],[457540],[457806],[458049],[459655],[471000],[471509],[473822],[474065],[478555],[478821],[479064],[481158],[487041],[487426],[488044],[489765],[500017],[500283],[500526],[502620],[505338],[506557],[507175],[514162],[514671],[516984],[517227],[518833],[524718],[525937],[526555],[531057],[531104],[538921],[539187],[539430],[541524],[542736],[543245],[548211],[548258],[559076],[560295],[560913],[564085],[577917],[577964],[581991]
   ]
cell #2487 :
  |C| = 70
  W-rep = phi[[1, 1, 1],[2, 2]]
  special rep = phi[[1, 1, 1],[2, 2]] , dim = 70
  orbit = [3, 3, 3, 3, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     70 tau_infinity subcells with 1 member(s)
  subcells = [
     [246986],[271997],[298711],[305789],[332745],[341523],[353131],[365610],[368237],[377236],[386669],[393323],[400419],[403236],[418070],[420697],[425651],[433732],[434180],[442918],[448300],[450517],[453334],[457813],[465630],[471612],[473829],[478828],[480682],[481130],[488016],[489868],[500290],[502144],[502592],[505345],[507147],[508792],[514774],[516991],[523684],[524725],[526527],[528172],[531076],[539194],[541048],[541496],[546624],[547341],[548230],[553674],[558042],[559083],[560885],[562530],[567338],[568546],[572914],[576330],[577047],[577936],[584863],[588947],[589664],[592457],[593665],[602919],[605610],[614077]
   ]
cell #2488 :
  |C| = 105
  W-rep = phi[[1, 1],[2, 2, 1]]
  special rep = phi[[1, 1],[2, 2, 1]] , dim = 105
  orbit = [3, 3, 3, 3, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [153253],[181175],[204094],[212916],[228942],[237079],[246873],[263079],[269967],[271884],[281402],[282228],[296681],[298598],[305676],[307651],[317003],[321848],[329642],[332632],[334607],[341506],[341749],[351101],[353018],[357691],[358800],[365497],[368220],[368463],[377254],[383566],[386556],[388531],[391293],[393210],[394038],[400402],[400645],[403254],[409566],[415252],[417957],[420680],[420923],[425048],[425538],[427513],[428310],[434198],[440100],[442805],[447697],[448187],[450500],[450743],[453352],[457530],[457796],[458039],[459664],[471009],[471499],[473812],[474055],[478545],[478811],[479054],[481148],[487050],[487362],[488034],[489755],[500007],[500273],[500516],[502610],[505328],[506493],[507165],[514171],[514661],[516974],[517217],[518842],[524708],[525873],[526545],[530993],[531094],[538911],[539177],[539420],[541514],[542745],[543235],[548147],[548248],[559066],[560231],[560903],[564075],[577853],[577954],[581927]
   ]
cell #2489 :
  |C| = 553
  W-rep = phi[[2, 1],[2, 1, 1]]+phi[[1, 1],[3, 1, 1]]+phi[[2],[2, 2, 1]]+phi[[1],[3, 2, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     91 tau_infinity subcells with 4 member(s)
  subcells = [
     [365665],[400746],[418125],[429559],[434141],[434521],[436247],[442973],[450844],[461953],[462726],[465139],[466037],[471667],[474156],[481091],[481471],[491998],[494785],[495558],[500617],[500795],[502553],[502933],[508301],[509199],[521708],[526488],[526868],[526977],[527681],[528579],[533689],[534462],[545130],[547926],[549771],[549802],[550843],[551616],[556066],[565630],[566152],[568445],[568476],[570938],[583647],[583678],[584086],
     [229611,550250],[263698,570035],[295994,585955],[299247,587249],[325219,598717],[329748,466361],[331963,600517],[335285,570049],[341621,476509],[361268,610977],[365628,495828],[367455,612340],[367835,585969],[368335,497971],[377356,505115],[383672,509523],[396311,620696],[396691,598731],[400517,522556],[400770,522605],[402558,600476],[403356,524495],[409672,528903],[411399,483197],[412075,530902],[418088,534732],[420795,536875],[425706,489923],[428478,491309],[430457,610936],[434300,546394],[436923,548056],[440206,550126],[442936,551886],[445189,505888],[448355,514829],[450615,556914],[450868,556963],[453454,558853],[458140,517318],[458318,517496],[460885,518663],[466132,567164],[468501,525268],[471630,570319],[471774,569988],[473927,571786],[474180,571835],[479155,539521],[479333,539699],[481250,576100],[483873,577762],[487977,541457],[488357,541837],[488466,541946],[500641,587502],[502712,588717],[507108,560846],[507488,561226],[507597,561335],[509294,592283],[511663,559626],[515539,562906],[515570,562937],[528674,602745],[530772,577632],[532617,579477],[532648,579508],[553573,593564],[553604,593595],
     [153264,285703,428441,542871],[153351,216048,491022,543116],[181186,318839,458281,561786],[181844,249479,516018,563385],[183361,250131,460909,564245],[204105,344219,479296,574583],[204763,282071,533096,579956],[213022,354534,488157,580193],[213341,282781,488490,580341],[213535,284472,540223,581308],[228953,370933,500758,587200],[237185,379418,507288,590915],[237504,308204,507621,591063],[237698,317622,555163,595154],[247004,390074,457911,562039],[247041,318693,515725,595778],[247522,320560,561835,596701],[263185,405418,526668,601377],[263504,335160,527001,601525],[269280,350414,573338,606702],[270073,412304,531542,604394],[272015,414033,478926,574836],[272052,344073,532803,604554],[272533,353667,574632,607996],[281413,423393,539662,607947],[282329,354767,540331,608528],[282353,424429,488136,580549],[282906,356744,540237,581322],[296787,437152,548696,612861],[298729,438881,500388,587453],[298766,370787,549957,613021],[305007,385887,590055,617229],[305807,445459,505831,590749],[305844,379143,554234,615429],[307752,379651,555271,615535],[307776,447078,507267,591271],[308329,389209,555177,595168],[317109,455516,561026,618089],[317428,389084,561359,618237],[318406,390319,515665,596057],[321859,460509,517459,620052],[332763,468771,525211,601211],[332800,405143,569106,622105],[334708,405651,570143,622211],[334732,470390,526647,601733],[340741,419915,603873,625443],[341121,420295,573352,606716],[341850,413728,573817,624080],[341874,476558,531521,604425],[343786,414278,532743,604833],[351207,484102,578402,625964],[353149,485831,539292,608200],[353186,423247,579663,626124],[357797,490198,541637,627554],[358116,428066,541970,627702],[358811,491272,491455,610507],[368564,438576,586434,629197],[368588,498020,548675,612892],[370500,439126,549897,613300],[376558,452656,590014,617188],[377197,446409,590283,630671],[377577,446789,554174,615443],[386687,511933,559569,617923],[386724,455241,594225,632080],[388632,455749,595262,632186],[388656,513552,561005,618445],[391399,459770,515894,563261],[393341,517089,517623,596905],[393378,460363,563092,633310],[394144,461170,518430,598127],[394463,461337,518687,620354],[403197,469721,600745,634473],[403577,470101,569046,622119],[411980,477407,573613,624039],[415358,487156,532972,579832],[421024,485526,607181,636547],[421048,536924,578381,625995],[422960,486076,579603,626403],[425669,489886,540507,581592],[425813,490030,540176,610176],[427614,490431,581416,637467],[427638,541616,542126,609464],[436828,498869,586230,629156],[448318,514792,555447,595438],[448462,514936,555116,595107],[453295,512883,617457,639694],[453675,513263,594165,632094],[458164,517342,562088,596954],[460076,517868,563032,619457],[479179,539545,574885,608249],[483778,537773,606977,636506]
   ]
cell #2490 :
  |C| = 553
  W-rep = phi[[2, 1],[2, 1, 1]]+phi[[1, 1],[3, 1, 1]]+phi[[2],[2, 2, 1]]+phi[[1],[3, 2, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     91 tau_infinity subcells with 4 member(s)
  subcells = [
     [365664],[400745],[418124],[429558],[434140],[434522],[436252],[442972],[450843],[461954],[462731],[465138],[466038],[471666],[474155],[481090],[481472],[492003],[494786],[495563],[500616],[500794],[502552],[502934],[508300],[509200],[521713],[526487],[526869],[526976],[527680],[528580],[533690],[534467],[545129],[547925],[549770],[549803],[550844],[551621],[556071],[565629],[566153],[568444],[568477],[570943],[583646],[583679],[584091],
     [229610,550251],[263697,570036],[295993,585956],[299246,587252],[325218,598718],[329749,466349],[331962,600520],[335286,570054],[341720,476508],[361267,610980],[365640,495827],[367454,612349],[367836,585974],[368434,497970],[377448,505116],[383673,509511],[396310,620705],[396692,598736],[400616,522555],[400782,522606],[402559,600491],[403448,524496],[409673,528891],[411404,483202],[412152,530907],[418100,534731],[420894,536874],[425705,489922],[428477,491308],[430458,610951],[434392,546395],[437000,548061],[440207,550114],[442948,551885],[445194,505893],[448354,514828],[450714,556913],[450880,556964],[453546,558854],[458139,517317],[458317,517495],[460884,518662],[466209,567169],[468506,525273],[471642,570318],[471775,569976],[474026,571785],[474192,571836],[479154,539520],[479332,539698],[481342,576101],[483950,577767],[487976,541456],[488358,541838],[488465,541945],[500653,587503],[502804,588718],[507107,560845],[507489,561227],[507596,561334],[509371,592288],[511668,559631],[515538,562905],[515571,562938],[528751,602750],[530771,577631],[532616,579476],[532649,579509],[553572,593563],[553605,593596],
     [153265,285691,428453,542870],[153350,216047,491023,543117],[181187,318827,458293,561785],[181843,249478,516019,563386],[183360,250130,460921,564246],[204106,344207,479308,574582],[204762,282070,533097,579957],[213023,354522,488249,580192],[213340,282780,488502,580342],[213534,284471,540224,581309],[228954,370921,500770,587199],[237186,379406,507380,590914],[237503,308203,507633,591064],[237697,317621,555164,595155],[247016,390073,458010,562038],[247040,318692,515809,595779],[247521,320559,561838,596704],[263186,405406,526760,601376],[263503,335159,527013,601526],[269279,350413,573339,606703],[270074,412292,532022,604393],[272027,414032,479025,574835],[272051,344072,532887,604555],[272532,353666,574635,607999],[281414,423381,539674,607946],[282328,354766,540397,608531],[282365,424430,488228,580550],[282907,356745,540242,581327],[296788,437140,549176,612860],[298741,438880,500487,587452],[298765,370786,550041,613022],[305006,385886,590058,617232],[305819,445458,506382,590748],[305843,379142,554643,615430],[307751,379650,555337,615538],[307788,447079,507359,591272],[308330,389210,555182,595173],[317110,455504,561118,618088],[317427,389083,561371,618238],[318407,390320,515742,596062],[321860,460497,517471,620051],[332775,468770,525762,601210],[332799,405142,569515,622106],[334707,405650,570209,622214],[334744,470391,526739,601734],[340740,419914,603882,625452],[341122,420296,573357,606721],[341849,413727,574148,624083],[341886,476559,532001,604426],[343787,414279,532820,604838],[351208,484090,578882,625963],[353161,485830,539391,608199],[353185,423246,579747,626125],[357798,490186,541729,627553],[358115,428065,541982,627703],[358812,491284,491443,610506],[368563,438575,586765,629200],[368600,498021,549155,612893],[370501,439127,549974,613305],[376559,452657,590029,617203],[377196,446408,590502,630680],[377578,446790,554576,615448],[386699,511932,560120,617922],[386723,455240,594634,632081],[388631,455748,595328,632189],[388668,513553,561097,618446],[391400,459771,515882,563249],[393353,517188,517622,596904],[393377,460362,563176,633311],[394145,461171,518418,598115],[394462,461336,518699,620355],[403196,469720,600964,634482],[403578,470102,569448,622124],[411981,477408,573893,624054],[415359,487157,532960,579820],[421023,485525,607512,636550],[421060,536925,578861,625996],[422961,486077,579680,626408],[425681,489898,540506,581591],[425814,490031,540164,610164],[427613,490430,581482,637470],[427650,541708,542127,609465],[436829,498870,586510,629171],[448330,514804,555446,595437],[448463,514937,555104,595095],[453294,512882,617676,639703],[453676,513264,594567,632099],[458176,517354,562089,596955],[460077,517869,563109,619462],[479191,539557,574886,608250],[483779,537774,607257,636521]
   ]
cell #2491 :
  |C| = 553
  W-rep = phi[[2, 1],[2, 1, 1]]+phi[[1, 1],[3, 1, 1]]+phi[[2],[2, 2, 1]]+phi[[1],[3, 2, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     91 tau_infinity subcells with 4 member(s)
  subcells = [
     [365663],[400736],[418123],[434077],[434515],[434741],[436362],[442971],[450834],[462841],[464687],[464731],[465986],[471665],[474146],[481027],[481465],[481691],[492394],[492438],[494409],[500607],[500793],[502489],[502927],[503153],[507849],[507893],[509148],[519670],[526424],[526862],[526967],[527229],[527273],[528528],[533313],[544678],[544722],[547862],[549751],[549761],[550467],[565566],[565776],[568425],[568435],[583627],[583637],
     [270653,531298],[297367,548452],[299077,370909],[306399,554028],[329750,599777],[330328,567560],[333355,568900],[334560,405314],[342394,531342],[351787,578158],[365652,585007],[366220,585217],[367796,436534],[369108,548496],[370325,438799],[377797,506003],[383674,616489],[384252,592679],[387279,594019],[396652,463013],[400793,599767],[401290,567604],[402831,468237],[403797,525383],[405277,470321],[409674,623165],[410252,603141],[411514,483312],[418112,605754],[418680,605964],[421568,578202],[425704,489921],[428476,491307],[430730,492899],[436318,497519],[436497,497563],[440208,629572],[442960,614221],[443528,614431],[448353,514827],[450891,616479],[451388,592723],[453895,559741],[458130,517308],[458316,517494],[460875,518653],[462797,520050],[462976,520094],[468065,524119],[471654,622561],[471776,634823],[474203,623155],[474700,603185],[479145,539511],[479331,539697],[487913,541393],[488351,541831],[488456,541936],[492727,544298],[500664,629562],[507044,560782],[507482,561220],[507587,561325],[515519,562886],[515529,562896],[530708,577568],[532597,579457],[532607,579467],[553553,593544],[553563,593554],
     [153266,215828,490847,542789],[181188,247409,515329,561704],[183359,250129,460737,518326],[204107,272420,532407,574501],[213024,282616,539811,580183],[213339,282779,487747,540072],[215771,285679,428789,491431],[228955,299134,549561,587118],[237187,308039,554751,590905],[237502,308202,506878,555012],[247028,318680,515060,561587],[247039,318691,457372,515276],[247352,318815,393689,460485],[263187,334995,569623,601367],[263502,335158,526258,569884],[270075,343482,573539,604384],[272039,344060,532138,574384],[272050,344071,478387,532354],[272363,344195,353497,423369],[281415,353554,579267,607865],[282181,354430,427466,490094],[282319,354757,487611,539973],[282376,354814,539801,580173],[296789,370196,586156,612851],[298753,370774,549292,587001],[298764,370785,499849,549508],[305831,379130,553818,590685],[305842,379141,446750,506175],[307604,379314,388484,455412],[307742,379641,506742,554913],[307799,379698,554741,590895],[317111,388919,594742,618079],[317426,389082,560616,595003],[318231,389992,459901,517541],[318400,390313,515239,561631],[321861,393746,597562,619970],[332787,405130,568690,601147],[332798,405141,470062,525555],[334698,405641,526122,569785],[334755,405698,569613,601357],[341082,411686,420256,483484],[341840,413718,477680,531803],[341897,413775,573529,604374],[343611,413951,422785,485749],[343780,414272,532317,574428],[351209,422656,606903,625954],[353173,423234,578998,607748],[353184,423245,538753,579214],[354393,424360,490057,542057],[357799,427901,609811,627544],[358114,428064,582312,610072],[358813,428846,610577,628031],[368554,438566,499142,548957],[368611,438623,586146,612841],[370494,439120,549471,587045],[376831,444925,452929,511399],[377133,446345,505959,554408],[377571,446783,506138,554452],[379277,447009,455375,513483],[386711,455228,593809,617859],[386722,455239,513224,559913],[388622,455739,560480,594904],[388679,455796,594732,618069],[391401,459772,619008,633140],[393365,460350,597293,619853],[393376,460361,563917,597509],[394146,461172,620196,633615],[394461,461335,598212,620457],[403133,469657,525339,569280],[403571,470095,525518,569324],[411470,476057,483268,536423],[411649,476101,483447,536467],[411929,477356,531631,574004],[415360,487158,624455,636922],[421014,485516,538046,578663],[421071,485573,606893,625944],[422954,486070,579177,607792],[425693,489910,608878,627324],[425815,490032,626908,637401],[427604,490421,582176,609973],[427661,490478,609801,627534],[436777,498818,548785,586621],[444753,504739,511227,558477],[448342,514816,615885,632536],[448464,514938,631021,640044],[453231,512819,559697,594399],[453669,513257,559876,594443],[458187,517365,618998,633130],[460070,517862,597472,619897],[479202,539568,624445,636912],[483727,537722,578491,607368]
   ]
cell #2492 :
  |C| = 455
  W-rep = phi[[2, 1, 1, 1],[2]]+phi[[1, 1, 1, 1],[3]]+phi[[2, 1],[2, 1, 1]]+phi[[1, 1],[3, 1, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     35 tau_infinity subcells with 1 member(s)
     140 tau_infinity subcells with 2 member(s)
     35 tau_infinity subcells with 4 member(s)
  subcells = [
     [299078],[334561],[367797],[370334],[396653],[402840],[405284],[426494],[428580],[430739],[436381],[436504],[452469],[458894],[459079],[460980],[462860],[462983],[468117],[482954],[483139],[488596],[489073],[489181],[492779],[510457],[510934],[511042],[516142],[516154],[533431],[535615],[535627],[555869],[555881],
     [153273,490856],[181195,515338],[183368,460738],[204114,532416],[213123,539865],[213348,487748],[215772,428790],[228962,549570],[237286,554805],[237511,506879],[247123,515123],[247143,457373],[247353,393690],[263286,569677],[263511,526259],[270874,573803],[272134,532201],[272154,478388],[272364,353498],[281422,579276],[282182,427467],[282424,487620],[282472,539853],[292900,366453],[297588,586420],[298848,549355],[298868,499850],[306612,554146],[306632,446751],[307605,388485],[307847,506751],[307895,554793],[317210,594796],[317435,560617],[318240,459910],[318502,515246],[321868,597571],[328872,401500],[333568,569018],[333588,470063],[334803,526131],[334851,569665],[341083,420257],[342604,477689],[342652,573791],[343620,422794],[343882,532324],[347320,418913],[352008,607167],[353268,579061],[353288,538754],[354400,490064],[357898,609865],[358123,582313],[358820,610586],[364338,434760],[364815,435237],[365806,496077],[367577,497453],[369318,499151],[369366,586408],[370596,549478],[374034,443761],[376840,452938],[377816,506022],[378293,506145],[379284,455382],[382796,451598],[387492,594137],[387512,513225],[388727,560489],[388775,594784],[392200,619272],[393460,597356],[393480,563918],[394245,620250],[394470,598213],[396433,519984],[398551,464750],[398674,521448],[399570,466609],[402371,475781],[403816,525402],[404293,525525],[408796,474910],[411533,483331],[411656,483454],[412552,531683],[416798,481710],[417275,482187],[418266,534981],[419719,625359],[421778,538055],[421826,607155],[423056,579184],[426474,609206],[426600,627123],[427709,582185],[427757,609853],[430010,492457],[430133,544022],[432537,494461],[436004,504416],[436189,504601],[437400,548837],[441646,503172],[442123,503649],[443114,552135],[444805,511279],[448649,507912],[448772,555806],[449668,509771],[452449,617072],[452575,631695],[453914,559760],[454391,559883],[458942,619260],[460172,597479],[462342,519722],[467295,529837],[467772,530314],[467880,530422],[471961,527292],[472084,570678],[472980,529151],[479487,533365],[483002,625347],[484350,578543],[493297,544741],[493420,583826],[494527,550585],[496711,552769],[496723,552781],[500949,550519],[519788,565894],[520435,565828],[521511,570741],[521523,570753],[544085,583889],[544097,583901],
     [202407,342483,476960,531361],[227255,369197,498422,548515],[235698,378166,505504,554080],[257396,330549,566979,600041],[258656,401379,523007,567623],[261698,404166,524884,568952],[270475,412803,477083,573728],[279715,421657,537326,578221],[292880,366433,546136,585335],[294163,435110,546783,585269],[297189,437651,498545,586345],[305985,445708,446531,554342],[311320,384473,592098,616753],[312580,451477,557365,592742],[315622,454264,559242,594071],[328920,401548,566967,600029],[330150,466860,523130,599966],[332941,469020,469843,569214],[338276,410473,602560,623429],[339536,474789,572237,603204],[340863,420037,475991,536357],[347300,418893,575842,606082],[348583,482060,576489,606016],[351609,484601,537449,607092],[367259,444567,612256,630476],[374014,443741,588459,614549],[375297,503522,589106,614483],[382844,451646,592086,616741],[384074,510022,557488,616678],[386865,512182,513005,594333],[402351,475761,600360,623748],[402477,475887,621720,635497],[408844,474958,602548,623417],[410074,529402,572360,623354],[436052,504464,612244,630464]
   ]
cell #2493 :
  |C| = 553
  W-rep = phi[[2, 1],[2, 1, 1]]+phi[[1, 1],[3, 1, 1]]+phi[[2],[2, 2, 1]]+phi[[1],[3, 2, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     91 tau_infinity subcells with 4 member(s)
  subcells = [
     [365568],[400635],[418028],[434071],[434415],[440285],[442876],[450733],[464681],[465978],[471570],[471698],[474045],[481021],[481365],[492388],[494401],[495521],[497411],[500146],[500506],[502483],[502827],[507843],[509140],[519662],[519942],[521406],[524256],[526418],[526762],[527223],[528520],[533305],[534425],[543980],[544435],[544672],[547856],[549743],[550459],[551579],[555764],[565560],[565768],[568417],[570636],[583619],[583784],
     [299172,500719],[329654,567317],[334583,526440],[341709,531292],[358496,428664],[365533,585001],[367819,547878],[368423,548446],[370319,549742],[377435,554020],[383578,592436],[391478,459849],[394068,461094],[396675,565582],[400605,567554],[400674,599759],[402825,568416],[403435,568892],[405269,570012],[406816,601954],[409578,602898],[412146,573686],[415437,487235],[417993,605748],[420883,578152],[425609,489826],[425737,489954],[430724,583618],[434379,585209],[436312,585891],[436489,585932],[436994,586303],[440112,613453],[442841,614215],[445152,554300],[448258,514732],[448386,514860],[450703,592673],[450772,616471],[453533,594011],[457669,516847],[458029,517207],[462791,598653],[462968,598694],[466203,599924],[468057,600485],[468464,569172],[471535,622555],[474015,603135],[474084,623147],[475949,536315],[478684,539050],[479044,539410],[481329,605956],[483944,607050],[487907,541387],[488251,541731],[492719,610945],[500545,629554],[502791,614423],[504876,558614],[507038,560776],[507382,561120],[509365,616636],[511626,594291],[515511,562878],[528745,623312],[530702,577562],[532589,579449],[553545,593536],
     [153319,358493,428318,490962],[181241,391475,457538,515444],[183423,394017,394110,518395],[204160,415434,478553,532522],[212928,425511,487424,539938],[213403,425027,425779,540141],[215866,358716,428402,491233],[229008,440282,500015,549676],[237091,448160,506555,554878],[237566,447676,448428,555081],[246909,457999,515054,561581],[246944,457395,458013,561603],[247447,393784,458242,517420],[263091,471472,525935,569750],[263566,470988,471740,569953],[269979,477947,531055,574141],[271920,479014,532132,574378],[271955,478410,479028,574400],[272458,353592,479257,539623],[281468,487232,538919,579382],[282204,427489,487929,541409],[282218,487605,488163,580164],[282257,488215,539793,580165],[286113,428661,543243,582862],[296693,499409,548209,586758],[298634,500476,549286,586995],[298669,499872,500490,587017],[305712,506371,553812,590679],[305747,446773,506385,590701],[307627,388507,507060,560798],[307641,506736,507294,590886],[307680,507346,554733,590887],[317015,514634,560293,594869],[317490,514150,514902,595072],[318225,459895,515510,562877],[318300,515231,515736,595755],[321914,459846,564083,597677],[322216,394324,564349,598024],[322417,461136,518821,598092],[332668,525751,568684,601141],[332703,470085,525765,601163],[334597,526116,526674,601348],[334636,526726,569605,601349],[341105,420279,530724,577584],[341739,477674,531936,604365],[341778,531988,573521,604366],[343605,422779,532588,579448],[343680,532309,532814,604531],[351113,538313,577915,607505],[353054,539380,578992,607742],[353089,538776,539394,607764],[354385,490049,540200,581285],[355932,427379,580770,609685],[357703,489728,581989,609938],[358178,489996,542724,610141],[368453,499136,549090,612832],[368492,549142,586138,612833],[370394,549463,549968,612998],[376825,452923,553544,593535],[377127,505953,554259,615365],[377471,506130,554570,615406],[379269,455367,555140,595131],[380816,456914,591492,618666],[386592,560109,593803,617853],[386627,513247,560123,617875],[388521,560474,561032,618060],[388560,561084,594724,618061],[391305,459676,596210,619610],[393246,517177,597287,619847],[393281,517191,563940,619869],[403127,525333,569131,622041],[403471,525510,569442,622082],[411464,483262,573274,606638],[411641,483439,573315,606679],[411921,531623,573887,624048],[415264,487062,604986,626556],[420913,538040,578796,625935],[420952,578848,606885,625936],[422854,579169,579674,626101],[425574,489791,608872,627318],[427503,541643,582170,627525],[427542,541695,609793,627526],[436769,548777,586504,629165],[444745,511219,590023,617197],[448223,514697,615879,632530],[453225,559691,594250,632016],[453569,559868,594561,632057],[458068,517246,618990,633122],[459970,563103,597464,633287],[479083,539449,624437,636904],[483719,578483,607251,636515]
   ]
cell #2494 :
  |C| = 413
  W-rep = phi[[2, 2],[1, 1, 1]]+phi[[2, 1],[2, 1, 1]]+phi[[1],[3, 2, 1]]+phi[[],[3, 3, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     140 tau_infinity subcells with 2 member(s)
     21 tau_infinity subcells with 4 member(s)
  subcells = [
     [299893],[335360],[342459],[367910],[369173],[371105],[378143],[396766],[400823],[401355],[402911],[404143],[406050],[412807],[415527],[421633],[430810],[434580],[435087],[436266],[436570],[437655],[445757],[450921],[451453],[454241],[462745],[463049],[466431],[466864],[468022],[469069],[474233],[474765],[481530],[482037],[484605],[492684],[500694],[502992],[503499],[509593],[510026],[512231],[526927],[527054],[528973],[529406],[550196],
     [160677,434596],[191033,466390],[207627,481546],[215809,285739],[215928,286025],[223209,495577],[223653,495881],[229648,550325],[232475,503008],[241131,509552],[247390,318875],[248168,321206],[250110,322003],[255574,521727],[257547,522394],[264161,526943],[264236,570469],[267131,528932],[272401,344255],[273179,354313],[275669,534481],[276113,534785],[282406,354844],[282760,355019],[282981,356819],[288039,492017],[291112,545710],[293019,496126],[299115,370969],[299324,587273],[299742,550155],[302383,551635],[302827,551939],[307829,379728],[308183,379903],[308404,389284],[309498,556085],[311471,556752],[318465,390378],[318481,390394],[319011,392310],[324219,519362],[327197,521762],[332040,600541],[334785,405728],[335139,405903],[335344,570068],[335788,570372],[336454,570957],[338427,571624],[341196,420370],[341927,413805],[343845,414337],[343861,414353],[344391,423565],[345532,575416],[347439,535030],[353535,423429],[354563,424665],[354604,424706],[355166,426613],[360347,492052],[361345,611001],[361877,584105],[363067,440375],[367894,585988],[368641,438653],[370559,439185],[370575,439201],[371146,587291],[372246,588033],[374153,552184],[376911,453009],[377636,446848],[377652,446864],[379447,447314],[379488,447355],[380050,456148],[381121,556120],[388709,455826],[389063,456001],[390127,457219],[393727,460545],[395659,463294],[396750,598750],[397257,599075],[402952,600559],[403636,470160],[403652,470176],[405447,470626],[405488,470667],[407121,570992],[411418,483216],[411722,483520],[412333,477760],[412374,477801],[414086,478234],[421101,485603],[423019,486135],[423035,486151],[427691,490508],[428045,490683],[428827,491491],[430851,611019],[431284,584140],[437181,499222],[437222,499263],[438934,499696],[444710,511184],[445208,505907],[445512,506211],[453734,513322],[453750,513338],[455545,513788],[455586,513829],[458217,517395],[460135,517927],[460151,517943],[460962,518740],[461316,518915],[468520,525287],[468824,525591],[476347,531588],[479232,539598],[484131,538126],[484172,538167],[485884,538600],[488416,541896],[488543,542023],[490227,542362],[490268,542403],[497809,548742],[507547,561285],[507674,561412],[511682,559645],[511986,559949],[515964,563331],[517676,563764],[533042,579902],[536713,578448],
     [153388,216085,491097,543191],[181881,249516,516093,563460],[183473,250395,518459,564481],[204800,282108,533171,580031],[213998,284935,488432,541912],[214073,285010,540657,581742],[238161,318085,507563,561301],[238236,318160,555597,595588],[247599,320637,561859,596725],[248017,321055,515923,563290],[272610,353744,574656,608020],[273028,354162,533001,579861],[282965,356803,540256,581341],[283409,357247,540560,581645],[305084,385964,590079,617253],[308388,389268,555196,595187],[308832,389712,555500,595491],[319052,392351,561877,596743],[341180,420354,573371,606735],[344432,423606,574674,608038],[376952,453050,590097,617271]
   ]
cell #2495 :
  |C| = 392
  W-rep = phi[[2, 2, 2, 1],[]]+phi[[2, 2, 1, 1],[1]]+phi[[2, 1],[2, 1, 1]]+phi[[2],[2, 2, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     56 tau_infinity subcells with 1 member(s)
     140 tau_infinity subcells with 2 member(s)
     14 tau_infinity subcells with 4 member(s)
  subcells = [
     [400715],[412121],[415518],[426496],[428582],[434453],[436969],[445318],[445748],[450813],[452471],[458905],[459081],[460991],[466178],[466314],[468630],[469060],[474125],[476419],[481403],[482965],[483141],[483919],[488670],[489080],[489192],[495687],[497881],[500586],[502865],[509340],[509476],[510531],[510941],[511053],[511792],[512222],[516165],[516203],[522466],[526375],[526800],[528720],[528856],[533505],[534591],[535638],[535676],[536785],[550079],[551745],[555892],[555930],[556824],[571696],
     [153396,491125],[182403,516692],[183370,518383],[208882,536165],[213350,540129],[214210,540781],[215796,490954],[237513,555069],[242109,557775],[247145,561546],[247377,515436],[248248,562315],[263513,569941],[272156,574343],[272388,532514],[273915,575263],[277104,576832],[282298,539876],[282435,580116],[283668,540796],[292902,366455],[298870,586960],[299102,549668],[306634,590434],[307721,554816],[307858,590838],[309654,591606],[312973,557790],[317437,595060],[318338,515711],[318509,561949],[328883,401511],[333590,600896],[334677,569688],[334814,601300],[341819,573814],[342615,604156],[343718,532789],[343889,574746],[345279,605072],[345689,575278],[347322,418915],[353290,607707],[353522,579374],[354487,540366],[358125,610129],[359661,429632],[363058,440366],[364412,434834],[364822,435244],[368533,586431],[369329,612623],[370432,549943],[370603,587363],[374036,443763],[377509,554220],[377890,615203],[378300,590449],[379371,555306],[380927,591537],[382807,451609],[387514,617608],[388601,594807],[388738,618012],[393482,619812],[393714,597669],[394472,598080],[395220,462015],[395650,463285],[399139,465212],[399631,466670],[402373,475783],[403509,569092],[403890,621879],[404300,600911],[405371,570178],[408807,474921],[412257,573852],[412613,604087],[416872,481784],[417282,482194],[420993,607178],[421789,625726],[422892,579649],[423063,608110],[427583,609876],[427720,627477],[428814,582854],[429469,492043],[433050,494847],[433480,496117],[436015,504427],[436191,504603],[437105,586469],[437461,612554],[441720,503246],[442130,503656],[449237,508374],[449729,509832],[453607,594211],[453988,631854],[454398,617623],[455469,595297],[458109,517287],[460008,563078],[460179,596815],[460854,564654],[465049,521753],[467369,529911],[467779,530321],[467891,530433],[472549,527754],[473041,529212],[479124,539490],[480000,533751],[480430,535021],[484055,607216],[484411,625657],[487864,582429],[488289,541769],[490151,581451],[493885,545203],[494601,550659],[496734,552792],[496772,552830],[501462,550905],[501892,552175],[506995,560733],[507420,561158],[508211,556111],[515847,563214],[519862,565968],[520948,566214],[521534,570764],[521572,570802],[527591,570983],[532925,579785],[544108,583912],[544146,583950],[545040,584131],
     [161932,233730,497261,553319],[192011,268109,523417,572647],[221455,300629,545557,587880],[224644,303818,547126,589449],[252710,326009,565315,598922],[255730,336610,566487,602068],[259049,339929,523432,572662],[288195,362033,583409,611124],[290859,371993,584325,613539],[291269,372403,545572,587895],[323966,397004,598491,620780],[324376,397414,565330,598937],[327003,406927,566418,601999],[360153,431090,583340,611055]
   ]
cell #2496 :
  |C| = 55
  W-rep = phi[[3],[1, 1, 1, 1]]+phi[[],[4, 1, 1, 1]]
  special rep = phi[[3],[1, 1, 1, 1]] , dim = 35
  orbit = [6, 2, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 1
  number of tau_infinity subcells = 35
     15 tau_infinity subcells with 1 member(s)
     20 tau_infinity subcells with 2 member(s)
  subcells = [
     [371091],[405968],[438843],[439438],[468281],[470353],[492943],[497595],[499411],[520126],[524141],[544320],[547674],[565378],[583130],
     [250539,394556],[285861,428782],[318997,460667],[322068,461202],[344377,423551],[355084,490748],[358335,491334],[379968,456066],[390036,517585],[390631,518180],[413995,485793],[414590,486388],[424392,542089],[444969,511443],[447041,513515],[456934,563479],[476133,536499],[477949,538315],[504761,558499],[530520,577380]
   ]
cell #2497 :
  |C| = 154
  W-rep = phi[[2],[2, 1, 1, 1]]+phi[[1],[3, 1, 1, 1]]
  special rep = phi[[2],[2, 1, 1, 1]] , dim = 84
  orbit = [4, 4, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     14 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [299154],[335112],[370369],[370904],[402875],[405309],[430774],[436529],[438772],[463008],[468210],[492872],[497383],[519914],
     [183657,394560],[215848,428866],[216163,428889],[247429,393766],[250083,461289],[250161,460765],[272440,353574],[282733,428018],[282811,487775],[285674,491426],[285696,490891],[308156,389036],[308234,506906],[318275,459945],[318810,460480],[318832,515373],[321954,518321],[335190,526286],[343655,422829],[344190,423364],[344212,532451],[354425,490089],[354527,487655],[354970,540067],[370926,549605],[376875,452973],[379309,455407],[379411,506786],[379854,555007],[389114,560644],[389965,517514],[390086,515271],[405411,526166],[405854,569879],[411681,483479],[412297,477724],[413924,485722],[414045,532349],[423386,579311],[424406,539946],[428096,582340],[428934,583098],[437145,499186],[438893,549503],[444898,511372],[445471,506170],[447055,554886],[455509,560524],[455952,594998],[460502,597606],[461367,598240],[468783,525550],[470367,569758],[475921,536287],[476535,531776],[484095,538090],[485843,579209],[490191,582220],[490634,610067],[491448,610621],[497997,548930],[504983,554272],[511945,559908],[513529,594877],[517635,597504],[518866,620452],[524363,569144],[536901,578636],[542103,609946],[558721,594263]
   ]
cell #2498 :
  |C| = 427
  W-rep = phi[[2, 2, 1, 1],[1]]+phi[[2, 1, 1, 1],[2]]+phi[[2, 2],[1, 1, 1]]+phi[[2, 1],[2, 1, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     91 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     49 tau_infinity subcells with 4 member(s)
  subcells = [
     [285729],[285950],[318865],[320472],[321991],[344245],[349697],[354739],[355007],[356029],[370959],[379623],[379891],[384649],[390286],[390290],[391516],[405623],[405891],[413080],[414245],[414249],[415959],[419035],[423419],[424571],[424619],[425828],[437928],[439093],[439097],[446185],[446189],[447220],[447268],[448841],[451803],[455721],[455989],[457134],[460535],[469497],[469501],[470532],[470580],[477152],[477200],[478149],[479395],[479657],[484878],[486043],[486047],[490403],[490671],[491481],[498614],[498662],[499611],[505412],[505674],[507718],[512659],[512663],[513694],[513742],[516670],[517835],[517839],[518635],[518903],[524792],[525054],[531167],[536143],[537518],[537566],[538515],[541233],[541347],[542268],[542316],[548321],[558227],[558341],[559150],[559412],[562730],[563679],[577247],[578027],
     [216040,543087],[248900,562842],[250331,564387],[277756,577359],[284315,541237],[284326,581196],[295277,376411],[313620,558231],[313631,593322],[319873,596309],[320396,562682],[330725,410649],[342367,412966],[349098,606200],[349621,577199],[356025,580846],[356561,581108],[363499,440807],[366575,443883],[369081,437814],[378056,446077],[381394,616026],[384645,592972],[385181,593234],[391564,596322],[396091,463726],[398743,472153],[400098,467137],[401263,467023],[401705,475115],[404056,469389],[412722,477064],[415522,479387],[415955,605169],[419083,606213],[421541,484764],[430202,493489],[432445,500857],[432707,501119],[433917,496554],[435000,496446],[437570,498526],[445752,505404],[448889,616039],[450196,510299],[451361,510185],[454154,512551],[462250,520343],[462512,520605],[464556,527098],[465830,523247],[466779,523111],[469064,524784],[473508,529679],[474673,529565],[480867,535458],[481950,535350],[484520,537430],[492263,544547],[497239,553297],[502329,552612],[503412,552504],[508992,557605],[509941,557469],[512226,559142],[523869,573099],[523983,573213],[528372,572477],[529321,572341],[547541,589864],
     [160057,224559,433921,496558],[190374,258891,465782,523199],[207007,277019,480871,535462],[222431,293878,495082,546691],[222967,294414,495344,546953],[225296,304470,547653,589976],[231855,303733,502333,552616],[240472,312815,508944,557557],[255482,327356,521684,566665],[256760,329913,521973,567429],[259696,340576,523873,573103],[259707,340587,568203,603784],[266472,339771,528324,572429],[274891,348298,533986,576397],[275427,348834,534248,576659],[287947,360506,491974,543783],[291025,363387,545677,584505],[292234,365787,496121,546683],[294678,375812,585453,614667],[295201,376335,547493,589816],[301605,375012,551140,589014],[302141,375548,551402,589276],[309406,381280,556042,591784],[310684,383837,556331,592548],[324132,395979,519329,565064],[327112,398655,521757,566657],[327470,407394,599314,622702],[330721,410645,567853,603434],[331257,411181,568115,603696],[336362,407280,570914,602246],[337640,409837,571203,603010],[345445,415847,575383,605252],[346654,418247,535025,576389],[360262,430114,492047,543775],[360620,431557,610889,628335],[361785,431443,584062,611302],[363062,432437,440370,500849],[363495,440803,584422,613636],[366623,443931,585466,614680],[372159,440695,588000,613719],[373368,443095,552179,589006],[381036,448753,556115,591776],[395654,462242,463289,520335],[396087,463722,598588,620877],[397170,463614,599042,620960],[398791,472201,599327,622715],[407036,472065,570987,602238],[430250,493537,610902,628348],[431199,493401,584135,611294]
   ]
cell #2499 :
  |C| = 413
  W-rep = phi[[2, 2],[1, 1, 1]]+phi[[2, 1],[2, 1, 1]]+phi[[1],[3, 2, 1]]+phi[[],[3, 3, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     140 tau_infinity subcells with 2 member(s)
     21 tau_infinity subcells with 4 member(s)
  subcells = [
     [335965],[371171],[378164],[402977],[404164],[406053],[412858],[430876],[434602],[435108],[436573],[437706],[439535],[445941],[448519],[454262],[463052],[466452],[466915],[468025],[468287],[469253],[476830],[481552],[482058],[484656],[492687],[492949],[495932],[496310],[497388],[498292],[503014],[503520],[509614],[510077],[512415],[519919],[526949],[528994],[529457],[534836],[535214],[537196],[550217],[550331],[551990],[552368],[570423],
     [191179,466456],[223754,495884],[241277,509618],[250116,322009],[250250,322322],[257568,522397],[258104,522659],[264278,570535],[267277,528998],[276214,534788],[282766,355025],[283586,357424],[285711,358277],[291133,545713],[293070,546267],[299888,550221],[299899,587644],[302928,551942],[308189,379909],[309009,389889],[311492,556755],[312028,557017],[318487,390400],[318847,390573],[319077,392376],[324240,519365],[327248,566629],[329077,522877],[335145,405909],[335366,601593],[335889,570375],[338448,571627],[338984,571889],[343867,414359],[344227,414532],[344457,423631],[345553,575419],[347490,575973],[354625,424727],[354629,424731],[355169,426616],[360398,543747],[363251,545741],[367916,612388],[370581,439207],[370941,439380],[371167,587294],[371703,587556],[372267,588036],[374204,588590],[376977,453075],[377658,446870],[379509,447376],[379513,447380],[380053,456151],[381172,591748],[383001,557235],[389069,456007],[390130,457222],[390178,457270],[390728,459099],[395843,519393],[396772,620744],[397278,599078],[398421,471831],[402973,600562],[403658,470182],[405509,470688],[405513,470692],[406101,601606],[407172,602210],[409001,572107],[411725,483523],[412395,477822],[412399,477826],[414089,478237],[414137,478285],[414687,486485],[415711,575447],[423041,486157],[423401,486330],[424483,487509],[428051,490689],[429880,493167],[430872,611022],[431335,611266],[436621,612401],[437243,499284],[437247,499288],[438937,499699],[438985,499747],[440559,588064],[444713,511187],[444975,511449],[445515,506214],[445563,506262],[447132,506640],[453756,513344],[455607,513850],[455611,513854],[460157,517949],[460517,518122],[461322,518921],[463100,620757],[463478,599106],[468827,525594],[468875,525642],[470444,526020],[475926,536292],[476350,531591],[476612,531853],[484193,538188],[484197,538192],[485887,538603],[485935,538651],[488438,541918],[490289,542424],[490293,542428],[491103,543197],[491463,543370],[497812,548745],[498074,549007],[504988,554277],[507569,561307],[511989,559952],[512037,560000],[513606,560378],[515985,563352],[516099,563466],[517679,563767],[517727,563815],[524368,569149],[533063,579923],[533177,580037],[536716,578451],[536978,578713],[540611,581696],[542180,582074],[555551,595542],[558726,594268],
     [183515,250437,518525,564547],[214115,285052,540723,581808],[215934,286031,542927,582733],[238278,318202,555663,595654],[248163,321201,515989,563356],[248174,321212,562230,597096],[273174,354308,533067,579927],[273185,354319,575027,608391],[282987,356825,580409,609324],[283510,357348,540563,581648],[308410,389290,591131,618305],[308933,389813,555503,595494],[319073,392372,561880,596746],[319609,392908,562142,597008],[341202,420376,603921,625491],[344453,423627,574677,608041],[344989,424163,574939,608303],[355217,426664,580422,609337],[376973,453071,590100,617274],[380101,456199,591144,618318],[411773,483571,603934,625504]
   ]
cell #2500 :
  |C| = 154
  W-rep = phi[[2],[2, 1, 1, 1]]+phi[[1],[3, 1, 1, 1]]
  special rep = phi[[2],[2, 1, 1, 1]] , dim = 84
  orbit = [4, 4, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     14 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [263541],[299083],[334566],[335102],[367802],[370359],[396658],[402865],[405265],[430764],[436485],[462964],[468017],[492679],
     [153498,358890],[183398,394500],[183653,394511],[213378,358153],[215777,428795],[215844,428272],[237541,317465],[247358,393695],[247425,457492],[250073,461279],[250094,460743],[272369,353503],[272436,478507],[282187,427472],[282723,428008],[282744,487753],[285686,490881],[299150,499969],[307610,388490],[308146,389026],[308167,506884],[318265,459935],[318373,457378],[318822,515363],[335123,526264],[341088,420262],[343645,422819],[343753,478393],[344202,532441],[353570,538873],[354381,490045],[354517,487645],[370467,499855],[370916,549595],[376865,452963],[377544,446756],[379265,455363],[379401,506776],[389047,560622],[390042,515227],[393762,564037],[403544,470068],[405401,526156],[411637,483435],[412287,477714],[414001,532305],[422927,538759],[423376,579301],[428029,582318],[428862,583003],[437135,499176],[438849,549459],[444705,511179],[445427,506126],[453642,513230],[455499,560514],[460043,563923],[460492,597596],[461300,598218],[461447,598332],[468739,525506],[476342,531583],[484085,538080],[485799,579165],[490181,582210],[491438,610611],[497804,548737],[511901,559864],[517591,597460],[536708,578443]
   ]
cell #2501 :
  |C| = 105
  W-rep = phi[[1, 1],[2, 2, 1]]
  special rep = phi[[1, 1],[2, 2, 1]] , dim = 105
  orbit = [3, 3, 3, 3, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [215781],[247362],[272373],[282231],[282283],[299087],[307654],[307706],[318317],[334610],[334662],[341752],[341804],[343697],[353507],[368466],[368518],[370411],[377257],[377488],[388534],[388586],[393699],[400648],[400700],[403257],[403488],[412037],[420926],[420978],[422871],[427516],[427568],[428799],[434201],[434432],[436885],[450746],[450798],[453355],[453586],[458042],[458094],[459987],[460839],[466094],[474058],[474110],[479057],[479109],[481151],[481382],[483835],[487849],[488037],[488268],[490933],[500519],[500571],[502613],[502844],[506980],[507168],[507399],[509256],[515415],[515627],[517220],[517272],[526360],[526548],[526779],[528636],[531097],[532493],[532705],[539423],[539475],[539774],[541517],[541748],[548251],[549647],[549859],[553871],[554714],[560718],[560906],[561137],[562994],[564639],[568743],[569586],[573502],[577957],[579353],[579565],[582414],[582833],[586119],[593862],[594705],[597648],[606866],[609774]
   ]
cell #2502 :
  |C| = 70
  W-rep = phi[[1, 1, 1],[2, 2]]
  special rep = phi[[1, 1, 1],[2, 2]] , dim = 70
  orbit = [3, 3, 3, 3, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     70 tau_infinity subcells with 1 member(s)
  subcells = [
     [390062],[414021],[438869],[445447],[468759],[476443],[485819],[495816],[497905],[505059],[511921],[517611],[522490],[524439],[534720],[536809],[540495],[546071],[546338],[551874],[555435],[556848],[558797],[561973],[566910],[570307],[571720],[574770],[575777],[576044],[580493],[581580],[587387],[588394],[588661],[590473],[591215],[592029],[595426],[596839],[600295],[600935],[601677],[602491],[604208],[608134],[609141],[609408],[612035],[612187],[612675],[615250],[617007],[617647],[618389],[619203],[621490],[621926],[623683],[625138],[625290],[625778],[628733],[630255],[630407],[631465],[631901],[635267],[636083],[638812]
   ]
cell #2503 :
  |C| = 105
  W-rep = phi[[1, 1],[2, 2, 1]]
  special rep = phi[[1, 1],[2, 2, 1]] , dim = 105
  orbit = [3, 3, 3, 3, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [285688],[318824],[344204],[354481],[354519],[370918],[379365],[379403],[390049],[405365],[405403],[412251],[412289],[414008],[423378],[437099],[437137],[438856],[445258],[445434],[455463],[455501],[460494],[466308],[466346],[468570],[468746],[476385],[484049],[484087],[485806],[490145],[490183],[491440],[495627],[495803],[497847],[509470],[509508],[511732],[511908],[515841],[515879],[517598],[518415],[522432],[528850],[528888],[532919],[532957],[534531],[534707],[536751],[540161],[540306],[540482],[542846],[550073],[550111],[551685],[551861],[555101],[555246],[555422],[556790],[561761],[561915],[563208],[563246],[569973],[570118],[570294],[571662],[573582],[574558],[574712],[579779],[579817],[580083],[581391],[581567],[586199],[587175],[587329],[590254],[590805],[595092],[595237],[595413],[596781],[598112],[600716],[601267],[604004],[606946],[607922],[608076],[610161],[610482],[612471],[617428],[617979],[620027],[625574],[627444]
   ]
cell #2504 :
  |C| = 55
  W-rep = phi[[3],[1, 1, 1, 1]]+phi[[],[4, 1, 1, 1]]
  special rep = phi[[3],[1, 1, 1, 1]] , dim = 35
  orbit = [6, 2, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 1
  number of tau_infinity subcells = 35
     15 tau_infinity subcells with 1 member(s)
     20 tau_infinity subcells with 2 member(s)
  subcells = [
     [299230],[335204],[370381],[371002],[402887],[405320],[430786],[436540],[438769],[463019],[468207],[492869],[497359],[519890],[543557],
     [183661,322555],[215924,358774],[247505,393842],[250175,394355],[272516,353650],[282825,428110],[285772,428693],[308248,389128],[318287,459957],[318908,460578],[343667,422841],[344288,423462],[354436,490100],[376887,452985],[379320,455418],[389962,517511],[411692,483490],[413921,485719],[444895,511369],[475897,536263]
   ]
cell #2505 :
  |C| = 154
  W-rep = phi[[2],[2, 1, 1, 1]]+phi[[1],[3, 1, 1, 1]]
  special rep = phi[[2],[2, 1, 1, 1]] , dim = 84
  orbit = [4, 4, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     14 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [370997],[405853],[438820],[439324],[468258],[470334],[492920],[497576],[499414],[520107],[524144],[544323],[547702],[565406],
     [216164,491544],[250162,518352],[250532,461440],[282812,540098],[285708,542810],[285767,491519],[308235,555038],[318844,561725],[318903,460573],[321953,518865],[321965,564189],[335191,569910],[344224,574522],[344283,423457],[354539,539994],[354969,490633],[354981,580285],[358221,543314],[370938,587139],[379423,554934],[379853,455951],[379865,591007],[389115,595029],[390013,517562],[390097,561644],[390517,518066],[405423,569806],[405865,601469],[412309,531824],[413972,485770],[414056,574441],[414476,486274],[423398,607886],[424373,542070],[424403,580198],[428097,610098],[428935,610717],[437157,548978],[438904,587058],[444946,511420],[445482,554465],[447022,513496],[447052,590920],[455521,594925],[455963,618181],[456937,563482],[460514,619991],[461368,620483],[468794,569337],[470364,601382],[476114,536480],[476532,574029],[477952,538318],[484107,578684],[485854,607805],[490203,609994],[490645,627646],[491460,628052],[497994,586646],[504764,558502],[504959,590525],[511956,594456],[513526,618094],[517646,619910],[518877,633717],[524339,600987],[530548,577408],[536898,607393],[542100,627559],[558697,617699]
   ]
cell #2506 :
  |C| = 154
  W-rep = phi[[2],[2, 1, 1, 1]]+phi[[1],[3, 1, 1, 1]]
  special rep = phi[[2],[2, 1, 1, 1]] , dim = 84
  orbit = [4, 4, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     14 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [335274],[371013],[405331],[405946],[436551],[438821],[463030],[468259],[470301],[492921],[497543],[520074],[524014],[544193],
     [216167,358887],[250245,394425],[250534,394521],[282895,428180],[285769,428282],[285783,428704],[308318,389198],[318905,457502],[318919,460589],[321976,460732],[322046,461180],[344285,478517],[344299,423473],[354447,490111],[354992,487742],[355062,490726],[358240,490869],[370999,499979],[379331,455429],[379876,506873],[379946,456044],[390014,517563],[390108,515293],[390536,515351],[405876,526253],[411703,483501],[413973,485771],[414067,532371],[414495,532429],[423459,538883],[424340,542037],[424455,539995],[438915,549525],[439343,549583],[444947,511421],[445493,506192],[446989,513463],[447104,554935],[455974,560611],[456991,561611],[460575,564047],[461442,564858],[468805,525572],[470416,569807],[476081,536447],[476584,531825],[478006,574408],[485865,579231],[486293,579289],[490656,582307],[491521,583013],[498046,548979],[499468,587025],[504634,558372],[505143,554432],[511967,559930],[513578,594926],[517657,597526],[518085,597584],[518888,598207],[524523,569304],[530813,573899],[536950,578685],[538372,607772],[542152,609995],[543333,610599],[547967,586516],[558881,594423],[563536,619877],[577673,607263]
   ]
cell #2507 :
  |C| = 105
  W-rep = phi[[1, 1],[2, 2, 1]]
  special rep = phi[[1, 1],[2, 2, 1]] , dim = 105
  orbit = [3, 3, 3, 3, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [358243],[390539],[414498],[424458],[424496],[439346],[447107],[447145],[457001],[470419],[470457],[476587],[476625],[478016],[486296],[498049],[498087],[499478],[505029],[505153],[513581],[513619],[518088],[522634],[522672],[524409],[524533],[530844],[536953],[536991],[538382],[542155],[542193],[543336],[546308],[546432],[547998],[556992],[557030],[558767],[558891],[562117],[562155],[563546],[564274],[567106],[571864],[571902],[574914],[574952],[576014],[576138],[577704],[580370],[580463],[580587],[582512],[587531],[587569],[588631],[588755],[591092],[591185],[591309],[592225],[595897],[595999],[596983],[597021],[601554],[601647],[601771],[602687],[604059],[604673],[604775],[608278],[608316],[608503],[609378],[609502],[612526],[613140],[613242],[615182],[615510],[618266],[618359],[618483],[619399],[620383],[621858],[622186],[623915],[625629],[626243],[626345],[627731],[627948],[629032],[631833],[632161],[633429],[636382],[637442]
   ]
cell #2508 :
  |C| = 189
  W-rep = phi[[2, 1, 1, 1],[1, 1]]+phi[[2, 1, 1],[1, 1, 1]]
  special rep = phi[[2, 1, 1],[1, 1, 1]] , dim = 105
  orbit = [4, 2, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     21 tau_infinity subcells with 1 member(s)
     84 tau_infinity subcells with 2 member(s)
  subcells = [
     [518624],[541336],[543075],[558330],[562762],[562830],[564392],[577279],[577347],[581177],[581201],[593303],[593327],[596335],[596546],[606226],[606437],[608989],[616052],[616855],[624566],
     [292581,364789],[323317,395153],[328627,399976],[347001,417249],[363763,432983],[364535,433766],[373715,442097],[382551,450074],[399681,465518],[402052,467746],[408551,473386],[416223,479933],[416995,480716],[426175,489047],[434020,496657],[435759,497117],[441071,501395],[441843,502178],[449779,508680],[452150,510908],[458649,516548],[463990,520881],[465862,523279],[465930,523347],[467492,523718],[473091,528060],[475462,530288],[480970,535561],[482709,536021],[488793,541082],[492177,543869],[495413,547022],[495437,547046],[496822,547229],[502432,552715],[504171,553175],[509024,557637],[509092,557705],[510654,558076],[516253,562418],[519342,565077],[521887,566751],[521986,567442],[522197,567653],[523972,573202],[528404,572509],[528472,572577],[530034,572948],[534317,576728],[534341,576752],[535726,576935],[543724,583248],[545690,584518],[545919,585118],[547573,589896],[547641,589964],[551471,589345],[551495,589369],[552880,589552],[556245,591870],[556344,592561],[556555,592772],[566606,599388],[568184,603765],[568208,603789],[571117,602332],[571216,603023],[571427,603234],[575396,605265],[575625,605865],[584265,611388],[585479,614693],[585690,614904],[588013,613732],[588242,614332],[591725,616100],[599055,620973],[599340,622728],[600143,623531],[602187,622776],[610915,628361],[611243,628409],[611463,629683],[620678,633935]
   ]
cell #2509 :
  |C| = 70
  W-rep = phi[[1, 1, 1],[2, 2]]
  special rep = phi[[1, 1, 1],[2, 2]] , dim = 70
  orbit = [3, 3, 3, 3, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     70 tau_infinity subcells with 1 member(s)
  subcells = [
     [212850],[237013],[263013],[269901],[296615],[305409],[316937],[329576],[332365],[341494],[351035],[357625],[365230],[368208],[383500],[386289],[391227],[399869],[400390],[409500],[415186],[417690],[420668],[425271],[433703],[440034],[442538],[447920],[449967],[450488],[457784],[459598],[471232],[473279],[473800],[476741],[478799],[480653],[486984],[489488],[497010],[498203],[500261],[502115],[505316],[514394],[516441],[516962],[522788],[523655],[524696],[530936],[535914],[537107],[539165],[541019],[546595],[548090],[553068],[557146],[558013],[559054],[567198],[572018],[572885],[576301],[577796],[588918],[592317],[602779]
   ]
cell #2510 :
  |C| = 105
  W-rep = phi[[1, 1],[2, 2, 1]]
  special rep = phi[[1, 1],[2, 2, 1]] , dim = 105
  orbit = [3, 3, 3, 3, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [183340],[213320],[237483],[246924],[263483],[271935],[282232],[298649],[305727],[307655],[317407],[318316],[332683],[334611],[341753],[343696],[353069],[358095],[365548],[368467],[370410],[377258],[377487],[386607],[388535],[393261],[394442],[400649],[403258],[403487],[412036],[418008],[420927],[422870],[425589],[427517],[428361],[434202],[434431],[436884],[442856],[448238],[450747],[453356],[453585],[457581],[458043],[459986],[460788],[466093],[471550],[474059],[478596],[479058],[481152],[481381],[483834],[487798],[488038],[488267],[489806],[500058],[500520],[502614],[502843],[506929],[507169],[507398],[509255],[514712],[515023],[515626],[517221],[526309],[526549],[526778],[528635],[531098],[532101],[532704],[538962],[539424],[541518],[541747],[543286],[548252],[549255],[549858],[553781],[553870],[560667],[560907],[561136],[562993],[564126],[564588],[568653],[568742],[577958],[578961],[579564],[582363],[593772],[593861],[597256]
   ]
cell #2511 :
  |C| = 105
  W-rep = phi[[1, 1],[2, 2, 1]]
  special rep = phi[[1, 1],[2, 2, 1]] , dim = 105
  orbit = [3, 3, 3, 3, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [393864],[424874],[447523],[457036],[457075],[470835],[478051],[478090],[487322],[499513],[499552],[505188],[505227],[506453],[513997],[524568],[524607],[525833],[530883],[530953],[538417],[538456],[542571],[546467],[546506],[548037],[548107],[553689],[558926],[558965],[560191],[563581],[563620],[564690],[567145],[567215],[568561],[576173],[576212],[577743],[577813],[580622],[580661],[581887],[582547],[584878],[588790],[588829],[591344],[591383],[592264],[592334],[593680],[595932],[596038],[596108],[597787],[601806],[601845],[602726],[602796],[604708],[604814],[604884],[605625],[608648],[608749],[609537],[609576],[613175],[613281],[613351],[614092],[615305],[615655],[615756],[618518],[618557],[618727],[619438],[619508],[621981],[622331],[622432],[624007],[624174],[626278],[626384],[626454],[627195],[627983],[629124],[629291],[630642],[631956],[632306],[632407],[633464],[633640],[634444],[636474],[636641],[637587],[639665],[640383]
   ]
cell #2512 :
  |C| = 105
  W-rep = phi[[1, 1],[2, 2, 1]]
  special rep = phi[[1, 1],[2, 2, 1]] , dim = 105
  orbit = [3, 3, 3, 3, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [393971],[424981],[447630],[457047],[470942],[478062],[487323],[499524],[505199],[506454],[514104],[514988],[518775],[524579],[525834],[530954],[532066],[538428],[542678],[542967],[546478],[548108],[549220],[553690],[553746],[558937],[560192],[562270],[563592],[564320],[567216],[568562],[568618],[573427],[575067],[576184],[577814],[578926],[580633],[580741],[581888],[582773],[584879],[584935],[586044],[587684],[588801],[591355],[591463],[592335],[593681],[593737],[596046],[596109],[597136],[597221],[597995],[599665],[601817],[601925],[602797],[604822],[604885],[605626],[605682],[606791],[608431],[608750],[608806],[609548],[609656],[613289],[613352],[614093],[614149],[615313],[615757],[615813],[616377],[618529],[618637],[618896],[619446],[619509],[621989],[622433],[622489],[623053],[624008],[624343],[626392],[626455],[627196],[627252],[629125],[629460],[630650],[631964],[632408],[632464],[633028],[634452],[636475],[636810],[639673]
   ]
cell #2513 :
  |C| = 105
  W-rep = phi[[1, 1],[2, 2, 1]]
  special rep = phi[[1, 1],[2, 2, 1]] , dim = 105
  orbit = [3, 3, 3, 3, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [460795],[487805],[506936],[515075],[526316],[532153],[539787],[549307],[553833],[554727],[560674],[561476],[564595],[568705],[569599],[573515],[574273],[579013],[582370],[582610],[585022],[586132],[586890],[590145],[590203],[593824],[594718],[596260],[597308],[597846],[599753],[600607],[600665],[603964],[605036],[605769],[606879],[607637],[608893],[608917],[609787],[610440],[611707],[611765],[612431],[613503],[614236],[615900],[615924],[616465],[617319],[617377],[618908],[618984],[619660],[619742],[620280],[621246],[622576],[622600],[623141],[624355],[624431],[624810],[624868],[625534],[626606],[626784],[626842],[627339],[627363],[629472],[629548],[629927],[629985],[630662],[630897],[630955],[631221],[632551],[632575],[632720],[633040],[633116],[634464],[634699],[634757],[635023],[635569],[635728],[636822],[636898],[637277],[637335],[638298],[638457],[639070],[639685],[639920],[639978],[640244],[640954],[641855],[642014],[643263]
   ]
cell #2514 :
  |C| = 140
  W-rep = phi[[1, 1, 1],[2, 1, 1]]+phi[[1],[2, 2, 2]]
  special rep = phi[[1, 1, 1],[2, 1, 1]] , dim = 105
  orbit = [3, 3, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     70 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [377241],[399871],[403241],[433710],[434185],[449969],[453339],[465635],[473281],[480660],[481135],[488021],[497012],[502122],[502597],[507152],[508797],[516443],[522790],[523662],[526532],[528177],[531081],[535916],[541026],[541501],[546481],[546602],[547346],[548235],[553070],[553700],[557148],[558020],[560890],[562535],[567250],[567343],[568572],[572020],[572892],[573430],[576187],[576308],[577052],[577941],[584889],[584938],[586047],[587687],[588804],[588925],[589669],[592369],[592462],[593691],[599668],[601820],[601941],[602831],[602924],[605636],[605685],[606794],[613386],[614103],[614152],[616380],[622492],[623056],
     [428305,582586],[457525,596236],[478540,605012],[487357,608760],[500002,613479],[506488,615767],[514991,618899],[525868,622443],[530988,624018],[532069,624346],[538906,626582],[542970,582776],[543230,610416],[548142,629135],[549223,629463],[553749,630653],[560226,632418],[562273,597139],[564070,619636],[564336,598011],[568621,634455],[575070,608434],[577848,636485],[578929,636813],[580636,609551],[580757,609672],[581922,627206],[591358,618532],[591479,618653],[593740,639676],[596143,619543],[597224,633031],[604919,626489],[608809,627255],[615816,632467]
   ]
cell #2515 :
  |C| = 126
  W-rep = phi[[2, 1, 1],[1, 1, 1]]+phi[[],[3, 2, 2]]
  special rep = phi[[2, 1, 1],[1, 1, 1]] , dim = 105
  orbit = [4, 2, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     84 tau_infinity subcells with 1 member(s)
     21 tau_infinity subcells with 2 member(s)
  subcells = [
     [292688],[328730],[347108],[364622],[373822],[382654],[395207],[399618],[402159],[408654],[417082],[426282],[433037],[434698],[435862],[441930],[449716],[452257],[458752],[466475],[466547],[467579],[473028],[475569],[479987],[481648],[482812],[488880],[495956],[495976],[496759],[501449],[503110],[504274],[509637],[509709],[510741],[516190],[520935],[521559],[522374],[522657],[527045],[529017],[529089],[530121],[534860],[534880],[535663],[544133],[545480],[546244],[550240],[550312],[552014],[552034],[552817],[555917],[556732],[557015],[565238],[566445],[570447],[570467],[570789],[571604],[571887],[575186],[575950],[583367],[583937],[587271],[587554],[587803],[588567],[591564],[598845],[600539],[601583],[602026],[610999],[611082],[612378],[620734],
     [460953,518731],[488534,542014],[491084,543178],[507665,561403],[516008,563375],[516080,563447],[518457,564479],[533086,579946],[533158,580018],[540635,581720],[540655,581740],[555575,595566],[555595,595586],[561857,596723],[562140,597006],[574654,608018],[574937,608301],[580399,609314],[590077,617251],[591121,618295],[603911,625481]
   ]
cell #2516 :
  |C| = 189
  W-rep = phi[[2, 1, 1, 1],[1, 1]]+phi[[2, 1, 1],[1, 1, 1]]
  special rep = phi[[2, 1, 1],[1, 1, 1]] , dim = 105
  orbit = [4, 2, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     21 tau_infinity subcells with 1 member(s)
     84 tau_infinity subcells with 2 member(s)
  subcells = [
     [491199],[516766],[518616],[536239],[541256],[541328],[543019],[558250],[558322],[562754],[562774],[577271],[577291],[580823],[581106],[592949],[593232],[596299],[605146],[606190],[616016],
     [257078,328845],[292573,364781],[311002,382769],[328571,399920],[337958,408769],[346993,417241],[359632,429486],[364383,433497],[366941,435977],[373707,442089],[382495,450018],[391882,458867],[399110,465066],[400194,467233],[402044,467738],[408495,473330],[416843,480447],[419401,482927],[426167,489039],[433940,496577],[434012,496649],[435703,497061],[441691,501909],[444249,504389],[449208,508228],[450292,510395],[452142,510900],[458593,516492],[465854,523271],[465874,523291],[467340,523449],[472520,527608],[473604,529775],[475454,530280],[480890,535481],[480962,535553],[482653,535965],[488641,540813],[493856,545057],[494572,545589],[495059,546668],[495342,546951],[497335,553393],[502352,552635],[502424,552707],[504115,553119],[509016,557629],[509036,557649],[510502,557807],[519833,565347],[521396,566481],[521950,567406],[523892,573122],[523964,573194],[528396,572501],[528416,572521],[529882,572679],[533476,575295],[533963,576374],[534246,576657],[543970,583403],[545444,584363],[547565,589888],[547585,589908],[550630,587912],[551117,588991],[551400,589274],[555754,591600],[556308,592525],[565202,598529],[565939,598954],[567830,603411],[568113,603694],[570626,602062],[571180,602987],[575150,605110],[583774,611118],[584399,613613],[585443,614657],[587767,613577],[598565,620854],[598809,620818],[599304,622692],[610879,628325]
   ]
cell #2517 :
  |C| = 154
  W-rep = phi[[2],[2, 1, 1, 1]]+phi[[1],[3, 1, 1, 1]]
  special rep = phi[[2],[2, 1, 1, 1]] , dim = 84
  orbit = [4, 4, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     14 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [526279],[549542],[568344],[569532],[569540],[569830],[583546],[585904],[585912],[586844],[598666],[598674],[600500],[610960],
     [394522,598254],[428283,610226],[428882,583091],[446757,615386],[457379,618764],[457503,618810],[460744,620113],[460758,598233],[470069,622062],[477713,624063],[478394,624211],[478518,624257],[487644,626677],[487754,626706],[487768,582333],[490828,610558],[490880,627757],[499175,629180],[499856,629328],[499980,629374],[506121,615378],[506775,630790],[506885,630819],[506899,560637],[513231,632037],[515222,618756],[515310,597543],[515362,632664],[518272,620403],[525501,622054],[526155,634592],[526265,634621],[531550,604293],[532300,624203],[532388,579248],[532440,635672],[538079,636530],[538760,636678],[538884,636724],[539720,609720],[539728,609728],[540018,610018],[548704,612760],[549454,629320],[549594,638401],[553472,593463],[554660,594651],[554668,594659],[554958,594949],[559859,632029],[560513,639813],[560623,639842],[561430,619696],[563924,640420],[564048,640466],[564859,640708],[573287,606651],[573295,606659],[574227,607591],[578410,625863],[579160,636670],[579300,641958],[582209,642357],[582319,642386],[583014,642551],[590038,617212],[597455,640412],[597595,643607],[598219,643720],[610610,644413]
   ]
cell #2518 :
  |C| = 105
  W-rep = phi[[2, 1],[1, 1, 1, 1]]+phi[[],[3, 2, 1, 1]]
  special rep = phi[[2, 1],[1, 1, 1, 1]] , dim = 70
  orbit = [4, 2, 2, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     35 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [365555],[400699],[418015],[434424],[442863],[450797],[461948],[466032],[471557],[474109],[481374],[494780],[500065],[500570],[502836],[509194],[526287],[526359],[526771],[528574],[533684],[549619],[549639],[549797],[550838],[566147],[568471],[569550],[569833],[583673],[585922],[586847],[598684],[600503],[610963],
     [425596,489813],[428368,543293],[428890,583099],[448245,514719],[457588,564133],[458093,517271],[460766,598241],[460838,564638],[461383,598313],[478603,538969],[479108,539474],[487776,582341],[487848,582413],[488260,541740],[490905,610635],[490925,582825],[506907,560645],[506979,560717],[507391,561129],[515387,597620],[515407,597640],[515565,562932],[518275,620406],[532465,579325],[532485,579345],[532643,579503],[539738,609738],[540021,610021],[553599,593590],[554678,594669],[554961,594952],[561433,619699],[573305,606669],[574230,607594],[590041,617215]
   ]
cell #2519 :
  |C| = 126
  W-rep = phi[[2, 1, 1],[1, 1, 1]]+phi[[],[3, 2, 2]]
  special rep = phi[[2, 1, 1],[1, 1, 1]] , dim = 105
  orbit = [4, 2, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     84 tau_infinity subcells with 1 member(s)
     21 tau_infinity subcells with 2 member(s)
  subcells = [
     [364686],[399876],[417146],[433673],[441994],[449974],[461890],[465460],[467643],[473286],[480623],[488944],[494722],[496040],[497017],[502085],[508622],[510805],[516448],[522736],[522795],[523625],[528002],[530185],[533626],[534944],[535921],[540989],[546549],[546565],[547171],[550780],[552098],[553075],[557094],[557153],[557983],[562360],[566089],[566532],[567068],[567258],[570531],[571966],[572025],[572855],[576255],[576271],[576877],[583454],[584350],[584821],[587633],[587692],[588872],[588888],[589494],[591651],[592187],[592377],[598516],[599272],[601888],[601904],[602113],[602649],[602839],[605097],[605568],[610847],[611169],[613204],[613394],[613564],[614035],[615984],[620805],[621764],[622375],[622660],[628256],[628293],[628976],[633868],
     [518521,564543],[540719,581804],[542975,582781],[555659,595650],[562219,597085],[562278,597144],[564299,597974],[575016,608380],[575075,608439],[580704,609619],[580720,609635],[591426,618600],[591442,618616],[595961,619361],[596151,619551],[604737,626307],[604927,626497],[608692,627138],[615088,631739],[615699,632350],[623859,636326]
   ]
cell #2520 :
  |C| = 189
  W-rep = phi[[2, 1, 1, 1],[1, 1]]+phi[[2, 1, 1],[1, 1, 1]]
  special rep = phi[[2, 1, 1],[1, 1, 1]] , dim = 105
  orbit = [4, 2, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     21 tau_infinity subcells with 1 member(s)
     84 tau_infinity subcells with 2 member(s)
  subcells = [
     [543083],[562838],[564435],[577355],[581185],[581244],[582645],[593311],[593370],[596604],[596620],[606495],[606511],[608976],[609166],[616842],[617032],[619077],[624553],[625164],[631045],
     [328635,399984],[364578,433809],[382559,450082],[399740,465694],[408559,473394],[417038,480759],[429473,491966],[433484,495074],[435767,497125],[441886,502221],[449838,508856],[458657,516556],[465053,521676],[465938,523355],[467535,523761],[473150,528236],[480434,533978],[482717,536029],[488836,541125],[495421,547030],[495480,547089],[496881,547405],[501896,551132],[504179,553183],[508215,556034],[509100,557713],[510697,558119],[516312,562594],[522255,567711],[522271,567727],[523436,567845],[527595,570906],[528480,572585],[530077,572991],[534325,576736],[534384,576795],[535785,577111],[540800,580838],[545044,584054],[545576,584414],[545906,585105],[546096,585295],[547649,589972],[551479,589353],[551538,589412],[552939,589728],[556613,592830],[556629,592846],[557794,592964],[565334,598580],[566432,599291],[566784,599846],[568192,603773],[568251,603832],[571485,603292],[571501,603308],[572666,603426],[575282,605161],[575612,605852],[575802,606042],[583354,610866],[584331,611431],[585748,614962],[585764,614978],[587899,613628],[588229,614319],[588419,614509],[591551,616003],[591903,616558],[598497,620646],[598941,620869],[600130,623518],[600320,623708],[602013,622679],[602365,623234],[605078,624534],[611069,628312],[611450,629670],[612061,630281],[613545,629651],[620665,633922],[620786,633903],[621070,634847],[628202,637951]
   ]
cell #2521 :
  |C| = 105
  W-rep = phi[[2, 1],[1, 1, 1, 1]]+phi[[],[3, 2, 1, 1]]
  special rep = phi[[2, 1],[1, 1, 1, 1]] , dim = 70
  orbit = [4, 2, 2, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     35 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [434488],[466344],[481438],[495796],[502900],[509506],[519357],[522389],[526835],[528886],[534700],[545705],[549703],[550109],[551854],[556747],[569912],[569971],[570287],[571619],[575411],[587152],[587168],[587286],[588028],[599070],[600554],[601245],[601435],[611014],[612365],[612920],[620721],[621745],[628237],
     [488324,541804],[490989,582889],[491546,610719],[507455,561193],[515471,597704],[515877,563244],[518354,620485],[518413,598110],[518970,620544],[532549,579409],[532955,579815],[540100,610100],[540159,610159],[540475,581560],[542823,628065],[542839,610475],[555040,595031],[555099,595090],[555415,595406],[561738,620004],[561754,620020],[561872,596738],[564155,633683],[574535,607899],[574551,607915],[574669,608033],[580061,627422],[580251,627612],[590092,617266],[590783,617957],[590973,618147],[595677,633209],[603898,625468],[604453,626023],[615069,631720]
   ]
cell #2522 :
  |C| = 126
  W-rep = phi[[2, 1, 1],[1, 1, 1]]+phi[[],[3, 2, 2]]
  special rep = phi[[2, 1, 1],[1, 1, 1]] , dim = 105
  orbit = [4, 2, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     84 tau_infinity subcells with 1 member(s)
     21 tau_infinity subcells with 2 member(s)
  subcells = [
     [292676],[323324],[328719],[347096],[363770],[364629],[373810],[382643],[399688],[402147],[408643],[416230],[417089],[426270],[434686],[435851],[441078],[441937],[449786],[452245],[458741],[463997],[466376],[466536],[467586],[473098],[475557],[481636],[482801],[488887],[492184],[495865],[495983],[496829],[503098],[504263],[509538],[509698],[510748],[516260],[519377],[521894],[522409],[522585],[527033],[528918],[529078],[530128],[534769],[534887],[535733],[543745],[545725],[546265],[550141],[550301],[551923],[552041],[552887],[556252],[556767],[556943],[566627],[570356],[570474],[571124],[571639],[571815],[575431],[575971],[584272],[587306],[587482],[588048],[588588],[591746],[599090],[600574],[601604],[602208],[611034],[611264],[612399],[620755],
     [460941,518719],[488522,542002],[491073,543167],[507653,561391],[515909,563276],[516069,563436],[518464,564486],[532987,579847],[533147,580007],[540544,581629],[540662,581747],[555484,595475],[555602,595593],[561892,596758],[562068,596934],[574689,608053],[574865,608229],[580420,609335],[590112,617286],[591142,618316],[603932,625502]
   ]
cell #2523 :
  |C| = 189
  W-rep = phi[[2, 1, 1, 1],[1, 1]]+phi[[2, 1, 1],[1, 1, 1]]
  special rep = phi[[2, 1, 1],[1, 1, 1]] , dim = 105
  orbit = [4, 2, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     21 tau_infinity subcells with 1 member(s)
     84 tau_infinity subcells with 2 member(s)
  subcells = [
     [491187],[516754],[518605],[536227],[541157],[541317],[543026],[558151],[558311],[562663],[562781],[577180],[577298],[580858],[581034],[592984],[593160],[596320],[605181],[606211],[616037],
     [257066,465760],[287064,543718],[292562,495316],[310990,508922],[327752,566600],[328578,522128],[337946,528302],[346982,534220],[364462,545913],[366929,547471],[373696,551374],[381676,591719],[382502,556486],[391870,562660],[400182,567793],[402033,568087],[407676,602181],[408502,571358],[416922,575619],[419389,577177],[426156,581080],[431839,611237],[433841,547121],[434001,585411],[435710,585621],[441770,588236],[444237,589794],[450280,592912],[452131,593206],[458600,596477],[462144,620672],[465763,567796],[465881,600056],[467419,600137],[473592,603374],[475443,603668],[480791,576827],[480951,606158],[482660,606368],[488720,608983],[491986,628197],[494976,611457],[495094,611846],[495270,585365],[497323,553381],[502253,589444],[502413,614625],[504122,614835],[508925,592915],[509043,616768],[510581,616849],[519327,620653],[521696,621065],[521971,599853],[523793,573023],[523953,573183],[528305,603377],[528423,623444],[529961,623525],[533880,624560],[533998,624949],[534174,606112],[545675,611438],[547474,589797],[547592,589915],[551034,629677],[551152,630066],[551328,614579],[556054,631040],[556329,616565],[566343,633929],[567865,603446],[568041,603622],[570926,634842],[571201,623241],[575381,624541],[584074,637946],[584434,613648],[585464,614678],[587998,629658],[598600,620889],[599040,633910],[599325,622713],[610900,628346]
   ]
cell #2524 :
  |C| = 105
  W-rep = phi[[2, 1],[1, 1, 1, 1]]+phi[[],[3, 2, 1, 1]]
  special rep = phi[[2, 1],[1, 1, 1, 1]] , dim = 70
  orbit = [4, 2, 2, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     35 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [495862],[522631],[534766],[546422],[551920],[556989],[565035],[567075],[570003],[570353],[571861],[576128],[584476],[587234],[587237],[587528],[588745],[592194],[601505],[601551],[601761],[602656],[605223],[612927],[613130],[613211],[613690],[620931],[621752],[621771],[622160],[628244],[628263],[628971],[633863],
     [491557,583087],[518445,598142],[518983,598302],[540191,610191],[540541,581626],[542905,610541],[542908,610544],[555131,595122],[555481,595472],[561820,620086],[561823,620089],[562114,596980],[564225,620334],[564271,620380],[574617,607981],[574620,607984],[574911,608275],[580321,627682],[580367,627728],[580577,609492],[582502,627938],[591043,618217],[591089,618263],[591299,618473],[595684,633216],[595887,633419],[595968,619368],[604460,626030],[604663,626233],[604744,626314],[608477,637416],[615076,631727],[615095,631746],[615484,632135],[623854,636321]
   ]
cell #2525 :
  |C| = 126
  W-rep = phi[[2, 1, 1],[1, 1, 1]]+phi[[],[3, 2, 2]]
  special rep = phi[[2, 1, 1],[1, 1, 1]] , dim = 105
  orbit = [4, 2, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     84 tau_infinity subcells with 1 member(s)
     21 tau_infinity subcells with 2 member(s)
  subcells = [
     [328738],[359569],[364678],[382662],[399047],[399833],[408662],[417138],[433551],[435870],[441986],[449145],[449931],[458760],[466555],[467635],[472457],[473243],[480501],[482820],[488936],[493793],[495964],[496032],[496974],[501963],[504282],[509717],[510797],[516405],[519505],[522728],[522752],[523503],[529097],[530177],[534868],[534936],[535878],[540867],[543760],[545853],[546280],[546491],[550320],[552022],[552090],[553032],[557086],[557110],[557861],[565041],[566642],[567081],[570455],[570523],[571958],[571982],[572733],[575559],[575986],[576197],[584482],[587625],[587649],[588176],[588603],[588814],[591761],[592200],[599218],[601619],[601830],[602223],[602662],[605229],[611279],[612414],[613217],[613696],[620770],[620937],[621777],[628269],
     [491092,543186],[516088,563455],[518513,564535],[533166,580026],[540643,581728],[540711,581796],[542932,582738],[555583,595574],[555651,595642],[562211,597077],[562235,597101],[575008,608372],[575032,608396],[580435,609350],[580646,609561],[591157,618331],[591368,618542],[595974,619374],[603947,625517],[604750,626320],[615101,631752]
   ]
cell #2526 :
  |C| = 70
  W-rep = phi[[1, 1, 1],[2, 2]]
  special rep = phi[[1, 1, 1],[2, 2]] , dim = 70
  orbit = [3, 3, 3, 3, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     70 tau_infinity subcells with 1 member(s)
  subcells = [
     [354489],[379373],[405373],[412259],[437107],[445320],[455471],[466316],[468632],[476430],[484057],[490153],[495689],[497892],[509478],[511794],[515849],[522164],[522477],[528858],[532927],[534593],[536796],[540368],[546058],[550081],[551747],[555308],[556522],[556835],[561960],[563216],[570180],[571394],[571707],[573854],[574757],[575764],[579787],[581453],[585657],[586471],[587374],[588381],[590460],[595299],[596513],[596826],[600092],[600282],[600922],[604123],[606404],[607218],[608121],[609128],[612022],[612590],[614871],[616804],[616994],[617634],[621405],[623480],[623670],[625125],[625693],[630242],[631380],[635182]
   ]
cell #2527 :
  |C| = 105
  W-rep = phi[[1, 1],[2, 2, 1]]
  special rep = phi[[1, 1],[2, 2, 1]] , dim = 105
  orbit = [3, 3, 3, 3, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [393855],[424865],[447514],[457012],[457027],[470826],[478027],[478042],[487327],[499489],[499504],[505164],[505179],[506458],[513988],[524544],[524559],[525838],[530919],[530958],[538393],[538408],[542562],[546443],[546458],[548073],[548112],[553722],[558902],[558917],[560196],[563557],[563572],[564681],[567181],[567220],[568594],[576149],[576164],[577779],[577818],[580598],[580613],[581892],[582538],[584911],[588766],[588781],[591320],[591335],[592300],[592339],[593713],[595923],[596074],[596113],[597792],[601782],[601797],[602762],[602801],[604699],[604850],[604889],[605658],[608653],[608782],[609513],[609528],[613166],[613317],[613356],[614125],[615460],[615660],[615789],[618494],[618509],[618747],[619474],[619513],[622136],[622336],[622465],[624124],[624194],[626269],[626420],[626459],[627228],[627974],[629241],[629311],[630718],[632111],[632311],[632440],[633455],[633645],[634520],[636591],[636661],[637592],[639741],[640403]
   ]
cell #2528 :
  |C| = 105
  W-rep = phi[[1, 1],[2, 2, 1]]
  special rep = phi[[1, 1],[2, 2, 1]] , dim = 105
  orbit = [3, 3, 3, 3, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [321957],[354973],[379857],[390055],[390089],[405857],[414014],[414048],[424418],[438862],[438896],[445440],[445474],[447067],[455955],[468752],[468786],[470379],[476391],[476547],[485812],[485846],[490637],[495809],[495843],[497853],[498009],[505023],[511914],[511948],[513541],[517604],[517638],[518869],[522438],[522594],[524403],[534713],[534747],[536757],[536913],[540488],[540522],[542115],[542886],[546302],[551867],[551901],[555428],[555462],[556796],[556952],[558761],[561801],[561921],[562077],[564234],[570300],[570334],[571668],[571824],[574598],[574718],[574874],[576008],[580330],[580457],[581573],[581607],[587215],[587335],[587491],[588625],[590260],[591052],[591179],[595419],[595453],[595718],[596787],[596943],[600722],[601514],[601641],[604053],[604494],[607962],[608082],[608238],[609372],[610522],[612520],[612961],[615166],[617434],[618226],[618353],[620067],[620343],[621842],[625623],[626064],[627691],[631817],[633250]
   ]
cell #2529 :
  |C| = 140
  W-rep = phi[[1, 1, 1],[2, 1, 1]]+phi[[1],[2, 2, 2]]
  special rep = phi[[1, 1, 1],[2, 1, 1]] , dim = 105
  orbit = [3, 3, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     70 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [445305],[468617],[495674],[511779],[522149],[534578],[540353],[546019],[551732],[555293],[556507],[566874],[570165],[571379],[573839],[575725],[581438],[585642],[586456],[588342],[590357],[591993],[595284],[596498],[600077],[600243],[600819],[602455],[604114],[606389],[607203],[609089],[611822],[611919],[612151],[612581],[614856],[616789],[616955],[617531],[619167],[621313],[621335],[621396],[623465],[623631],[624925],[625022],[625254],[625684],[628640],[628649],[630042],[630139],[630371],[631288],[631310],[631371],[634814],[635090],[635112],[635173],[635990],[635999],[638524],[638546],[638719],[638728],[641096],[641105],
     [542852,582523],[561767,595908],[574564,604684],[580110,608550],[587181,613151],[590832,615557],[595709,618738],[601294,622233],[604031,624102],[604485,624185],[607928,626254],[610488,627959],[612498,629219],[612952,629302],[615157,630709],[618006,632208],[620033,633440],[620187,633606],[621833,634511],[625601,636569],[626055,636652],[626899,637392],[627471,637489],[627818,637721],[631012,640035],[631808,639732],[632787,640311],[632809,640333],[633241,640394],[635795,642081],[635817,642103],[637089,642276],[637098,642285],[639212,643405],[639221,643414]
   ]
cell #2530 :
  |C| = 105
  W-rep = phi[[1, 1],[2, 2, 1]]
  special rep = phi[[1, 1],[2, 2, 1]] , dim = 105
  orbit = [3, 3, 3, 3, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [457082],[460686],[478097],[487696],[499559],[505234],[506827],[515013],[524614],[526207],[530926],[532091],[538463],[539755],[546513],[548080],[549245],[553717],[553771],[554695],[558972],[560565],[563627],[567188],[568589],[568643],[569567],[573483],[576219],[577786],[578951],[580668],[582261],[584906],[584960],[586100],[588836],[591390],[592307],[593708],[593762],[594686],[596081],[597246],[598161],[599721],[601852],[602769],[604857],[605653],[605707],[606847],[608777],[608831],[609583],[609755],[610261],[613324],[614120],[614174],[615467],[615784],[615838],[616433],[618564],[618845],[618952],[619481],[620140],[622143],[622460],[622514],[623109],[624119],[624292],[624399],[626427],[626733],[627223],[627277],[629236],[629409],[629516],[630698],[630846],[632118],[632435],[632489],[632656],[633084],[634500],[634648],[635664],[636586],[636759],[636866],[637770],[638393],[639721],[639869],[640501],[640608],[641950],[642413],[643599]
   ]
cell #2531 :
  |C| = 105
  W-rep = phi[[1, 1],[2, 2, 1]]
  special rep = phi[[1, 1],[2, 2, 1]] , dim = 105
  orbit = [3, 3, 3, 3, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [393972],[424982],[447631],[457048],[470943],[478063],[487329],[499525],[505200],[506460],[514105],[514992],[518776],[524580],[525840],[530960],[532070],[538429],[542679],[542968],[546479],[548114],[549224],[553724],[553750],[558938],[560198],[562271],[563593],[564329],[567222],[568596],[568622],[573452],[575068],[576185],[577820],[578930],[580634],[580750],[581894],[582774],[584913],[584939],[586069],[587685],[588802],[591356],[591472],[592341],[593715],[593741],[596091],[596115],[597137],[597225],[598004],[599690],[601818],[601934],[602803],[604867],[604891],[605660],[605686],[606816],[608432],[608784],[608810],[609549],[609665],[613334],[613358],[614127],[614153],[615477],[615791],[615817],[616402],[618530],[618646],[618921],[619491],[619515],[622153],[622467],[622493],[623078],[624126],[624368],[626437],[626461],[627230],[627256],[629243],[629485],[630731],[632128],[632442],[632468],[633053],[634533],[636593],[636835],[639754]
   ]
cell #2532 :
  |C| = 140
  W-rep = phi[[1, 1, 1],[2, 1, 1]]+phi[[1],[2, 2, 2]]
  special rep = phi[[1, 1, 1],[2, 1, 1]] , dim = 105
  orbit = [3, 3, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     70 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [377248],[403248],[434192],[453346],[465642],[465652],[481142],[488028],[495229],[502604],[507159],[508804],[508814],[526539],[528184],[528194],[531088],[534133],[541508],[547353],[547363],[548242],[551287],[553735],[560897],[562542],[562552],[567350],[567360],[568000],[568607],[573451],[577059],[577069],[577948],[580993],[584924],[584970],[585059],[586068],[589676],[589686],[592469],[592479],[593119],[593726],[599689],[599739],[602931],[602941],[603581],[605671],[605717],[605806],[606815],[611743],[613496],[614138],[614184],[614273],[616401],[616451],[622524],[622613],[623077],[623127],[624846],[629534],[629963],[634735],
     [490932,582593],[515414,596243],[532492,605019],[539773,608795],[549646,613486],[554713,615802],[561454,618920],[569585,622478],[573501,624137],[574251,624367],[579352,626589],[582603,610433],[582832,610423],[586118,629254],[586868,629484],[590181,630730],[594704,632453],[596253,619653],[597647,619643],[597859,620293],[600643,634532],[605029,626599],[606865,636604],[607615,636834],[608841,627287],[608930,627376],[609773,627241],[615848,632499],[615937,632588],[617355,639753],[618970,633102],[619720,633052],[624417,636884],[626820,637313],[630933,639956]
   ]
cell #2533 :
  |C| = 70
  W-rep = phi[[1, 1, 1],[2, 2]]
  special rep = phi[[1, 1, 1],[2, 2]] , dim = 70
  orbit = [3, 3, 3, 3, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     70 tau_infinity subcells with 1 member(s)
  subcells = [
     [354586],[379470],[405470],[412356],[437204],[445330],[455568],[466413],[468642],[476431],[484154],[490250],[495699],[497893],[509575],[511804],[515946],[522174],[522478],[528955],[533024],[534603],[536797],[540378],[546059],[550178],[551757],[555318],[556532],[556836],[561961],[563313],[570190],[571404],[571708],[573864],[574758],[575765],[579884],[581463],[585667],[586481],[587375],[588382],[590461],[595309],[596523],[596827],[600102],[600283],[600923],[604124],[606414],[607228],[608122],[609129],[612023],[612591],[614881],[616814],[616995],[617635],[621406],[623490],[623671],[625126],[625694],[630243],[631381],[635183]
   ]
cell #2534 :
  |C| = 105
  W-rep = phi[[1, 1],[2, 2, 1]]
  special rep = phi[[1, 1],[2, 2, 1]] , dim = 105
  orbit = [3, 3, 3, 3, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [393865],[424875],[447524],[457037],[470836],[478052],[487328],[499514],[505189],[506459],[513998],[514993],[524569],[525839],[530959],[532071],[538418],[542572],[546468],[548113],[549225],[553723],[553751],[558927],[560197],[563582],[564691],[567221],[568595],[568623],[573453],[576174],[577819],[578931],[580623],[581893],[582548],[584912],[584940],[586070],[588791],[591345],[592340],[593714],[593742],[595933],[596114],[597226],[597793],[599691],[601807],[602802],[604709],[604890],[605659],[605687],[606817],[608654],[608783],[608811],[609538],[613176],[613357],[614126],[614154],[615661],[615790],[615818],[616403],[618519],[618748],[618922],[619514],[622337],[622466],[622494],[623079],[624125],[624195],[624369],[626279],[626460],[627229],[627257],[627984],[629242],[629312],[629486],[630719],[630732],[632312],[632441],[632469],[633054],[633465],[633646],[634521],[634534],[636592],[636662],[636836],[637593],[639742],[639755],[640404]
   ]
cell #2535 :
  |C| = 105
  W-rep = phi[[1, 1],[2, 2, 1]]
  special rep = phi[[1, 1],[2, 2, 1]] , dim = 105
  orbit = [3, 3, 3, 3, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [321969],[354985],[379869],[390101],[405869],[414060],[424419],[438908],[445486],[447068],[455967],[456999],[468798],[470380],[476548],[478014],[485858],[490649],[495855],[498010],[499476],[505024],[505151],[511960],[513542],[517650],[518881],[522595],[524404],[524531],[530842],[534759],[536914],[538380],[540534],[542116],[542898],[546303],[546430],[547996],[551913],[555474],[556953],[558762],[558889],[561813],[562078],[563544],[564235],[567104],[570346],[571825],[574610],[574875],[576009],[576136],[577702],[580331],[580458],[580585],[581619],[587227],[587492],[588626],[588753],[591053],[591180],[591307],[592223],[595465],[595719],[595997],[596944],[601515],[601642],[601769],[602685],[604054],[604495],[604773],[607974],[608239],[609373],[609500],[610534],[612521],[612962],[613240],[615167],[615180],[618227],[618354],[618481],[619397],[620079],[620344],[621843],[621856],[625624],[626065],[626343],[627692],[631818],[631831],[633251]
   ]
cell #2536 :
  |C| = 140
  W-rep = phi[[1, 1, 1],[2, 1, 1]]+phi[[1],[2, 2, 2]]
  special rep = phi[[1, 1, 1],[2, 1, 1]] , dim = 105
  orbit = [3, 3, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     70 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [505052],[524432],[546331],[558790],[566875],[566903],[576037],[580486],[584666],[588654],[591208],[591994],[592022],[601670],[602456],[602484],[604201],[605413],[609401],[612152],[612180],[612668],[613880],[615228],[618382],[619168],[619196],[621336],[621483],[621580],[621904],[623950],[625255],[625283],[625771],[626983],[628650],[628663],[628711],[629067],[630372],[630400],[631311],[631458],[631555],[631879],[634127],[634164],[635113],[635260],[635357],[636000],[636013],[636061],[636417],[638076],[638547],[638729],[638742],[638790],[639348],[639385],[641106],[641119],[641232],[641269],[641633],[642806],[642877],[643867],
     [582510,610241],[595895,618825],[604671,624272],[608501,626667],[613138,629389],[615508,630780],[618706,632635],[622184,634582],[623913,635606],[624153,635643],[626241,636739],[627819,637722],[627946,637750],[629030,638335],[629270,638372],[630586,639089],[632159,639803],[632810,640334],[633427,640481],[633529,640578],[634388,640973],[635818,642104],[636380,641892],[636620,641929],[637099,642286],[637112,642299],[637440,642347],[639222,643415],[639235,643428],[639609,643282],[640122,643541],[640362,643578],[641562,644222],[642153,644293],[643087,644678]
   ]
cell #2537 :
  |C| = 105
  W-rep = phi[[1, 1],[2, 2, 1]]
  special rep = phi[[1, 1],[2, 2, 1]] , dim = 105
  orbit = [3, 3, 3, 3, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [428201],[457421],[478436],[487348],[487387],[499898],[506479],[506518],[514995],[525859],[525898],[530979],[531018],[532073],[538802],[548133],[548172],[549227],[553728],[553753],[560217],[560256],[563966],[567241],[567280],[568600],[568625],[573455],[577839],[577878],[578933],[581913],[581952],[582932],[584917],[584942],[586072],[592360],[592399],[593719],[593744],[596134],[596173],[597228],[597813],[599693],[602822],[602861],[604910],[604949],[605664],[605689],[606819],[608674],[608788],[608813],[610243],[613377],[613416],[614131],[614156],[615681],[615795],[615820],[616405],[618827],[618924],[619534],[619573],[622357],[622471],[622496],[623081],[624130],[624274],[624371],[626480],[626519],[626669],[627234],[627259],[629247],[629391],[629488],[630734],[630782],[632332],[632446],[632471],[633056],[633666],[634536],[634584],[635608],[636597],[636741],[636838],[637613],[637752],[638337],[639757],[639805],[640483],[641894],[642349]
   ]
cell #2538 :
  |C| = 105
  W-rep = phi[[1, 1],[2, 2, 1]]
  special rep = phi[[1, 1],[2, 2, 1]] , dim = 105
  orbit = [3, 3, 3, 3, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [428306],[457526],[478541],[487358],[500003],[506489],[514996],[525869],[530989],[532074],[538907],[539748],[543231],[548143],[549228],[553754],[554688],[560227],[564071],[564337],[567251],[568626],[569560],[573456],[573476],[577849],[578934],[580758],[581923],[582594],[584943],[586073],[586093],[590157],[591480],[592370],[593745],[594679],[596144],[596244],[597229],[598012],[599694],[599714],[600619],[601942],[602832],[604920],[605020],[605690],[606820],[606840],[608796],[608814],[609673],[609748],[610424],[611719],[613387],[613487],[614157],[615803],[615821],[616406],[616426],[617331],[618654],[618925],[618945],[619544],[619644],[622479],[622497],[623082],[623102],[624138],[624372],[624392],[624822],[626490],[626590],[626796],[627242],[627260],[629255],[629489],[629509],[629939],[630735],[630909],[632454],[632472],[633057],[633077],[634537],[634711],[635616],[636605],[636839],[636859],[637289],[638345],[639758],[639932],[641902]
   ]
cell #2539 :
  |C| = 105
  W-rep = phi[[1, 1],[2, 2, 1]]
  special rep = phi[[1, 1],[2, 2, 1]] , dim = 105
  orbit = [3, 3, 3, 3, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [490940],[515422],[532500],[539817],[549654],[554757],[561482],[569629],[573545],[574279],[579360],[580089],[582840],[586162],[586896],[590209],[590811],[594748],[597655],[597867],[599783],[600671],[601273],[603980],[604010],[606909],[607643],[608938],[609817],[610293],[611771],[612447],[612477],[615126],[615945],[616495],[617383],[617985],[619014],[619038],[619748],[620301],[621262],[621292],[621802],[622621],[623171],[624461],[624485],[624874],[625550],[625580],[626808],[626848],[627384],[627450],[627899],[628609],[629578],[629602],[629991],[630921],[630961],[631237],[631267],[631777],[632596],[632736],[632766],[633146],[633170],[634723],[634763],[635039],[635069],[635628],[635744],[635774],[635959],[636928],[636952],[637058],[637301],[637341],[638357],[638473],[638503],[638688],[639106],[639181],[639944],[639984],[640260],[640290],[640990],[641065],[641489],[641914],[642030],[642060],[642245],[642733],[643299],[643374],[644149]
   ]
cell #2540 :
  |C| = 140
  W-rep = phi[[1, 1, 1],[2, 1, 1]]+phi[[1],[2, 2, 2]]
  special rep = phi[[1, 1, 1],[2, 1, 1]] , dim = 105
  orbit = [3, 3, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     70 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [412029],[433713],[436877],[465650],[466086],[480663],[483827],[495222],[502125],[508812],[509248],[515619],[523665],[528192],[528628],[532697],[534126],[541029],[546605],[547361],[549851],[551280],[553863],[558023],[562550],[562986],[567253],[567358],[567993],[568735],[572895],[573466],[576311],[577067],[579557],[580986],[584968],[585052],[586083],[588928],[589684],[590160],[592372],[592477],[593112],[593854],[599704],[599717],[600622],[601944],[602834],[602939],[603574],[605715],[605799],[606830],[611722],[613389],[613494],[614182],[614266],[616416],[616429],[617334],[622522],[623092],[623105],[624825],[629512],[629942],
     [460786,597852],[487796,608923],[506927,615930],[515021,618935],[526307,622606],[532099,624382],[539751,626799],[549253,629499],[553779,630745],[554691,630912],[560665,632581],[564339,598014],[564586,620286],[568651,634547],[569563,634714],[573479,635619],[578959,636849],[580760,609675],[582361,627369],[582601,610431],[586096,638348],[591482,618656],[593770,639768],[594682,639935],[596146,619546],[596251,619651],[597254,633067],[604922,626492],[605027,626597],[606843,641905],[608839,627285],[609751,637292],[615846,632497],[618948,633080],[624395,636862]
   ]
cell #2541 :
  |C| = 70
  W-rep = phi[[1, 1, 1],[2, 2]]
  special rep = phi[[1, 1, 1],[2, 2]] , dim = 70
  orbit = [3, 3, 3, 3, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     70 tau_infinity subcells with 1 member(s)
  subcells = [
     [180726],[203645],[228493],[235074],[261074],[269629],[280953],[293539],[296343],[305390],[314998],[321399],[329304],[332346],[347959],[350763],[355686],[364669],[365211],[374673],[380570],[383228],[386270],[390955],[399850],[406570],[409228],[414914],[417129],[417671],[425252],[427133],[439762],[441977],[442519],[445654],[447901],[449948],[456668],[459326],[467626],[468966],[471213],[473260],[476722],[486712],[488927],[489469],[496023],[496991],[498184],[505082],[510788],[512128],[514375],[516422],[522769],[524462],[530168],[534927],[535895],[537088],[546361],[552081],[553049],[557127],[558820],[571999],[576067],[588684]
   ]
cell #2542 :
  |C| = 105
  W-rep = phi[[1, 1],[2, 2, 1]]
  special rep = phi[[1, 1],[2, 2, 1]] , dim = 105
  orbit = [3, 3, 3, 3, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [358351],[390647],[414606],[424471],[439454],[447120],[457008],[470432],[476600],[478023],[486404],[487319],[491350],[498062],[499485],[505160],[506450],[513594],[518196],[518504],[522647],[524540],[525830],[530879],[530950],[536966],[538389],[540702],[542168],[542949],[546439],[548033],[548104],[553686],[555642],[557005],[558898],[560188],[562130],[562252],[563553],[564526],[567141],[567212],[568558],[570514],[571877],[574927],[575049],[576145],[577739],[577810],[580516],[580594],[581787],[581884],[582755],[584875],[587544],[587666],[588762],[591238],[591316],[592260],[592331],[593677],[595633],[596034],[596105],[596996],[597118],[601700],[601778],[602722],[602793],[604231],[604810],[604881],[605622],[608291],[608413],[608746],[609431],[609509],[612698],[613277],[613348],[614089],[615301],[615753],[618412],[618490],[619434],[619505],[621977],[622429],[624004],[625801],[626380],[626451],[627192],[629121],[631952],[632404],[636471]
   ]
cell #2543 :
  |C| = 175
  W-rep = phi[[1, 1, 1, 1],[2, 1]]+phi[[1, 1, 1],[2, 1, 1]]
  special rep = phi[[1, 1, 1],[2, 1, 1]] , dim = 105
  orbit = [3, 3, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [564319],[580740],[591462],[596045],[597932],[597994],[601924],[604821],[608745],[609268],[609655],[610360],[613288],[615312],[615752],[617134],[618636],[619226],[619315],[619445],[621988],[622428],[624003],[625313],[625402],[626391],[627031],[627191],[629120],[631603],[631963],[632403],[632891],[636214],[636470],
     [341484,573424],[368198,586041],[400380,599662],[420658,606788],[433631,584703],[433693,611597],[450478,616374],[457774,618893],[465579,599529],[473790,623050],[478789,624340],[480581,605450],[480643,624700],[500251,629457],[502043,613917],[502105,629817],[505306,630647],[508741,616241],[516952,633025],[523583,621617],[523645,634274],[524686,634449],[528121,622917],[530890,635547],[539155,636807],[540947,627020],[541009,637167],[546198,628784],[546585,638137],[547290,628865],[548044,638276],[553685,630628],[557941,631592],[558003,639495],[559044,639670],[562479,632892],[566933,621513],[567022,634218],[567152,640843],[568557,634430],[572813,635394],[572875,641379],[575904,636134],[576291,641694],[576996,636215],[577750,641833],[584714,628795],[584874,638118],[588521,638863],[588908,642938],[589613,638944],[592052,631488],[592141,639439],[592271,643152],[593676,639651],[599528,634217],[600422,623810],[602514,635290],[602603,641323],[602733,643932],[605461,636145],[605621,641675],[612210,630430],[612299,630519],[613928,638874],[614088,642919],[616240,639438],[621628,635405],[622916,641322],[628864,638943]
   ]
cell #2544 :
  |C| = 70
  W-rep = phi[[1, 1, 1],[2, 2]]
  special rep = phi[[1, 1, 1],[2, 2]] , dim = 70
  orbit = [3, 3, 3, 3, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     70 tau_infinity subcells with 1 member(s)
  subcells = [
     [318333],[343713],[370427],[377504],[403504],[412116],[422887],[434448],[436964],[445299],[453602],[460003],[466173],[468611],[481398],[483914],[488284],[495309],[495668],[502860],[507415],[509335],[511773],[515706],[522143],[526795],[528715],[532784],[534213],[534572],[540347],[541764],[549938],[551367],[551726],[554215],[555287],[556501],[561153],[563073],[568080],[569087],[570159],[571373],[573833],[579644],[581073],[581432],[585404],[585636],[586450],[590330],[593199],[594206],[595278],[596492],[600071],[600792],[603661],[606151],[606383],[607197],[611892],[614618],[614850],[616783],[617504],[623459],[624995],[630112]
   ]
cell #2545 :
  |C| = 105
  W-rep = phi[[1, 1],[2, 2, 1]]
  special rep = phi[[1, 1],[2, 2, 1]] , dim = 105
  orbit = [3, 3, 3, 3, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [358233],[390529],[414488],[424424],[424448],[439336],[447073],[447097],[457006],[470385],[470409],[476553],[476577],[478021],[486286],[498015],[498039],[499483],[505065],[505158],[513547],[513571],[518078],[522600],[522624],[524445],[524538],[530877],[536919],[536943],[538387],[542121],[542145],[543326],[546344],[546437],[548031],[556958],[556982],[558803],[558896],[562083],[562107],[563551],[564264],[567139],[571830],[571854],[574880],[574904],[576050],[576143],[577737],[580360],[580499],[580592],[582517],[587497],[587521],[588667],[588760],[591082],[591221],[591314],[592258],[595902],[596032],[596949],[596973],[601544],[601683],[601776],[602720],[604214],[604678],[604808],[608244],[608268],[608523],[609414],[609507],[612681],[613145],[613275],[615299],[615530],[618256],[618395],[618488],[619432],[620373],[621975],[622206],[623991],[625784],[626248],[626378],[627721],[627953],[629108],[631950],[632181],[633434],[636458],[637462]
   ]
cell #2546 :
  |C| = 70
  W-rep = phi[[1, 1, 1],[2, 2]]
  special rep = phi[[1, 1, 1],[2, 2]] , dim = 70
  orbit = [3, 3, 3, 3, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     70 tau_infinity subcells with 1 member(s)
  subcells = [
     [318436],[343816],[370530],[377607],[403607],[412127],[422990],[434551],[436975],[445300],[453705],[460106],[466184],[468612],[481501],[483925],[488387],[495320],[495669],[502963],[507518],[509346],[511774],[515717],[522144],[526898],[528726],[532795],[534224],[534573],[540348],[541867],[549949],[551378],[551727],[554226],[555288],[556502],[561256],[563084],[568091],[569098],[570160],[571374],[573834],[579655],[581084],[581433],[585415],[585637],[586451],[590331],[593210],[594217],[595279],[596493],[600072],[600793],[603672],[606162],[606384],[607198],[611893],[614629],[614851],[616784],[617505],[623460],[624996],[630113]
   ]
cell #2547 :
  |C| = 105
  W-rep = phi[[1, 1],[2, 2, 1]]
  special rep = phi[[1, 1],[2, 2, 1]] , dim = 105
  orbit = [3, 3, 3, 3, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [358244],[390540],[414499],[424459],[439347],[447108],[457007],[470420],[476588],[478022],[486297],[487320],[498050],[499484],[505159],[506451],[513582],[518089],[522635],[524539],[525831],[530878],[530951],[536954],[538388],[542156],[543337],[546438],[548032],[548105],[553687],[556993],[558897],[560189],[562118],[563552],[564275],[567140],[567213],[568559],[571865],[574915],[576144],[577738],[577811],[580371],[580593],[581885],[582518],[584876],[587532],[588761],[591093],[591315],[592259],[592332],[593678],[595903],[596033],[596106],[596984],[601555],[601777],[602721],[602794],[604679],[604809],[604882],[605623],[608279],[608524],[608747],[609508],[613146],[613276],[613349],[614090],[615300],[615531],[615754],[618267],[618489],[619433],[619506],[620384],[621976],[622207],[622430],[623992],[624005],[626249],[626379],[626452],[627193],[627732],[627954],[629109],[629122],[631951],[632182],[632405],[633435],[636459],[636472],[637463]
   ]
cell #2548 :
  |C| = 175
  W-rep = phi[[1, 1, 1, 1],[2, 1]]+phi[[1, 1, 1],[2, 1, 1]]
  special rep = phi[[1, 1, 1],[2, 1, 1]] , dim = 105
  orbit = [3, 3, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [564240],[580336],[591058],[595745],[601520],[604521],[608514],[612988],[615277],[615521],[618232],[620349],[621953],[622197],[623982],[626091],[627697],[627860],[629099],[631928],[632172],[632970],[633277],[633564],[636293],[636449],[637209],[637231],[637453],[639537],[639559],[640191],[640200],[641756],[641765],
     [412092,476436],[436940,497898],[466149,522483],[483890,536802],[495285,546064],[509311,556841],[515682,561966],[522050,566916],[528691,571713],[532760,574763],[534189,575770],[545977,584701],[549914,587380],[551343,588387],[554191,590466],[556408,592035],[563049,596832],[568056,600288],[569063,600928],[571280,602497],[573676,604150],[575683,605448],[579620,608127],[581049,609134],[585380,612028],[585543,612193],[586293,612617],[588300,613915],[590321,615241],[593175,617000],[594182,617640],[596399,619209],[599607,621496],[599914,621432],[600201,621615],[600783,621917],[603637,623676],[606127,625131],[606290,625296],[607040,625720],[609047,627018],[611639,628760],[611661,628782],[611883,628724],[614594,630248],[614757,630413],[616319,631471],[616626,631407],[616913,631590],[617495,631892],[621193,634196],[621202,634205],[622995,635273],[623302,635209],[623589,635392],[624742,636110],[624764,636132],[624986,636074],[628943,639022],[629859,638839],[629881,638861],[630103,638803],[631168,639417],[631177,639426],[634316,641421],[634338,641443],[634970,641301],[634979,641310],[638199,643000],[638208,643009]
   ]
cell #2549 :
  |C| = 175
  W-rep = phi[[1, 1, 1, 1],[2, 1]]+phi[[1, 1, 1],[2, 1, 1]]
  special rep = phi[[1, 1, 1],[2, 1, 1]] , dim = 105
  orbit = [3, 3, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [597785],[608646],[615653],[618725],[622329],[624172],[626648],[629289],[630640],[630761],[632304],[633565],[633638],[634442],[634563],[635552],[636639],[637232],[637585],[637686],[638281],[639560],[639663],[639784],[640201],[640214],[640381],[641766],[641779],[641838],[642207],[642328],[643211],[643487],[644098],
     [476423,530870],[497885,548024],[522470,567132],[536789,577730],[545978,584702],[546051,584694],[556828,592251],[561953,596025],[566839,599530],[571700,602713],[574750,604801],[575684,605449],[575757,605441],[587367,613268],[588301,613916],[588374,613908],[590453,615292],[591958,616242],[596819,619425],[600202,621616],[600275,621608],[600915,621968],[602420,622918],[604101,623969],[608114,626371],[609048,627019],[609121,627011],[611662,628783],[612015,628775],[612116,628866],[612568,629086],[615209,630621],[616914,631591],[616987,631583],[617627,631943],[619132,632893],[621203,634206],[621216,634219],[621383,634183],[621885,634423],[623590,635393],[623663,635385],[624765,636133],[625118,636125],[625219,636216],[625671,636436],[628571,638130],[628692,638111],[629882,638862],[630235,638854],[630336,638945],[631178,639427],[631191,639440],[631358,639404],[631860,639644],[634073,640848],[634339,641444],[634980,641311],[634993,641324],[635160,641288],[635921,641687],[636042,641668],[638209,643010],[638222,643023],[638650,642931],[638771,642912],[639294,643157],[640902,643991],[641178,643937],[642682,644558]
   ]
cell #2550 :
  |C| = 147
  W-rep = phi[[1, 1],[2, 1, 1, 1]]+phi[[1],[2, 2, 1, 1]]
  special rep = phi[[1, 1],[2, 1, 1, 1]] , dim = 84
  orbit = [3, 3, 2, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 84
     21 tau_infinity subcells with 1 member(s)
     63 tau_infinity subcells with 2 member(s)
  subcells = [
     [400707],[434480],[445251],[450805],[466301],[468563],[474117],[481430],[495620],[500578],[502892],[509463],[511725],[526367],[526827],[528843],[534524],[549627],[549695],[550066],[551678],
     [153495,491538],[183395,518346],[213375,540092],[215788,542765],[237538,555032],[247369,561680],[250086,518370],[263538,569904],[272380,574477],[282290,580074],[282736,540116],[299094,587094],[307713,590796],[308159,555056],[317462,595023],[318365,561469],[334669,601258],[335115,569928],[341811,603995],[343745,574266],[353514,607841],[354474,540299],[358150,610092],[368525,612462],[370459,586883],[377536,590196],[379358,555239],[388593,617970],[389039,595047],[393706,619946],[394497,620477],[403536,600658],[405358,570111],[412244,573575],[420985,625565],[422919,607630],[427575,627435],[428021,610116],[428806,628007],[428938,610711],[437092,586192],[453634,617370],[455456,595230],[458101,517279],[460035,619735],[460846,564646],[461292,598067],[461391,598321],[479116,539482],[484042,606939],[487856,582421],[488316,541796],[490138,581384],[490913,610643],[490981,582881],[506987,560725],[507447,561185],[515395,597628],[515463,597696],[515834,563201],[532473,579333],[532541,579401],[532912,579772]
   ]
cell #2551 :
  |C| = 427
  W-rep = phi[[2, 2, 1, 1],[1]]+phi[[2, 1, 1, 1],[2]]+phi[[2, 2],[1, 1, 1]]+phi[[2, 1],[2, 1, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     91 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     49 tau_infinity subcells with 4 member(s)
  subcells = [
     [393891],[394156],[424627],[424901],[426511],[428219],[447276],[447550],[452486],[457180],[457198],[457439],[458342],[458387],[470588],[470862],[477208],[478195],[478213],[478454],[482402],[482447],[487438],[487483],[488562],[498670],[499657],[499675],[499916],[505720],[505738],[506569],[506614],[507945],[507990],[510423],[513750],[514024],[515089],[525100],[525118],[525949],[525994],[531394],[531439],[532167],[533217],[533397],[537574],[538561],[538579],[538820],[542324],[542598],[548548],[548593],[549321],[553932],[554112],[555702],[559458],[559476],[560307],[560352],[562738],[563725],[563743],[563984],[564717],[568804],[568984],[573624],[577255],[578254],[578299],[579027],[581154],[581172],[582003],[582048],[582709],[582950],[586241],[593280],[593298],[593923],[594103],[596684],[597322],[606575],[606988],
     [320461,596594],[322311,597948],[349686,606485],[356569,609172],[356727,609284],[358534,610337],[378064,446085],[385189,617038],[385347,617150],[391572,619093],[392111,596549],[392216,619292],[402388,475798],[404064,469397],[412768,477110],[419091,625180],[419630,606440],[419735,625379],[425874,608992],[425892,626934],[435008,496454],[435452,503864],[435497,503909],[437616,498572],[445870,505603],[448565,507747],[448897,631061],[451849,616858],[451867,631506],[454162,512559],[464783,527325],[464828,527370],[465838,523255],[466825,523157],[467261,529803],[469182,524983],[476876,531196],[479703,624569],[479721,635853],[481958,535358],[484566,537476],[492490,544774],[492535,544819],[494313,550371],[494493,550551],[495390,546999],[495408,547017],[496239,546882],[498338,548350],[503420,552512],[509000,557613],[509987,557515],[512344,559341],[519574,565680],[519754,565860],[521344,570574],[528380,572485],[529367,572387],[534294,576705],[534312,576723],[535143,576588],[537242,578056],[543918,583722],[547549,589872],[551448,589322],[551466,589340],[552297,589205],[568161,603742],[568179,603760],[585828,615042],
     [190439,258956,522245,567701],[222975,294422,546102,585301],[240537,312880,556603,592820],[256768,329921,566800,599862],[257307,330460,522200,567656],[266537,339836,571475,603282],[275435,348842,575808,606048],[291033,363395,584466,611503],[292280,365833,545922,585121],[295266,376400,585738,614952],[302149,375556,588425,614515],[310692,383845,591919,616574],[311231,384384,556558,592775],[324140,395987,565025,598429],[327158,398701,566609,599391],[328320,400948,522923,567458],[331265,411189,600326,623714],[331423,411347,600438,623826],[337648,409845,602381,623250],[338187,410384,571430,603237],[345453,415855,605213,624606],[346700,418293,575628,605868],[360308,430160,543727,583251],[363180,432636,545787,584534],[366631,443939,612077,630297],[367170,444478,585693,614907],[367275,444583,612276,630496],[372167,440703,613680,629723],[373414,443141,588245,614335],[381082,448799,591728,616103],[382244,451046,557281,592577],[395772,462441,519439,565093],[397178,463622,620921,633975],[398467,464585,471877,527127],[398799,472209,621086,634863],[401751,475161,600146,623534],[401769,475179,621531,635308],[407082,472111,602190,622779],[408244,474358,572153,603039],[415640,479586,575493,605281],[429926,492292,493213,544576],[430258,493545,628218,637967],[431245,493447,611246,628412],[432753,501165,611466,629686],[432771,501183,628503,638582],[440488,501048,588110,613748],[462558,520651,620681,633938],[462576,520669,633854,640764],[463407,520534,599152,620989]
   ]
cell #2552 :
  |C| = 455
  W-rep = phi[[2, 1, 1, 1],[2]]+phi[[1, 1, 1, 1],[3]]+phi[[2, 1],[2, 1, 1]]+phi[[1, 1],[3, 1, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     35 tau_infinity subcells with 1 member(s)
     140 tau_infinity subcells with 2 member(s)
     35 tau_infinity subcells with 4 member(s)
  subcells = [
     [335106],[370363],[402869],[405287],[430768],[436507],[438789],[458975],[461061],[462986],[468120],[468227],[483035],[489076],[489262],[491121],[492782],[492889],[497464],[510937],[511123],[516145],[516583],[516688],[519995],[535618],[536056],[536161],[540767],[540777],[555872],[557761],[557771],[575249],[575259],
     [183375,518299],[213355,540045],[215812,490885],[237518,554985],[247150,561542],[247393,515367],[250077,461283],[263518,569857],[272161,574339],[272404,532445],[282494,539856],[282505,487649],[282727,428012],[298875,586956],[299118,549599],[306639,590430],[307917,554796],[307928,506780],[308150,389030],[317442,594976],[318269,459939],[318505,515249],[318562,561532],[328953,401581],[333595,600892],[334873,569668],[334884,526160],[342674,573794],[342685,477718],[343649,422823],[343885,532327],[343942,574329],[353295,607703],[353538,579305],[354403,490067],[354652,539963],[358130,610045],[364818,435240],[369388,586411],[369399,499180],[370599,549481],[370656,586946],[376869,452967],[378296,506148],[378353,590420],[379287,455385],[379536,554903],[382877,451679],[387519,617604],[388797,594787],[388808,560518],[389982,517531],[393487,619808],[393730,597600],[394477,620430],[399573,466612],[400011,467050],[400959,522842],[402669,524072],[404296,525528],[404353,600882],[405536,569775],[408877,474991],[411659,483457],[412555,531686],[412993,531793],[413941,485739],[417278,482190],[421848,607158],[421859,538084],[423059,579187],[423116,607693],[426501,627069],[427779,609856],[427790,582214],[428587,627869],[428830,610615],[430568,544251],[432540,494464],[432647,545496],[433451,496088],[436085,504497],[437403,548840],[437841,548947],[442126,503652],[444808,511282],[444915,511389],[445719,554353],[449671,509774],[450109,510212],[451057,557200],[452476,631641],[454394,559886],[454451,617594],[455634,594894],[458964,619263],[459086,632979],[460175,597482],[460232,619798],[462345,519725],[462452,565254],[464632,521459],[467775,530317],[467961,530503],[469031,569225],[472983,529154],[473421,529592],[474369,572072],[476002,536368],[479490,533368],[479597,575202],[480401,534992],[483024,625350],[483146,636302],[484353,578546],[484791,578653],[489133,627059],[490316,609963],[492339,544033],[496714,552772],[497152,553210],[497257,553315],[500952,550522],[501059,587819],[501863,552146],[507794,555817],[510994,631631],[512193,594344],[520438,565831],[520545,598861],[521514,570744],[523403,572633],[523413,572643],[527174,570689],[544088,583892],[544623,583837],[545543,587866],[545553,587876],[565301,598908],[565311,598918],
     [235720,378280,505507,554083],[261720,404280,524887,568955],[270535,412968,531243,573739],[292907,366460,584752,611992],[294185,435224,546786,585272],[297249,437816,548397,586356],[306237,446022,505614,590373],[315644,454378,559245,594074],[328942,401570,566970,600032],[330210,467025,567505,599977],[333193,469334,524994,600835],[342063,476795,477518,573957],[347327,418920,605499,625095],[348605,482174,576492,606019],[351669,484766,578103,607103],[364875,435297,584742,611982],[366058,496391,546893,611935],[368777,498257,498980,586574],[374041,443768,613966,630212],[375319,503636,589109,614486],[376669,452767,504692,558430],[382866,451668,592089,616744],[384134,510187,592624,616689],[387117,512496,559352,617547],[402378,475788,621666,635443],[408866,474980,602551,623420],[410134,529567,603086,623365],[417335,482247,605489,625085],[418518,535295,576599,625038],[421237,537161,537884,607321],[436074,504486,612247,630467],[436196,504608,628952,639031],[442183,503709,613956,630202],[443366,552449,589216,630155],[467832,530374,621656,635433]
   ]
cell #2553 :
  |C| = 154
  W-rep = phi[[2],[2, 1, 1, 1]]+phi[[1],[3, 1, 1, 1]]
  special rep = phi[[2],[2, 1, 1, 1]] , dim = 84
  orbit = [4, 4, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     14 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [299148],[335110],[370367],[370906],[402873],[405311],[430772],[436531],[438778],[463010],[468216],[492878],[497417],[519948],
     [153497,491533],[183397,518341],[183651,461445],[213377,540087],[215801,490889],[215842,428860],[237540,555027],[247382,515371],[247423,393760],[250081,461287],[250096,518323],[263540,569899],[272393,532449],[272434,353568],[282303,487653],[282731,428016],[282746,540069],[285676,491428],[299107,549603],[307726,506784],[308154,389034],[308169,555009],[317464,595018],[318273,459943],[318375,515273],[318812,460482],[334682,526164],[335125,569881],[341824,477722],[343653,422827],[343755,532351],[344192,423366],[353527,579309],[354427,490091],[354462,539952],[358152,610087],[368538,499184],[370469,549505],[376873,452971],[377546,506172],[379311,455409],[379346,554892],[388606,560522],[389049,595000],[389971,517520],[393719,597604],[394499,620472],[403546,525552],[405346,569764],[411683,483481],[412232,531782],[413930,485728],[420998,538088],[422929,579211],[427588,582218],[428031,610069],[428819,610619],[428940,628145],[437080,548936],[444904,511378],[445158,554306],[453644,559910],[455444,594883],[460045,597506],[461302,620454],[468470,569178],[475955,536321],[484030,578642],[490126,609952],[511632,594297]
   ]
cell #2554 :
  |C| = 55
  W-rep = phi[[3],[1, 1, 1, 1]]+phi[[],[4, 1, 1, 1]]
  special rep = phi[[3],[1, 1, 1, 1]] , dim = 35
  orbit = [6, 2, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 1
  number of tau_infinity subcells = 35
     15 tau_infinity subcells with 1 member(s)
     20 tau_infinity subcells with 2 member(s)
  subcells = [
     [299231],[335216],[370393],[371014],[402899],[405332],[430798],[436552],[438770],[463031],[468208],[492870],[497360],[519891],[543558],
     [183662,322556],[215925,358775],[247506,393843],[250187,394367],[272517,353651],[282837,428122],[285784,428705],[308260,389140],[318299,459969],[318920,460590],[343679,422853],[344300,423474],[354448,490112],[376899,452997],[379332,455430],[389963,517512],[411704,483502],[413922,485720],[444896,511370],[475898,536264]
   ]
cell #2555 :
  |C| = 154
  W-rep = phi[[2],[2, 1, 1, 1]]+phi[[1],[3, 1, 1, 1]]
  special rep = phi[[2],[2, 1, 1, 1]] , dim = 84
  orbit = [4, 4, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     14 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [299153],[335111],[370368],[370905],[402874],[405310],[430773],[436530],[438777],[463009],[468215],[492877],[497416],[519947],
     [153500,428877],[183400,460753],[183656,394559],[213380,487763],[215790,490890],[215847,428865],[237543,506894],[247371,515372],[247428,393765],[250082,461288],[250084,518322],[263543,526274],[272382,532450],[272439,353573],[282292,487654],[282732,428017],[282734,540068],[285675,491427],[299096,549604],[307715,506785],[308155,389035],[308157,555008],[317467,560632],[318274,459944],[318363,515272],[318811,460481],[334671,526165],[335113,569880],[341813,477723],[343654,422828],[343743,532350],[344191,423365],[353516,579310],[354426,490090],[354461,539951],[358155,582328],[358892,610729],[368527,499185],[370457,549504],[376874,452972],[377534,506171],[379310,455408],[379345,554891],[388595,560523],[389037,594999],[389970,517519],[393708,597605],[394502,598228],[403534,525551],[405345,569763],[411682,483480],[412231,531781],[413929,485727],[420987,538089],[422917,579210],[427577,582219],[428019,610068],[428808,610620],[437079,548935],[444903,511377],[445157,554305],[453632,559909],[455443,594882],[460033,597505],[461290,620453],[468469,569177],[475954,536320],[484029,578641],[490125,609951],[511631,594296]
   ]
cell #2556 :
  |C| = 154
  W-rep = phi[[2],[2, 1, 1, 1]]+phi[[1],[3, 1, 1, 1]]
  special rep = phi[[2],[2, 1, 1, 1]] , dim = 84
  orbit = [4, 4, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     14 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [263607],[299167],[334578],[335194],[367814],[370371],[396670],[402877],[405266],[430776],[436486],[462965],[468018],[492680],
     [153501,286221],[183464,322458],[183654,322522],[213444,358219],[215845,358315],[215861,358711],[237607,317531],[247426,390611],[247442,393779],[250106,393916],[250165,394345],[272437,414570],[272453,353587],[282199,427484],[282756,424926],[282815,428100],[285698,428241],[299151,439418],[307622,388502],[308179,447575],[308238,389118],[318277,459947],[318385,457390],[318834,457461],[335135,470887],[341100,420274],[343657,422831],[343765,478405],[344214,478476],[353571,486368],[354382,490046],[354529,487657],[370479,499867],[370928,499938],[376877,452975],[377556,446768],[379266,455364],[379413,506788],[389059,514049],[390043,515228],[393763,518160],[403556,470080],[405413,526168],[411638,483436],[412299,477726],[414002,532306],[422939,538771],[423388,538842],[428041,542623],[428863,543408],[437147,499188],[438850,549460],[444706,511180],[445428,506127],[453654,513242],[455511,560526],[460055,563935],[460504,564006],[461312,564742],[461448,564868],[468740,525507],[476343,531584],[484097,538092],[485800,579166],[490193,582222],[491450,582972],[497805,548738],[511902,559865],[517592,597461],[536709,578444]
   ]
cell #2557 :
  |C| = 55
  W-rep = phi[[3],[1, 1, 1, 1]]+phi[[],[4, 1, 1, 1]]
  special rep = phi[[3],[1, 1, 1, 1]] , dim = 35
  orbit = [6, 2, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 1
  number of tau_infinity subcells = 35
     15 tau_infinity subcells with 1 member(s)
     20 tau_infinity subcells with 2 member(s)
  subcells = [
     [263608],[299168],[334579],[335193],[367815],[370370],[396671],[402876],[405261],[430775],[436481],[462960],[467985],[492647],[519115],
     [153502,286222],[183465,322459],[213445,358220],[215862,358712],[237608,317532],[247443,393780],[250164,394344],[272454,353588],[282200,427485],[282814,428099],[307623,388503],[308237,389117],[318276,459946],[341101,420275],[343656,422830],[354377,490041],[376876,452974],[379261,455359],[411633,483431],[444673,511147]
   ]
cell #2558 :
  |C| = 55
  W-rep = phi[[3],[1, 1, 1, 1]]+phi[[],[4, 1, 1, 1]]
  special rep = phi[[3],[1, 1, 1, 1]] , dim = 35
  orbit = [6, 2, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 1
  number of tau_infinity subcells = 35
     15 tau_infinity subcells with 1 member(s)
     20 tau_infinity subcells with 2 member(s)
  subcells = [
     [264283],[299901],[335368],[335963],[367918],[371169],[396774],[402975],[406046],[430874],[436566],[463045],[467990],[492652],[519120],
     [153503,216175],[183520,250442],[214120,285057],[215936,286033],[238283,318207],[248176,321214],[250248,322320],[273187,354321],[282989,356827],[283584,357422],[308412,389292],[309007,389887],[319075,392374],[341204,420378],[344455,423629],[355162,426609],[376975,453073],[380046,456144],[411718,483516],[444678,511152]
   ]
cell #2559 :
  |C| = 189
  W-rep = phi[[2, 1, 1, 1],[1, 1]]+phi[[2, 1, 1],[1, 1, 1]]
  special rep = phi[[2, 1, 1],[1, 1, 1]] , dim = 105
  orbit = [4, 2, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     21 tau_infinity subcells with 1 member(s)
     84 tau_infinity subcells with 2 member(s)
  subcells = [
     [428546],[459045],[461019],[483105],[488867],[489220],[491147],[510728],[511081],[516382],[516714],[535855],[536187],[540902],[540920],[557896],[557914],[562408],[575594],[576925],[591860],
     [154527,429423],[189209,465003],[190125,399794],[222589,495105],[222707,433635],[239307,508165],[240223,449892],[257026,465554],[265307,527545],[266223,473204],[275049,534009],[275167,480585],[290191,544994],[294952,496935],[301763,551163],[301881,502047],[310950,508716],[320147,516366],[323778,565123],[329023,522325],[330879,567876],[330997,523587],[337906,528096],[349372,535839],[356183,580869],[356301,540951],[359604,583220],[364224,584564],[364609,495511],[364962,546202],[366889,547265],[376086,552993],[382947,556683],[384803,592995],[384921,557945],[391830,562454],[395143,565031],[399082,599360],[399810,522341],[400142,566997],[408947,571555],[410803,603457],[410921,572817],[416684,605311],[417069,534415],[417422,575908],[419349,576971],[432973,584472],[433586,584615],[433604,546171],[436155,504567],[441532,613778],[441917,551569],[442270,588525],[444197,589588],[449180,616072],[449908,556699],[450240,592116],[464451,621019],[465508,566806],[467566,530108],[467919,530461],[472492,622748],[473220,571571],[473552,602578],[479923,605219],[480536,605362],[480554,575877],[493828,628381],[496951,553009],[497283,553341],[501385,613686],[501998,613829],[502016,588494],[508670,591925],[519540,599253],[520871,620927],[523538,572768],[523556,572786],[528050,602387],[543859,611378],[545888,588211],[547219,589542],[566741,602322]
   ]
cell #2560 :
  |C| = 189
  W-rep = phi[[2, 1, 1, 1],[1, 1]]+phi[[2, 1, 1],[1, 1, 1]]
  special rep = phi[[2, 1, 1],[1, 1, 1]] , dim = 105
  orbit = [4, 2, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     21 tau_infinity subcells with 1 member(s)
     84 tau_infinity subcells with 2 member(s)
  subcells = [
     [394209],[426564],[428540],[452539],[458679],[459039],[460997],[482739],[483099],[488861],[489198],[510722],[511059],[516225],[516315],[535698],[535788],[540803],[555952],[557797],[575285],
     [159766,364588],[184678,461885],[190119,399784],[206716,417048],[221794,494717],[222685,433596],[231564,441896],[240217,449882],[256931,465455],[259405,467545],[266217,473194],[274254,533621],[275145,480546],[284024,488846],[292970,495490],[294946,496925],[300968,550775],[301859,502008],[310855,508617],[313329,510707],[320141,516356],[326348,566084],[328657,465960],[329017,522315],[330975,523548],[337811,527997],[340285,530087],[347390,534394],[349366,535829],[356279,540912],[359998,583449],[364603,495505],[364940,546163],[366794,547166],[374104,551548],[376080,552983],[382581,509122],[382941,556673],[384899,557906],[391735,562355],[395242,598501],[399476,566527],[399653,566788],[399743,522274],[402441,475851],[408581,528502],[408941,571545],[410899,572778],[417063,534409],[417400,575869],[419254,576872],[429476,583357],[433072,584335],[433487,545909],[435789,504201],[436149,504561],[441911,551563],[442248,588486],[444102,589489],[449574,591646],[449751,591907],[449841,556632],[465056,566435],[467560,530102],[467897,530439],[472886,602108],[473063,602369],[473153,571504],[480022,605082],[480437,575615],[494222,611164],[496794,552852],[496884,552942],[501484,613549],[501899,588232],[508218,591554],[520970,620790],[521594,570824],[523439,572669],[527598,602016],[544168,583972],[545047,611072],[545579,587902],[565337,598944]
   ]
cell #2561 :
  |C| = 189
  W-rep = phi[[2, 1, 1, 1],[1, 1]]+phi[[2, 1, 1],[1, 1, 1]]
  special rep = phi[[2, 1, 1],[1, 1, 1]] , dim = 105
  orbit = [4, 2, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     21 tau_infinity subcells with 1 member(s)
     84 tau_infinity subcells with 2 member(s)
  subcells = [
     [394210],[426565],[428539],[452540],[458680],[459038],[460986],[482740],[483098],[488860],[489187],[510721],[511048],[516160],[516310],[535633],[535783],[540753],[555887],[557747],[575235],
     [159767,364600],[190118,399795],[206717,417060],[222674,433593],[231565,441908],[240216,449893],[251560,519614],[256828,465416],[259406,467557],[266216,473205],[275134,480543],[284025,488858],[291752,494353],[292971,495502],[294945,496936],[301848,502005],[310752,508578],[313330,510719],[320140,516367],[328658,465961],[329016,522326],[330964,523545],[337708,527958],[340286,530099],[346172,533257],[347391,534406],[349365,535840],[356268,540909],[364602,495504],[364929,546160],[366691,547127],[372886,550411],[374105,551560],[376079,552994],[382582,509123],[382940,556684],[384888,557903],[391632,562316],[397897,565720],[398859,566488],[399588,566785],[399738,522269],[402442,475852],[408582,528503],[408940,571556],[410888,572775],[417062,534408],[417389,575866],[419151,576833],[430318,583410],[432555,584332],[433437,545904],[435790,504202],[436148,504560],[441910,551562],[442237,588483],[443999,589450],[448957,591607],[449686,591904],[449836,556627],[462360,598498],[464618,566430],[467559,530101],[467886,530428],[472269,602069],[472998,602366],[473148,571499],[479505,605079],[480387,575610],[492325,583352],[493605,611125],[496729,552787],[496879,552937],[500967,613546],[501849,588227],[507780,591549],[520453,620787],[521529,570759],[523389,572619],[527160,602011],[544103,583907],[544609,611067],[545529,587852],[565287,598894]
   ]
cell #2562 :
  |C| = 189
  W-rep = phi[[2, 1, 1, 1],[1, 1]]+phi[[2, 1, 1],[1, 1, 1]]
  special rep = phi[[2, 1, 1],[1, 1, 1]] , dim = 105
  orbit = [4, 2, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     21 tau_infinity subcells with 1 member(s)
     84 tau_infinity subcells with 2 member(s)
  subcells = [
     [394211],[426566],[428538],[452541],[458681],[459037],[460976],[482741],[483097],[488859],[489177],[510720],[511038],[516150],[516309],[535623],[535782],[540752],[555877],[557746],[575234],
     [159768,292594],[190117,328637],[206718,347014],[222664,364523],[231566,373728],[240215,382561],[256731,399552],[259407,402065],[266215,408561],[275124,416983],[284026,426188],[290996,432519],[292972,434033],[294944,435769],[301838,441831],[310655,449650],[313331,452163],[320139,458659],[324103,462324],[328659,465962],[329015,465940],[330954,467480],[337611,472962],[340287,475475],[345416,479469],[347392,480983],[349364,482719],[356258,488781],[364601,495503],[364919,495425],[366594,496693],[372130,500931],[374106,502445],[376078,504181],[382583,509124],[382939,509102],[384878,510642],[391535,516124],[397141,520417],[398762,521493],[399578,521953],[399737,522268],[402443,475853],[408583,528504],[408939,528482],[410878,530022],[417061,534407],[417379,534329],[419054,535597],[430221,544067],[432545,545447],[433436,545903],[435791,504203],[436147,504559],[441909,551561],[442227,551483],[443902,552751],[448860,555851],[449676,556311],[449835,556626],[462350,565205],[464617,566429],[467558,530100],[467876,530418],[472172,570723],[472988,571183],[473147,571498],[479495,575153],[480386,575609],[492324,583351],[493508,583871],[496719,552777],[496878,552936],[500957,587770],[501848,588226],[507779,591548],[520443,598812],[521519,570749],[523388,572618],[527159,602010],[544093,583897],[544608,611066],[545528,587851],[565286,598893]
   ]
cell #2563 :
  |C| = 189
  W-rep = phi[[2, 1, 1, 1],[1, 1]]+phi[[2, 1, 1],[1, 1, 1]]
  special rep = phi[[2, 1, 1],[1, 1, 1]] , dim = 105
  orbit = [4, 2, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     21 tau_infinity subcells with 1 member(s)
     84 tau_infinity subcells with 2 member(s)
  subcells = [
     [394219],[426574],[428552],[452549],[458781],[459051],[460998],[482841],[483111],[488960],[489199],[510821],[511060],[516226],[516401],[535699],[535874],[540809],[555953],[557803],[575291],
     [159776,364675],[184679,461889],[190131,399864],[206726,417135],[221795,494721],[222686,433672],[231574,441983],[240229,449962],[256932,465459],[259415,467632],[266229,473274],[274255,533625],[275146,480622],[284034,488933],[292980,496029],[294958,497005],[300969,550779],[301860,502084],[310856,508621],[313339,510794],[320153,516436],[326349,566088],[328759,466576],[329029,522783],[330976,523624],[337812,528001],[340295,530174],[347400,534933],[349378,535909],[356280,540988],[359999,583453],[364702,496056],[364941,546564],[366795,547170],[374114,552087],[376092,553063],[382683,509738],[382953,557141],[384900,557982],[391736,562359],[395243,598515],[399477,566531],[399654,567067],[399829,522748],[402451,475861],[408683,529118],[408953,572013],[410900,572854],[417162,534960],[417401,576270],[419255,576876],[429482,583378],[433073,584349],[433493,546255],[435891,504303],[436161,504573],[442010,552114],[442249,588887],[444103,589493],[449575,591650],[449752,592186],[449927,557106],[465062,566456],[467659,530201],[467898,530440],[472887,602112],[473064,602648],[473239,571978],[480023,605096],[480443,575961],[494223,611168],[496795,552853],[496970,553028],[501485,613563],[501905,588578],[508224,591575],[520971,620804],[521595,570825],[523445,572675],[527604,602037],[544169,583973],[545053,611093],[545585,587908],[565343,598950]
   ]
cell #2564 :
  |C| = 189
  W-rep = phi[[2, 1, 1, 1],[1, 1]]+phi[[2, 1, 1],[1, 1, 1]]
  special rep = phi[[2, 1, 1],[1, 1, 1]] , dim = 105
  orbit = [4, 2, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     21 tau_infinity subcells with 1 member(s)
     84 tau_infinity subcells with 2 member(s)
  subcells = [
     [394220],[426575],[428551],[452550],[458782],[459050],[460987],[482842],[483110],[488959],[489188],[510820],[511049],[516161],[516395],[535634],[535868],[540758],[555888],[557752],[575240],
     [159777,364687],[190130,399875],[206727,417147],[222675,433668],[231575,441995],[240228,449973],[251561,519617],[256829,465419],[259416,467644],[266228,473285],[275135,480618],[284035,488945],[291753,494356],[292981,496041],[294957,497016],[301849,502080],[310753,508581],[313340,510806],[320152,516447],[328760,466577],[329028,522794],[330965,523620],[337709,527961],[340296,530186],[346173,533260],[347401,534945],[349377,535920],[356269,540984],[364701,496055],[364930,546560],[366692,547130],[372887,550414],[374115,552099],[376091,553074],[382684,509739],[382952,557152],[384889,557978],[391633,562319],[397898,565723],[398860,566491],[399589,567063],[399823,522742],[402452,475862],[408684,529119],[408952,572024],[410889,572850],[417161,534959],[417390,576266],[419152,576836],[430319,583413],[432556,584345],[433442,546249],[435892,504304],[436160,504572],[442009,552113],[442238,588883],[444000,589453],[448958,591610],[449687,592182],[449921,557100],[462361,598511],[464623,566450],[467658,530200],[467887,530429],[472270,602072],[472999,602644],[473233,571972],[479506,605092],[480392,575955],[492330,583372],[493606,611128],[496730,552788],[496964,553022],[500968,613559],[501854,588572],[507785,591569],[520454,620800],[521530,570760],[523394,572624],[527165,602031],[544104,583908],[544614,611087],[545534,587857],[565292,598899]
   ]
cell #2565 :
  |C| = 189
  W-rep = phi[[2, 1, 1, 1],[1, 1]]+phi[[2, 1, 1],[1, 1, 1]]
  special rep = phi[[2, 1, 1],[1, 1, 1]] , dim = 105
  orbit = [4, 2, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     21 tau_infinity subcells with 1 member(s)
     84 tau_infinity subcells with 2 member(s)
  subcells = [
     [394221],[426576],[428550],[452551],[458783],[459049],[460977],[482843],[483109],[488958],[489178],[510819],[511039],[516151],[516394],[535624],[535867],[540757],[555878],[557751],[575239],
     [159778,364699],[190129,399887],[206728,417159],[222665,433669],[231576,442007],[240227,449985],[256732,465420],[259417,467656],[266227,473297],[275125,480619],[284036,488957],[290997,494357],[292982,496053],[294956,497028],[301839,502081],[310656,508582],[313341,510818],[320151,516459],[324104,519618],[328761,466578],[329027,522806],[330955,523621],[337612,527962],[340297,530198],[345417,533261],[347402,534957],[349376,535932],[356259,540985],[364700,496054],[364920,546561],[366595,547131],[372131,550415],[374116,552111],[376090,553086],[382685,509740],[382951,557164],[384879,557979],[391536,562320],[397142,565724],[398763,566492],[399579,567064],[399822,522741],[402453,475863],[408685,529120],[408951,572036],[410879,572851],[417160,534958],[417380,576267],[419055,576837],[430222,583414],[432546,584346],[433441,546248],[435893,504305],[436159,504571],[442008,552112],[442228,588884],[443903,589454],[448861,591611],[449677,592183],[449920,557099],[462351,598512],[464622,566449],[467657,530199],[467877,530419],[472173,602073],[472989,602645],[473232,571971],[479496,605093],[480391,575954],[492329,583371],[493509,611129],[496720,552778],[496963,553021],[500958,613560],[501853,588571],[507784,591568],[520444,620801],[521520,570750],[523393,572623],[527164,602030],[544094,583898],[544613,611086],[545533,587856],[565291,598898]
   ]
cell #2566 :
  |C| = 189
  W-rep = phi[[2, 1, 1, 1],[1, 1]]+phi[[2, 1, 1],[1, 1, 1]]
  special rep = phi[[2, 1, 1],[1, 1, 1]] , dim = 105
  orbit = [4, 2, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     21 tau_infinity subcells with 1 member(s)
     84 tau_infinity subcells with 2 member(s)
  subcells = [
     [394230],[426585],[428561],[452560],[458887],[459060],[460978],[482947],[483120],[489061],[489179],[510922],[511040],[516152],[516487],[535625],[535960],[540763],[555879],[557757],[575245],
     [159787,364791],[190140,399974],[206737,417251],[222666,433753],[231585,442099],[240238,450072],[256733,465424],[259426,467748],[266238,473384],[275126,480703],[284045,489049],[290998,494361],[292991,496659],[294967,497115],[301840,502165],[310657,508586],[313350,510910],[320162,516546],[324105,519622],[328865,467253],[329038,523345],[330956,523705],[337613,527966],[340306,530290],[345418,533265],[347411,535563],[349387,536019],[356260,541069],[364803,496671],[364921,547033],[366596,547135],[372132,550419],[374125,552717],[376101,553173],[382789,510415],[382962,557703],[384880,558063],[391537,562324],[397143,565728],[398764,566496],[399580,567408],[399915,523286],[402462,475872],[408789,529795],[408962,572575],[410880,572935],[417263,535575],[417381,576739],[419056,576841],[430223,583418],[432547,584365],[433447,546663],[435997,504409],[436170,504582],[442111,552729],[442229,589356],[443904,589458],[448862,591615],[449678,592527],[450013,557644],[462352,598531],[464628,566476],[467760,530302],[467878,530420],[472174,602077],[472990,602989],[473325,572516],[479497,605112],[480397,576369],[492335,583398],[493510,611133],[496721,552779],[497056,553114],[500959,613579],[501859,588986],[507790,591595],[520445,620820],[521521,570751],[523399,572629],[527170,602057],[544095,583899],[544619,611113],[545539,587862],[565297,598904]
   ]
cell #2567 :
  |C| = 189
  W-rep = phi[[2, 1, 1, 1],[1, 1]]+phi[[2, 1, 1],[1, 1, 1]]
  special rep = phi[[2, 1, 1],[1, 1, 1]] , dim = 105
  orbit = [4, 2, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     21 tau_infinity subcells with 1 member(s)
     84 tau_infinity subcells with 2 member(s)
  subcells = [
     [461036],[489237],[491169],[511098],[516479],[516736],[518574],[535952],[536209],[541059],[541286],[558053],[558280],[562443],[562525],[576960],[577042],[580877],[591895],[593003],[605319],
     [184668,461849],[221784,494681],[222724,433727],[256921,521996],[257048,465656],[274244,533585],[275184,480677],[292531,495204],[300958,550739],[301898,502139],[310845,556354],[310972,508818],[326338,566048],[331014,523679],[337801,571226],[337928,528198],[346951,534108],[356318,541043],[359988,583294],[364979,546619],[366784,585489],[366911,547367],[373665,551262],[384938,558037],[391725,596345],[391852,562556],[395178,598417],[399466,599434],[399907,522826],[400164,567364],[402002,567975],[410938,572909],[417439,576325],[419244,606236],[419371,577073],[426125,580968],[429431,583238],[433008,611491],[433743,546635],[433970,585034],[442287,588942],[444092,614703],[444219,589690],[449564,616146],[450005,557184],[450262,592483],[452100,593094],[465011,599378],[465543,599640],[465625,567333],[467936,530478],[472876,622822],[473317,572056],[473574,602945],[475412,603556],[479958,624594],[480693,576341],[480920,605781],[494212,628455],[495113,584843],[497048,553106],[497305,553363],[501420,629711],[502155,588958],[502382,614248],[508173,616090],[508705,616352],[508787,592452],[520906,633963],[523695,572925],[523922,573152],[527553,622766],[528085,623028],[528167,602914],[534017,605590],[543894,611413],[545002,628399],[547254,589577],[547336,589659],[551171,614057],[565131,621027],[566776,602357],[567884,603465],[584572,613786]
   ]
cell #2568 :
  |C| = 189
  W-rep = phi[[2, 1, 1, 1],[1, 1]]+phi[[2, 1, 1],[1, 1, 1]]
  special rep = phi[[2, 1, 1],[1, 1, 1]] , dim = 105
  orbit = [4, 2, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     21 tau_infinity subcells with 1 member(s)
     84 tau_infinity subcells with 2 member(s)
  subcells = [
     [564431],[581240],[582681],[593366],[596537],[596656],[597908],[606428],[606547],[609157],[609244],[617023],[617110],[619117],[619190],[625204],[625277],[626941],[631120],[631513],[635880],
     [323310,565008],[363756,584449],[364574,546084],[399674,599474],[399776,566920],[416216,605196],[417034,575790],[433607,584684],[441064,613663],[441882,588407],[449772,616186],[449874,592039],[463983,620904],[467531,600308],[473084,622862],[473186,602501],[480557,605431],[488832,609154],[492170,628181],[495476,612048],[496815,628810],[496917,612197],[502019,613898],[510693,617020],[516246,632837],[516348,619213],[519314,633828],[521880,634052],[522188,600116],[522307,621500],[523559,621598],[530073,623696],[534380,625151],[535719,636160],[535821,625300],[540923,627001],[543705,628179],[545662,638036],[546087,612051],[546174,628765],[551534,630268],[552873,638889],[552975,630417],[556238,639273],[556546,616828],[556665,631475],[557917,631573],[566587,634050],[566824,634154],[566897,621477],[568247,603828],[571110,641157],[571418,623504],[571537,635277],[572789,635375],[575368,641593],[575793,625154],[575880,636115],[584258,642626],[584624,628689],[585681,614895],[585800,615014],[587985,642837],[588410,630271],[588497,638844],[591706,639271],[591943,639375],[592016,631452],[599027,643777],[600311,623699],[600398,623786],[602168,641155],[602405,641259],[602478,635254],[605371,636039],[610831,638026],[611224,642624],[612101,630321],[612174,630394],[613838,638768],[620624,640791],[621145,634922],[621538,635315],[628530,638609]
   ]
cell #2569 :
  |C| = 105
  W-rep = phi[[1, 1],[2, 2, 1]]
  special rep = phi[[1, 1],[2, 2, 1]] , dim = 105
  orbit = [3, 3, 3, 3, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [183425],[213405],[237568],[246946],[263568],[271957],[282235],[298671],[305749],[307658],[317492],[318313],[322419],[332705],[334614],[341756],[343693],[353091],[358180],[358498],[365570],[368470],[370407],[377261],[377484],[386629],[388538],[391480],[393283],[394092],[400652],[403261],[403484],[412033],[415439],[418030],[420930],[422867],[425611],[425761],[427520],[428666],[434205],[434428],[436881],[440287],[442878],[448260],[448410],[450750],[453359],[453582],[457828],[458046],[459851],[459983],[461118],[466090],[471572],[471722],[474062],[478843],[479061],[481155],[481378],[483831],[487237],[488041],[488264],[489828],[489978],[500305],[500523],[502617],[502840],[505360],[507172],[507395],[509252],[514734],[514884],[515623],[517006],[517224],[524740],[526552],[526775],[528632],[531101],[532701],[539209],[539427],[541521],[541744],[548255],[549855],[553867],[559098],[560910],[561133],[562990],[568739],[577961],[579561],[593858]
   ]
cell #2570 :
  |C| = 105
  W-rep = phi[[1, 1],[2, 2, 1]]
  special rep = phi[[1, 1],[2, 2, 1]] , dim = 105
  orbit = [3, 3, 3, 3, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [393982],[424992],[447641],[457121],[470953],[478136],[487377],[499598],[505273],[506508],[514115],[515033],[518786],[524653],[525888],[531008],[532111],[538502],[542689],[542978],[546552],[548162],[549265],[553669],[553791],[559011],[560246],[562281],[563666],[564313],[567270],[568541],[568663],[573412],[575078],[576258],[577868],[578971],[580707],[580734],[581942],[582784],[584858],[584980],[586029],[587695],[588875],[591429],[591456],[592389],[593660],[593782],[596011],[596163],[597147],[597266],[597988],[599650],[601891],[601918],[602851],[604787],[604939],[605605],[605727],[606776],[608442],[608729],[608851],[609622],[609649],[613254],[613406],[614072],[614194],[615194],[615736],[615858],[616362],[618603],[618630],[618881],[619411],[619563],[621870],[622412],[622534],[623038],[623931],[624328],[626357],[626509],[627175],[627297],[629048],[629445],[630600],[631845],[632387],[632509],[633013],[634402],[636398],[636795],[639623]
   ]
cell #2571 :
  |C| = 175
  W-rep = phi[[1, 1, 1, 1],[2, 1]]+phi[[1, 1, 1],[2, 1, 1]]
  special rep = phi[[1, 1, 1],[2, 1, 1]] , dim = 105
  orbit = [3, 3, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [428423],[458263],[479278],[488067],[491173],[491254],[500740],[507198],[515609],[516740],[517441],[518595],[526578],[531127],[532687],[536213],[539644],[541063],[541307],[541547],[548281],[549841],[553853],[558057],[558301],[560936],[562581],[562976],[568725],[577098],[577987],[579547],[580976],[593102],[593844],
     [170250,445233],[193562,468545],[223382,495602],[243660,511707],[257052,465655],[257133,522077],[275842,534506],[283138,540281],[292552,495226],[302556,551660],[308561,555221],[310976,508817],[311057,556435],[335517,570093],[337932,528197],[338013,571307],[341973,573557],[346972,534130],[356976,581366],[366915,547366],[366996,585570],[368687,586174],[373686,551284],[377287,590132],[389441,595212],[391856,562555],[391937,596426],[400168,567363],[400869,599795],[402023,567997],[403287,600594],[412019,573420],[419375,577072],[419456,606317],[421147,606921],[426146,580990],[433747,546639],[433991,585056],[434231,611694],[436867,586037],[444223,589689],[444304,614784],[450266,592482],[450967,616507],[452121,593116],[453385,617306],[465681,567389],[466076,599658],[473578,602944],[474279,623183],[475433,603578],[480697,576345],[480941,605803],[481181,624797],[483817,606784],[495212,585042],[497309,553367],[502159,588962],[502403,614270],[502643,629914],[508843,592508],[509238,616370],[523699,572929],[523943,573173],[528223,602970],[528618,623046],[534116,605789],[547392,589715],[551270,614256],[567983,603564]
   ]
cell #2572 :
  |C| = 70
  W-rep = phi[[1, 1, 1],[2, 2]]
  special rep = phi[[1, 1, 1],[2, 2]] , dim = 70
  orbit = [3, 3, 3, 3, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     70 tau_infinity subcells with 1 member(s)
  subcells = [
     [212861],[237024],[263024],[269912],[296626],[305420],[316948],[329587],[332376],[341486],[351046],[357636],[365241],[368200],[383511],[386300],[391238],[399880],[400382],[409511],[415197],[417701],[420660],[425282],[433695],[440045],[442549],[447931],[449978],[450480],[457776],[459609],[471243],[473290],[473792],[476752],[478791],[480645],[486995],[489499],[497021],[498214],[500253],[502107],[505308],[514405],[516452],[516954],[522799],[523647],[524688],[530892],[535925],[537118],[539157],[541011],[546587],[548046],[553079],[557157],[558005],[559046],[567154],[572029],[572877],[576293],[577752],[588910],[592273],[602735]
   ]
cell #2573 :
  |C| = 70
  W-rep = phi[[1, 1, 1],[2, 2]]
  special rep = phi[[1, 1, 1],[2, 2]] , dim = 70
  orbit = [3, 3, 3, 3, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     70 tau_infinity subcells with 1 member(s)
  subcells = [
     [246987],[271998],[298712],[305790],[332746],[341524],[353132],[365611],[368238],[377243],[386670],[393324],[400420],[403243],[418071],[420698],[425652],[433733],[434187],[442919],[448301],[450518],[453341],[457814],[465637],[471613],[473830],[478829],[480683],[481137],[488023],[489869],[500291],[502145],[502599],[505346],[507154],[508799],[514775],[516992],[523685],[524726],[526534],[528179],[531083],[539195],[541049],[541503],[546625],[547348],[548237],[553702],[558043],[559084],[560892],[562537],[567345],[568574],[572915],[576331],[577054],[577943],[584891],[588948],[589671],[592464],[593693],[602926],[605638],[614105]
   ]
cell #2574 :
  |C| = 105
  W-rep = phi[[1, 1],[2, 2, 1]]
  special rep = phi[[1, 1],[2, 2, 1]] , dim = 105
  orbit = [3, 3, 3, 3, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [393983],[424993],[447642],[457122],[470954],[478137],[487383],[499599],[505274],[506514],[514116],[515037],[518787],[524654],[525894],[531014],[532115],[538503],[542690],[542979],[546553],[548168],[549269],[553696],[553795],[559012],[560252],[562282],[563667],[564321],[567276],[568568],[568667],[573431],[575079],[576259],[577874],[578975],[580708],[580742],[581948],[582785],[584885],[584984],[586048],[587696],[588876],[591430],[591464],[592395],[593687],[593786],[596047],[596169],[597148],[597270],[597996],[599669],[601892],[601926],[602857],[604823],[604945],[605632],[605731],[606795],[608443],[608756],[608855],[609623],[609657],[613290],[613412],[614099],[614198],[615314],[615763],[615862],[616381],[618604],[618638],[618900],[619447],[619569],[621990],[622439],[622538],[623057],[624014],[624347],[626393],[626515],[627202],[627301],[629131],[629464],[630654],[631965],[632414],[632513],[633032],[634456],[636481],[636814],[639677]
   ]
cell #2575 :
  |C| = 175
  W-rep = phi[[1, 1, 1, 1],[2, 1]]+phi[[1, 1, 1],[2, 1, 1]]
  special rep = phi[[1, 1, 1],[2, 1, 1]] , dim = 105
  orbit = [3, 3, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [428424],[458264],[479279],[488068],[491255],[500741],[507199],[515615],[517442],[518596],[526579],[531128],[532693],[539645],[541308],[541548],[543045],[548282],[549847],[553859],[558302],[560937],[562582],[562800],[562982],[568731],[577099],[577317],[577988],[579553],[580958],[580982],[593084],[593108],[593850],
     [170251,445237],[193563,468549],[223383,495606],[243661,511711],[257134,522081],[275843,534510],[283139,540285],[292553,545969],[302557,551664],[308562,555225],[311058,556439],[328597,522046],[335518,570097],[338014,571311],[341974,573561],[346973,575675],[356977,581370],[366997,585574],[368688,586178],[373687,588292],[377288,590146],[382521,556404],[389442,595216],[391938,596430],[400870,599799],[402024,600193],[403288,600608],[408521,571276],[412025,573441],[419457,606321],[421148,606925],[426147,609039],[433992,611653],[434232,611708],[435729,585539],[436873,586058],[444305,614788],[450968,616511],[452122,616905],[453386,617320],[458619,596395],[465682,567390],[465900,599603],[466082,599679],[474280,623187],[475434,623581],[480942,624756],[481182,624811],[482679,606286],[483823,606805],[495194,584814],[495218,585048],[502404,629873],[502644,629928],[504141,614753],[508844,592509],[509062,616315],[509244,616391],[523944,573174],[528224,602971],[528442,622991],[528624,623067],[534098,605561],[534122,605795],[547393,589716],[547611,589934],[551252,614028],[551276,614262],[567965,603546],[567989,603570]
   ]
cell #2576 :
  |C| = 70
  W-rep = phi[[1, 1, 1],[2, 2]]
  special rep = phi[[1, 1, 1],[2, 2]] , dim = 70
  orbit = [3, 3, 3, 3, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     70 tau_infinity subcells with 1 member(s)
  subcells = [
     [246999],[272010],[298724],[305802],[332758],[341616],[353144],[365623],[368330],[377323],[386682],[393336],[400512],[403323],[418083],[420790],[425664],[433825],[434267],[442931],[448313],[450610],[453421],[457906],[465717],[471625],[473922],[478921],[480775],[481217],[488103],[489881],[500383],[502237],[502679],[505826],[507234],[508879],[514787],[517084],[523777],[525206],[526614],[528259],[531488],[539287],[541141],[541583],[547105],[547428],[548642],[554003],[558135],[559564],[560972],[562617],[567750],[568875],[573007],[576811],[577134],[578348],[585192],[589428],[589751],[592869],[593994],[603331],[605939],[614406]
   ]
cell #2577 :
  |C| = 105
  W-rep = phi[[1, 1],[2, 2, 1]]
  special rep = phi[[1, 1],[2, 2, 1]] , dim = 105
  orbit = [3, 3, 3, 3, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [322074],[355090],[379974],[390114],[405974],[414073],[424427],[438921],[445499],[447076],[456072],[457003],[461208],[468811],[470388],[476556],[478018],[485871],[490754],[491076],[495868],[498018],[499480],[505068],[505155],[511973],[513550],[516072],[517663],[518484],[522603],[524448],[524535],[530874],[533150],[534772],[536922],[538384],[540547],[540682],[542124],[543170],[546347],[546434],[548028],[550304],[551926],[555487],[555622],[556961],[558806],[558893],[561993],[562086],[563439],[563548],[564506],[567136],[570359],[570494],[571833],[574790],[574883],[576053],[576140],[577734],[580010],[580502],[580589],[581632],[581767],[587407],[587500],[588670],[588757],[590493],[591224],[591311],[592255],[595478],[595613],[596029],[596859],[596952],[600955],[601686],[601773],[602717],[604217],[604805],[608154],[608247],[609417],[609504],[612684],[613272],[615296],[617667],[618398],[618485],[619429],[621972],[625787],[626375],[631947]
   ]
cell #2578 :
  |C| = 175
  W-rep = phi[[1, 1, 1, 1],[2, 1]]+phi[[1, 1, 1],[2, 1, 1]]
  special rep = phi[[1, 1, 1],[2, 1, 1]] , dim = 105
  orbit = [3, 3, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [428436],[458276],[479291],[488152],[491267],[500753],[507283],[515685],[517454],[518608],[526663],[531537],[532763],[539657],[541320],[541632],[543046],[548691],[549917],[554194],[558314],[561021],[562666],[562801],[563052],[569066],[577183],[577318],[578397],[579623],[580959],[581052],[593085],[593178],[594185],
     [170263,445296],[193575,468608],[223395,495665],[243673,511770],[257146,522140],[275855,534569],[283151,540344],[292565,545974],[302569,551723],[308574,555284],[311070,556498],[328598,522053],[335530,570156],[338026,571370],[341986,573830],[346985,575680],[356989,581429],[367009,585633],[368700,586447],[373699,588297],[377372,590327],[382522,556411],[389454,595275],[391950,596489],[400882,600068],[402036,600198],[403372,600789],[408522,571283],[412095,573679],[419469,606380],[421160,607194],[426159,609044],[434004,611658],[434316,611889],[435730,585546],[436943,586296],[444317,614847],[450980,616780],[452134,616910],[453470,617501],[458620,596402],[465766,567799],[465901,599610],[466152,599917],[474292,623456],[475446,623586],[480954,624761],[481266,624992],[482680,606293],[483893,607043],[495195,584815],[495288,585383],[502416,629878],[502728,630109],[504142,614760],[508928,592918],[509063,616322],[509314,616629],[523956,573186],[528308,603380],[528443,622998],[528694,623305],[534099,605562],[534192,606130],[547477,589800],[547612,589935],[551253,614029],[551346,614597],[567966,603547],[568059,603640]
   ]
cell #2579 :
  |C| = 189
  W-rep = phi[[2, 1, 1, 1],[1, 1]]+phi[[2, 1, 1],[1, 1, 1]]
  special rep = phi[[2, 1, 1],[1, 1, 1]] , dim = 105
  orbit = [4, 2, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     21 tau_infinity subcells with 1 member(s)
     84 tau_infinity subcells with 2 member(s)
  subcells = [
     [518572],[518588],[541284],[541300],[543042],[558278],[558294],[562441],[562511],[562797],[576958],[577028],[577314],[580868],[580955],[591893],[592994],[593081],[596380],[605310],[606271],
     [184666,461844],[221782,494676],[256919,521991],[274242,533580],[292529,545960],[292545,495188],[300956,550734],[310843,556349],[326336,566043],[328594,522054],[337799,571221],[346949,575666],[346965,534092],[359986,583289],[366782,585484],[373663,588283],[373679,551246],[382518,556412],[391723,596340],[395176,598403],[399464,599429],[402000,600184],[402016,567959],[408518,571284],[419242,606231],[426123,609030],[426139,580952],[429422,583213],[433006,611477],[433968,611644],[433984,584808],[435726,585547],[444090,614698],[449562,616141],[452098,616896],[452114,593078],[458616,596403],[465002,599353],[465541,621151],[465611,567054],[465897,599611],[472874,622817],[475410,623572],[475426,603540],[479956,624580],[480918,624747],[480934,605555],[482676,606294],[494210,628450],[495104,611568],[495191,584811],[501418,629697],[502380,629864],[502396,614022],[504138,614761],[508164,616065],[508703,631126],[508773,592173],[509059,616323],[520904,633949],[522031,599588],[523920,573150],[523936,573166],[527544,622741],[528083,634928],[528153,602635],[528439,622999],[534008,624671],[534095,605558],[543892,611411],[544993,628374],[547252,589575],[547322,589645],[547608,589931],[551162,629788],[551249,614025],[556389,616300],[565122,621018],[566774,602355],[567875,603456],[567962,603543],[571261,622976],[584563,613777],[585524,614738]
   ]
cell #2580 :
  |C| = 70
  W-rep = phi[[1, 1, 1],[2, 2]]
  special rep = phi[[1, 1, 1],[2, 2]] , dim = 70
  orbit = [3, 3, 3, 3, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     70 tau_infinity subcells with 1 member(s)
  subcells = [
     [180750],[203669],[228517],[235098],[261098],[269745],[280977],[293563],[296459],[305488],[315022],[321423],[329420],[332444],[347983],[350879],[355710],[364785],[365309],[374697],[380594],[383344],[386368],[391071],[399948],[406594],[409344],[415030],[417245],[417769],[425350],[427157],[439878],[442093],[442617],[446284],[447999],[450046],[456692],[459442],[467742],[469596],[471311],[473358],[477272],[486828],[489043],[489567],[496653],[497089],[498734],[505526],[510904],[512758],[514473],[516520],[523319],[524906],[530284],[535557],[535993],[537638],[546805],[552711],[553147],[557677],[559264],[572549],[576511],[589128]
   ]
cell #2581 :
  |C| = 175
  W-rep = phi[[1, 1, 1, 1],[2, 1]]+phi[[1, 1, 1],[2, 1, 1]]
  special rep = phi[[1, 1, 1],[2, 1, 1]] , dim = 105
  orbit = [3, 3, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [358375],[390671],[414630],[424647],[439478],[447296],[457158],[470608],[477228],[478173],[486428],[491374],[498690],[499635],[505698],[513770],[518220],[518620],[525078],[537594],[538539],[541332],[542344],[543047],[558326],[559436],[562758],[562802],[563703],[577275],[577319],[580960],[581132],[593086],[593258],
     [170370,445879],[193682,469191],[223502,496248],[243780,512353],[257253,522209],[275962,535152],[283258,487447],[292577,545980],[302676,552306],[308681,506578],[311177,556567],[328599,522061],[335637,525958],[338133,571439],[342752,531403],[346997,575686],[357096,582012],[367116,585702],[369466,548557],[373711,588303],[378084,553990],[382523,556419],[389561,560316],[392057,596558],[401648,567665],[402048,600204],[404084,568862],[408523,571291],[412746,531255],[419576,606449],[421926,578263],[426171,609050],[434016,611664],[435028,585179],[435731,585554],[437594,548409],[444424,614916],[451746,592784],[452146,616916],[454182,593981],[458621,596410],[465858,523275],[465902,599618],[466803,567517],[475058,603246],[475458,623592],[480966,624767],[481978,605926],[482681,606301],[484544,578115],[495196,584816],[495368,546977],[502428,629884],[503440,614393],[504143,614768],[509020,557633],[509064,616330],[509965,592636],[523968,573198],[528400,572505],[528444,623006],[529345,603098],[534100,605563],[534272,576683],[547569,589892],[547613,589936],[551254,614030],[551426,589300],[567967,603548],[568139,603720]
   ]
cell #2582 :
  |C| = 70
  W-rep = phi[[1, 1, 1],[2, 2]]
  special rep = phi[[1, 1, 1],[2, 2]] , dim = 70
  orbit = [3, 3, 3, 3, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     70 tau_infinity subcells with 1 member(s)
  subcells = [
     [282240],[307663],[334619],[341761],[368475],[377266],[388543],[400657],[403266],[412030],[420935],[427525],[434210],[436878],[450755],[453364],[458051],[465660],[466087],[474067],[479066],[481160],[483828],[488046],[495223],[500528],[502622],[507177],[508822],[509249],[515620],[517229],[526557],[528202],[528629],[531106],[532698],[534127],[539432],[541526],[547371],[548260],[549852],[551281],[553864],[560915],[562560],[562987],[567368],[567994],[568736],[573467],[577077],[577966],[579558],[580987],[585053],[586084],[589694],[592487],[593113],[593855],[599705],[602949],[603575],[605800],[606831],[614267],[616417],[623093]
   ]
cell #2583 :
  |C| = 105
  W-rep = phi[[1, 1],[2, 2, 1]]
  special rep = phi[[1, 1],[2, 2, 1]] , dim = 105
  orbit = [3, 3, 3, 3, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [183341],[213321],[237484],[246925],[263484],[271936],[282233],[298650],[305728],[307656],[317408],[318315],[332684],[334612],[341754],[343695],[353070],[358096],[365549],[368468],[370409],[377259],[377486],[386608],[388536],[393262],[394443],[400650],[403259],[403486],[412035],[418009],[420928],[422869],[425590],[427518],[428362],[434203],[434430],[436883],[442857],[448239],[450748],[453357],[453584],[457582],[458044],[459985],[460789],[466092],[471551],[474060],[478597],[479059],[481153],[481380],[483833],[487799],[488039],[488266],[489807],[500059],[500521],[502615],[502842],[506930],[507170],[507397],[509254],[514713],[515024],[515625],[517222],[526310],[526550],[526777],[528634],[531099],[532102],[532703],[538963],[539425],[541519],[541746],[543287],[548253],[549256],[549857],[553782],[553869],[560668],[560908],[561135],[562992],[564127],[564589],[568654],[568741],[577959],[578962],[579563],[582364],[593773],[593860],[597257]
   ]
cell #2584 :
  |C| = 70
  W-rep = phi[[1, 1, 1],[2, 2]]
  special rep = phi[[1, 1, 1],[2, 2]] , dim = 70
  orbit = [3, 3, 3, 3, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     70 tau_infinity subcells with 1 member(s)
  subcells = [
     [354575],[379459],[405459],[412345],[437193],[445265],[455557],[466402],[468577],[476375],[484143],[490239],[495634],[497837],[509564],[511739],[515935],[522109],[522422],[528944],[533013],[534538],[536741],[540313],[546003],[550167],[551692],[555253],[556467],[556780],[561905],[563302],[570125],[571339],[571652],[573589],[574702],[575709],[579873],[581398],[585602],[586206],[587319],[588326],[590244],[595244],[596458],[596771],[599827],[600227],[600706],[603969],[606349],[606953],[608066],[609073],[611806],[612436],[614816],[616539],[616939],[617418],[621251],[623215],[623615],[624909],[625539],[630026],[631226],[635028]
   ]
cell #2585 :
  |C| = 105
  W-rep = phi[[1, 1],[2, 2, 1]]
  special rep = phi[[1, 1],[2, 2, 1]] , dim = 105
  orbit = [3, 3, 3, 3, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [183342],[213322],[237485],[246926],[263485],[271937],[282243],[298651],[305729],[307666],[317409],[318323],[332685],[334622],[341764],[343703],[353071],[358097],[365550],[368478],[370417],[377269],[377494],[386609],[388546],[393263],[394444],[400660],[403269],[403494],[412043],[418010],[420938],[422877],[425591],[427528],[428363],[434213],[434438],[436891],[442858],[448240],[450758],[453367],[453592],[457583],[458054],[459993],[460799],[466100],[471552],[474070],[478598],[479069],[481163],[481388],[483841],[487809],[488049],[488274],[489808],[500060],[500531],[502625],[502850],[506940],[507180],[507405],[509262],[514714],[515079],[515633],[517232],[526320],[526560],[526785],[528642],[531109],[532157],[532711],[538964],[539435],[541529],[541754],[543288],[548263],[549311],[549865],[553837],[553877],[560678],[560918],[561143],[563000],[564128],[564599],[568709],[568749],[577969],[579017],[579571],[582374],[593828],[593868],[597312]
   ]
cell #2586 :
  |C| = 70
  W-rep = phi[[1, 1, 1],[2, 2]]
  special rep = phi[[1, 1, 1],[2, 2]] , dim = 70
  orbit = [3, 3, 3, 3, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     70 tau_infinity subcells with 1 member(s)
  subcells = [
     [282345],[307768],[334724],[341866],[368580],[377276],[388648],[400762],[403276],[412024],[421040],[427630],[434220],[436872],[450860],[453374],[458156],[465670],[466081],[474172],[479171],[481170],[483822],[488056],[495217],[500633],[502632],[507187],[508832],[509243],[515614],[517334],[526567],[528212],[528623],[531116],[532692],[534121],[539537],[541536],[547381],[548270],[549846],[551275],[553858],[560925],[562570],[562981],[567378],[567988],[568730],[573440],[577087],[577976],[579552],[580981],[585047],[586057],[589704],[592497],[593107],[593849],[599678],[602959],[603569],[605794],[606804],[614261],[616390],[623066]
   ]
cell #2587 :
  |C| = 105
  W-rep = phi[[1, 1],[2, 2, 1]]
  special rep = phi[[1, 1],[2, 2, 1]] , dim = 105
  orbit = [3, 3, 3, 3, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [183352],[213332],[237495],[246936],[263495],[271947],[282234],[298661],[305739],[307657],[317419],[318314],[332695],[334613],[341755],[343694],[353081],[358107],[365560],[368469],[370408],[377260],[377485],[386619],[388537],[393273],[394454],[400651],[403260],[403485],[412034],[418020],[420929],[422868],[425601],[427519],[428373],[434204],[434429],[436882],[442868],[448250],[450749],[453358],[453583],[457593],[458045],[459984],[460790],[466091],[471562],[474061],[478608],[479060],[481154],[481379],[483832],[487800],[488040],[488265],[489818],[500070],[500522],[502616],[502841],[506931],[507171],[507396],[509253],[514724],[515025],[515624],[517223],[526311],[526551],[526776],[528633],[531100],[532103],[532702],[538974],[539426],[541520],[541745],[543298],[548254],[549257],[549856],[553783],[553868],[560669],[560909],[561134],[562991],[564138],[564590],[568655],[568740],[577960],[578963],[579562],[582365],[593774],[593859],[597258]
   ]
cell #2588 :
  |C| = 70
  W-rep = phi[[1, 1, 1],[2, 2]]
  special rep = phi[[1, 1, 1],[2, 2]] , dim = 70
  orbit = [3, 3, 3, 3, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     70 tau_infinity subcells with 1 member(s)
  subcells = [
     [282344],[307767],[334723],[341865],[368579],[377275],[388647],[400761],[403275],[412018],[421039],[427629],[434219],[436866],[450859],[453373],[458155],[465669],[466075],[474171],[479170],[481169],[483816],[488055],[495211],[500632],[502631],[507186],[508831],[509237],[515608],[517333],[526566],[528211],[528617],[531115],[532686],[534115],[539536],[541535],[547380],[548269],[549840],[551269],[553852],[560924],[562569],[562975],[567377],[567982],[568724],[573419],[577086],[577975],[579546],[580975],[585041],[586036],[589703],[592496],[593101],[593843],[599657],[602958],[603563],[605788],[606783],[614255],[616369],[623045]
   ]
cell #2589 :
  |C| = 105
  W-rep = phi[[1, 1],[2, 2, 1]]
  special rep = phi[[1, 1],[2, 2, 1]] , dim = 105
  orbit = [3, 3, 3, 3, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [183353],[213333],[237496],[246937],[263496],[271948],[282244],[298662],[305740],[307667],[317420],[318322],[332696],[334623],[341765],[343702],[353082],[358108],[365561],[368479],[370416],[377270],[377493],[386620],[388547],[393274],[394455],[400661],[403270],[403493],[412042],[418021],[420939],[422876],[425602],[427529],[428374],[434214],[434437],[436890],[442869],[448251],[450759],[453368],[453591],[457594],[458055],[459992],[460800],[466099],[471563],[474071],[478609],[479070],[481164],[481387],[483840],[487810],[488050],[488273],[489819],[500071],[500532],[502626],[502849],[506941],[507181],[507404],[509261],[514725],[515080],[515632],[517233],[526321],[526561],[526784],[528641],[531110],[532158],[532710],[538975],[539436],[541530],[541753],[543299],[548264],[549312],[549864],[553838],[553876],[560679],[560919],[561142],[562999],[564139],[564600],[568710],[568748],[577970],[579018],[579570],[582375],[593829],[593867],[597313]
   ]
cell #2590 :
  |C| = 553
  W-rep = phi[[2, 1],[2, 1, 1]]+phi[[1, 1],[3, 1, 1]]+phi[[2],[2, 2, 1]]+phi[[1],[3, 2, 1]]
  special rep = phi[[2, 1],[2, 1, 1]] , dim = 210
  orbit = [4, 4, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 210
     49 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
     91 tau_infinity subcells with 4 member(s)
  subcells = [
     [400818],[434526],[450916],[461958],[466042],[466386],[468013],[474228],[481476],[492013],[492675],[494790],[495573],[500689],[502938],[509204],[509548],[519353],[521723],[522385],[526873],[527049],[528584],[528928],[533694],[534477],[545701],[549807],[550151],[550255],[550848],[551631],[556081],[556743],[566157],[568481],[570040],[570064],[570953],[571615],[575407],[583683],[584101],[585960],[585984],[588024],[598722],[598746],[599066],
     [264231,570465],[299319,587269],[332035,600537],[335290,601576],[361340,610997],[365669,495857],[367840,612371],[371101,587282],[377457,505120],[396696,620727],[400791,522610],[402563,621739],[402907,600550],[403457,524500],[412207,530917],[418129,534761],[430462,628231],[430806,611010],[434401,546399],[434559,546441],[436262,612351],[437055,548071],[442977,551915],[444701,511175],[445351,553711],[450889,556968],[453555,558858],[458212,517390],[460957,518735],[462741,620707],[466264,567179],[468663,568583],[471671,570348],[474201,571840],[476338,531579],[479227,539593],[481351,576105],[481509,576147],[484005,577777],[488362,541842],[488538,542018],[491027,543121],[495720,584900],[497800,548733],[500662,587507],[500799,587229],[502813,588722],[502971,588764],[507493,561231],[507669,561407],[509426,592298],[511825,593702],[515575,562942],[515919,563286],[516023,563390],[526906,601780],[528806,602760],[532653,579513],[532997,579857],[533101,579961],[534624,605647],[536704,578439],[540228,581313],[540252,581337],[551778,614114],[553609,593600],[555168,595159],[555192,595183],[573343,606707],[573367,606731],
     [183365,321971,460930,564250],[183468,250390,518455,564477],[213345,354987,488511,580346],[214068,285005,540653,581738],[215804,285734,491060,582521],[237508,379871,507642,591068],[238231,318155,555593,595584],[247045,390103,515818,595783],[247385,318870,516056,595906],[247594,320632,561855,596721],[263508,405871,527022,601530],[272056,414062,532896,604559],[272396,344250,533134,604682],[272605,353739,574652,608016],[282374,424434,488237,580554],[282401,354839,540459,608548],[282911,356749,580392,609307],[298770,438910,550050,613026],[299110,370964,550288,613149],[305079,385959,590075,617249],[305848,445488,554652,615434],[307797,447083,507368,591276],[307824,379723,555399,615555],[308334,389214,591114,618288],[317432,455969,561380,618242],[318411,390324,561998,618731],[318444,457010,515797,596072],[319007,392306,561868,596734],[332804,468800,569524,622110],[334753,470395,526748,601738],[334780,405723,570271,622231],[341126,420300,603904,625474],[341895,476563,532010,604430],[341922,413800,574210,624100],[343791,414283,574795,624178],[343824,478025,532875,604848],[344387,423561,574665,608029],[353190,485860,579756,626129],[353530,423424,579994,626252],[354559,424661,540399,608771],[358120,490651,541991,627707],[368609,498025,549164,612897],[368636,438648,586827,629217],[370505,439131,587412,629295],[370538,499487,550029,613315],[376563,452661,615063,631714],[376907,453005,590088,617262],[377582,446794,590708,630702],[377615,505162,554631,615458],[379443,447310,555339,615778],[386728,511962,594643,632085],[388677,513557,561106,618450],[388704,455821,595390,632206],[393382,517652,563185,633315],[393722,460540,563423,633438],[394467,518708,518883,620359],[403582,470106,601170,634504],[403615,524542,569503,622134],[405443,470622,570211,622454],[411414,483212,603884,625454],[411985,477412,604237,635581],[412329,477756,574150,624113],[421069,536929,578870,626000],[421096,485598,607574,636567],[422965,486081,608159,636645],[422998,538391,579735,626418],[425710,489927,540536,581621],[427659,541717,542131,609469],[427686,490503,581544,637487],[428482,491313,542900,610536],[428822,491486,543154,627957],[436833,498874,612704,638310],[437177,499218,586767,629230],[445204,505903,590504,630682],[448359,514833,555476,595467],[453680,513268,617882,639725],[453713,558900,594622,632109],[455541,513784,595330,632429],[458185,517363,562093,596959],[458322,517500,561815,620081],[460081,517873,596864,640387],[460114,563164,563555,619472],[468516,525283,600966,634484],[479200,539566,574890,608254],[479337,539703,574612,607976],[483783,537778,625807,641867],[484127,538122,607514,636580],[488395,541875,580596,609511],[490223,542358,581484,627217],[507526,561264,591318,618492],[511678,559641,617678,639705]
   ]
cell #2591 :
  |C| = 55
  W-rep = phi[[3],[1, 1, 1, 1]]+phi[[],[4, 1, 1, 1]]
  special rep = phi[[3],[1, 1, 1, 1]] , dim = 35
  orbit = [6, 2, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 1
  number of tau_infinity subcells = 35
     15 tau_infinity subcells with 1 member(s)
     20 tau_infinity subcells with 2 member(s)
  subcells = [
     [335275],[371025],[405343],[405957],[436563],[438832],[463042],[468270],[470299],[492932],[497541],[520072],[523997],[544176],[564899],
     [216168,358888],[250246,394426],[282896,428181],[285795,428716],[308319,389199],[318931,460601],[322057,461191],[344311,423485],[354459,490123],[355073,490737],[379343,455441],[379957,456055],[390025,517574],[411715,483513],[413984,485782],[424338,542035],[444958,511432],[446987,513461],[476079,536445],[504617,558355]
   ]
cell #2592 :
  |C| = 154
  W-rep = phi[[2],[2, 1, 1, 1]]+phi[[1],[3, 1, 1, 1]]
  special rep = phi[[2],[2, 1, 1, 1]] , dim = 84
  orbit = [4, 4, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     14 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [335189],[370914],[405319],[405844],[436539],[438811],[463018],[468249],[470304],[492911],[497546],[520077],[524038],[544217],
     [183658,461390],[215849,490912],[216162,428933],[247430,515394],[250095,518331],[250160,461366],[272441,532472],[282745,540077],[282810,428095],[285684,491436],[285685,542801],[299155,549626],[308168,555017],[308233,389113],[318374,515281],[318820,460490],[318821,561716],[321944,518856],[335124,569889],[343754,532359],[344200,423374],[344201,574513],[353575,579332],[354435,490099],[354516,539985],[354960,490624],[370468,549513],[370915,587130],[377545,506180],[379319,455417],[379400,554925],[379844,455942],[389048,595008],[390004,517553],[390037,561614],[393767,597627],[394561,598320],[403545,525560],[405400,569797],[411691,483489],[412286,531815],[413963,485761],[413996,574411],[422928,579219],[423375,607877],[424343,542040],[428030,610077],[428867,610642],[437134,548969],[438844,587028],[444937,511411],[445422,554435],[446992,513466],[453643,559918],[455498,594916],[460044,597514],[460491,619982],[461301,620462],[468734,569307],[476084,536450],[476309,573923],[484084,578675],[485794,607775],[490180,609985],[491437,628043],[497771,586540],[504658,558396],[511896,594426],[517586,619880],[536675,607287]
   ]
cell #2593 :
  |C| = 70
  W-rep = phi[[1, 1, 1],[2, 2]]
  special rep = phi[[1, 1, 1],[2, 2]] , dim = 70
  orbit = [3, 3, 3, 3, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     70 tau_infinity subcells with 1 member(s)
  subcells = [
     [354490],[379374],[405374],[412260],[437108],[445321],[455472],[466317],[468633],[476437],[484058],[490154],[495690],[497899],[509479],[511795],[515850],[522165],[522484],[528859],[532928],[534594],[536803],[540369],[546065],[550082],[551748],[555309],[556523],[556842],[561967],[563217],[570181],[571395],[571714],[573855],[574764],[575771],[579788],[581454],[585658],[586472],[587381],[588388],[590467],[595300],[596514],[596833],[600093],[600289],[600929],[604151],[606405],[607219],[608128],[609135],[612029],[612618],[614872],[616805],[617001],[617641],[621433],[623481],[623677],[625132],[625721],[630249],[631408],[635210]
   ]
cell #2594 :
  |C| = 105
  W-rep = phi[[1, 1],[2, 2, 1]]
  special rep = phi[[1, 1],[2, 2, 1]] , dim = 105
  orbit = [3, 3, 3, 3, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [250087],[282737],[308160],[318325],[318366],[335116],[343705],[343746],[354475],[370419],[370460],[377496],[377537],[379359],[389040],[403496],[403537],[405359],[412045],[412245],[422879],[422920],[428022],[434440],[434481],[436893],[437093],[445252],[453594],[453635],[455457],[459995],[460036],[461293],[466102],[466302],[468564],[481390],[481431],[483843],[484043],[488276],[488317],[490139],[490982],[495621],[502852],[502893],[507407],[507448],[509264],[509464],[511726],[515464],[515635],[515835],[518371],[526787],[526828],[528644],[528844],[532542],[532713],[532913],[534525],[540117],[540300],[541756],[541797],[549696],[549867],[550067],[551679],[553879],[555057],[555240],[561145],[561186],[561470],[563002],[563202],[568751],[569929],[570112],[573576],[574267],[579402],[579573],[579773],[581385],[582882],[586193],[586884],[590197],[593870],[595048],[595231],[597697],[598068],[600659],[606940],[607631],[610117],[617371],[619736]
   ]
cell #2595 :
  |C| = 154
  W-rep = phi[[2],[2, 1, 1, 1]]+phi[[1],[3, 1, 1, 1]]
  special rep = phi[[2],[2, 1, 1, 1]] , dim = 84
  orbit = [4, 4, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     14 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [371090],[405956],[438831],[439428],[468269],[470343],[492931],[497585],[499412],[520116],[524142],[544321],[547685],[565389],
     [250538,394555],[285860,428781],[286199,428888],[318996,460666],[322042,460764],[322056,461190],[344376,423550],[355058,487774],[355072,490736],[358250,490879],[358325,491324],[379942,506905],[379956,456054],[390024,517573],[390546,515361],[390621,518170],[393861,518311],[405942,526285],[413983,485781],[414505,532439],[414580,486378],[424382,542079],[424465,540005],[424871,540057],[439353,549593],[444957,511431],[447031,513505],[447114,554945],[447520,554997],[456040,560643],[456935,563480],[457033,561653],[470426,569817],[470832,569869],[476123,536489],[476594,531835],[477950,538316],[478048,574450],[486303,579299],[487310,580196],[490722,582339],[491601,583097],[498056,548989],[499510,587067],[504762,558500],[505185,554474],[506441,590918],[513588,594936],[513994,594988],[518095,597594],[518954,598239],[524565,569346],[525821,601380],[530531,577391],[530941,574027],[536960,578695],[538414,607814],[542162,610005],[542568,610057],[543343,610609],[548095,586644],[553641,590508],[558923,594465],[560179,618092],[563578,619919],[564687,620442],[568513,600970],[577801,607391],[581875,627557],[593632,617682]
   ]
cell #2596 :
  |C| = 105
  W-rep = phi[[1, 1],[2, 2, 1]]
  special rep = phi[[1, 1],[2, 2, 1]] , dim = 105
  orbit = [3, 3, 3, 3, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [393863],[424873],[447522],[457035],[457068],[470834],[478050],[478083],[487317],[499512],[499545],[505187],[505220],[506448],[513996],[524567],[524600],[525828],[530848],[530948],[538416],[538449],[542570],[546466],[546499],[548002],[548102],[553663],[558925],[558958],[560186],[563580],[563613],[564689],[567110],[567210],[568535],[576172],[576205],[577708],[577808],[580621],[580654],[581882],[582546],[584852],[588789],[588822],[591343],[591376],[592229],[592329],[593654],[595931],[596003],[596103],[597782],[601805],[601838],[602691],[602791],[604707],[604779],[604879],[605599],[608643],[608723],[609536],[609569],[613174],[613246],[613346],[614066],[615186],[615650],[615730],[618517],[618550],[618712],[619403],[619503],[621862],[622326],[622406],[623925],[624159],[626277],[626349],[626449],[627169],[627982],[629042],[629276],[630592],[631837],[632301],[632381],[633463],[633635],[634394],[636392],[636626],[637582],[639615],[640368]
   ]
cell #2597 :
  |C| = 189
  W-rep = phi[[2, 1, 1, 1],[1, 1]]+phi[[2, 1, 1],[1, 1, 1]]
  special rep = phi[[2, 1, 1],[1, 1, 1]] , dim = 105
  orbit = [4, 2, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     21 tau_infinity subcells with 1 member(s)
     84 tau_infinity subcells with 2 member(s)
  subcells = [
     [543082],[562837],[564436],[577354],[581184],[581245],[582651],[593310],[593371],[596605],[596626],[606496],[606517],[608997],[609169],[616863],[617035],[619090],[624574],[625177],[631058],
     [328634,399983],[359562,429434],[364579,433810],[382558,450081],[399040,465014],[399746,465700],[408558,473393],[417039,480760],[433544,495116],[435766,497124],[441887,502222],[449138,508176],[449844,508862],[458656,516555],[465937,523354],[467536,523762],[472450,527556],[473156,528242],[480494,534020],[482716,536028],[488837,541126],[493786,545005],[495420,547029],[495481,547090],[496887,547411],[501956,551174],[504178,553182],[509099,557712],[510698,558120],[516318,562600],[519498,565134],[522256,567712],[522277,567733],[523496,567887],[528479,572584],[530078,572992],[534324,576735],[534385,576796],[535791,577117],[540860,580880],[543732,583256],[545846,584575],[545927,585126],[546099,585298],[547648,589971],[551478,589352],[551539,589413],[552945,589734],[556614,592831],[556635,592852],[557854,593006],[565022,598426],[566614,599396],[566797,599859],[568191,603772],[568252,603833],[571486,603293],[571507,603314],[572726,603468],[575552,605322],[575633,605873],[575805,606045],[584463,611500],[585749,614963],[585770,614984],[588169,613789],[588250,614340],[588422,614512],[591733,616108],[591916,616571],[599211,621030],[600151,623539],[600323,623711],[602195,622784],[602378,623247],[605210,624603],[611251,628417],[611471,629691],[612074,630294],[613677,629720],[620686,633943],[620918,633972],[621083,634860],[628215,637964]
   ]
cell #2598 :
  |C| = 70
  W-rep = phi[[1, 1, 1],[2, 2]]
  special rep = phi[[1, 1, 1],[2, 2]] , dim = 70
  orbit = [3, 3, 3, 3, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     70 tau_infinity subcells with 1 member(s)
  subcells = [
     [246880],[271891],[298605],[305683],[332639],[341513],[353025],[365504],[368227],[377250],[386563],[393217],[400409],[403250],[417964],[420687],[425545],[433722],[434194],[442812],[448194],[450507],[453348],[457803],[465644],[471506],[473819],[478818],[480672],[481144],[488030],[489762],[500280],[502134],[502606],[505335],[507161],[508806],[514668],[516981],[523674],[524715],[526541],[528186],[531090],[539184],[541038],[541510],[546614],[547355],[548244],[553737],[558032],[559073],[560899],[562544],[567352],[568609],[572904],[576320],[577061],[577950],[584926],[588937],[589678],[592471],[593728],[602933],[605673],[614140]
   ]
cell #2599 :
  |C| = 105
  W-rep = phi[[1, 1],[2, 2, 1]]
  special rep = phi[[1, 1],[2, 2, 1]] , dim = 105
  orbit = [3, 3, 3, 3, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [215782],[247363],[272374],[282284],[299088],[307707],[318318],[334663],[341805],[343698],[353508],[354473],[368519],[370412],[377489],[379357],[388587],[393700],[400701],[403489],[405357],[412038],[412243],[420979],[422872],[427569],[428800],[434433],[436886],[437091],[445250],[450799],[453587],[455455],[458095],[459988],[460840],[466095],[466300],[468562],[474111],[479110],[481383],[483836],[484041],[487850],[488269],[490137],[490934],[495619],[500572],[502845],[506981],[507400],[509257],[509462],[511724],[515416],[515628],[515833],[517273],[526361],[526780],[528637],[528842],[532494],[532706],[532911],[534523],[539476],[539775],[540298],[541749],[549648],[549860],[550065],[551677],[553872],[554715],[555238],[560719],[561138],[562995],[563200],[564640],[568744],[569587],[570110],[573503],[573574],[579354],[579566],[579771],[581383],[582415],[582834],[586120],[586191],[593863],[594706],[595229],[597649],[606867],[606938],[609775]
   ]
cell #2600 :
  |C| = 105
  W-rep = phi[[1, 1],[2, 2, 1]]
  special rep = phi[[1, 1],[2, 2, 1]] , dim = 105
  orbit = [3, 3, 3, 3, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [428200],[457420],[478435],[487347],[487380],[499897],[506478],[506511],[514990],[525858],[525891],[530978],[531011],[532068],[538801],[548132],[548165],[549222],[553693],[553748],[560216],[560249],[563965],[567240],[567273],[568565],[568620],[573429],[577838],[577871],[578928],[581912],[581945],[582931],[584882],[584937],[586046],[592359],[592392],[593684],[593739],[596133],[596166],[597223],[597812],[599667],[602821],[602854],[604909],[604942],[605629],[605684],[606793],[608673],[608753],[608808],[610238],[613376],[613409],[614096],[614151],[615680],[615760],[615815],[616379],[618822],[618898],[619533],[619566],[622356],[622436],[622491],[623055],[624011],[624269],[624345],[626479],[626512],[626654],[627199],[627254],[629128],[629386],[629462],[630652],[630767],[632331],[632411],[632466],[633030],[633665],[634454],[634569],[635558],[636478],[636736],[636812],[637612],[637747],[638287],[639675],[639790],[640478],[641844],[642334]
   ]
cell #2601 :
  |C| = 105
  W-rep = phi[[1, 1],[2, 2, 1]]
  special rep = phi[[1, 1],[2, 2, 1]] , dim = 105
  orbit = [3, 3, 3, 3, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [428316],[457536],[478551],[487422],[500013],[506553],[515041],[525933],[531053],[532119],[538917],[539784],[543241],[548207],[549273],[553799],[554724],[560291],[564081],[564347],[567315],[568671],[569596],[573435],[573512],[577913],[578979],[580768],[581987],[582587],[584988],[586052],[586129],[590142],[591490],[592434],[593790],[594715],[596208],[596237],[597274],[598022],[599673],[599750],[600604],[601952],[602896],[604984],[605013],[605735],[606799],[606876],[608761],[608859],[609683],[609784],[610417],[611704],[613451],[613480],[614202],[615768],[615866],[616385],[616462],[617316],[618664],[618904],[618981],[619608],[619637],[622444],[622542],[623061],[623138],[624019],[624351],[624428],[624807],[626554],[626583],[626781],[627207],[627305],[629136],[629468],[629545],[629924],[630658],[630894],[632419],[632517],[633036],[633113],[634460],[634696],[635566],[636486],[636818],[636895],[637274],[638295],[639681],[639917],[641852]
   ]
cell #2602 :
  |C| = 140
  W-rep = phi[[1, 1, 1],[2, 1, 1]]+phi[[1],[2, 2, 2]]
  special rep = phi[[1, 1, 1],[2, 1, 1]] , dim = 105
  orbit = [3, 3, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     70 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [412022],[433714],[436870],[465649],[466079],[480664],[483820],[495215],[502126],[508811],[509241],[515612],[523666],[528191],[528621],[532690],[534119],[541030],[546606],[547360],[549844],[551273],[553856],[558024],[562549],[562979],[567254],[567357],[567986],[568728],[572896],[573438],[576312],[577066],[579550],[580979],[584967],[585045],[586055],[588929],[589683],[590141],[592373],[592476],[593105],[593847],[599676],[599713],[600603],[601945],[602835],[602938],[603567],[605714],[605792],[606802],[611703],[613390],[613493],[614181],[614259],[616388],[616425],[617315],[622521],[623064],[623101],[624806],[629508],[629923],
     [460785,597845],[487795,608916],[506926,615923],[515020,618907],[526306,622599],[532098,624354],[539747,626780],[549252,629471],[553778,630661],[554687,630893],[560664,632574],[564340,598015],[564585,620279],[568650,634463],[569559,634695],[573475,635565],[578958,636821],[580761,609676],[582360,627362],[582600,610430],[586092,638294],[591483,618657],[593769,639684],[594678,639916],[596147,619547],[596250,619650],[597253,633039],[604923,626493],[605026,626596],[606839,641851],[608838,627284],[609747,637273],[615845,632496],[618944,633076],[624391,636858]
   ]
cell #2603 :
  |C| = 126
  W-rep = phi[[2, 1, 1],[1, 1, 1]]+phi[[],[3, 2, 2]]
  special rep = phi[[2, 1, 1],[1, 1, 1]] , dim = 105
  orbit = [4, 2, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     84 tau_infinity subcells with 1 member(s)
     21 tau_infinity subcells with 2 member(s)
  subcells = [
     [328739],[364677],[382663],[399826],[408663],[417137],[429479],[433490],[435871],[441985],[449924],[458761],[465059],[466556],[467634],[473236],[480440],[482821],[488935],[495965],[496031],[496967],[501902],[504283],[508221],[509718],[510796],[516398],[522727],[522745],[523442],[527601],[529098],[530176],[534869],[534935],[535871],[540806],[545050],[545582],[546252],[546487],[550321],[552023],[552089],[553025],[557085],[557103],[557800],[565340],[566453],[567062],[570456],[570522],[571957],[571975],[572672],[575288],[575958],[576193],[583375],[584344],[587624],[587642],[587905],[588575],[588810],[591572],[592181],[598510],[598947],[601591],[601826],[602034],[602643],[605091],[611090],[612386],[613198],[613558],[620742],[620799],[621758],[628250],
     [491093,543187],[516089,563456],[518512,564534],[533167,580027],[540644,581729],[540710,581795],[542925,582731],[555584,595575],[555650,595641],[562210,597076],[562228,597094],[575007,608371],[575025,608389],[580407,609322],[580642,609557],[591129,618303],[591364,618538],[595955,619355],[603919,625489],[604731,626301],[615082,631733]
   ]
cell #2604 :
  |C| = 189
  W-rep = phi[[2, 1, 1, 1],[1, 1]]+phi[[2, 1, 1],[1, 1, 1]]
  special rep = phi[[2, 1, 1],[1, 1, 1]] , dim = 105
  orbit = [4, 2, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     21 tau_infinity subcells with 1 member(s)
     84 tau_infinity subcells with 2 member(s)
  subcells = [
     [518625],[541337],[543074],[558331],[562763],[562829],[564385],[577280],[577346],[581176],[581194],[593302],[593320],[596307],[596542],[606198],[606433],[608970],[616024],[616836],[624547],
     [292582,364790],[328626,399975],[347002,417250],[364528,433759],[373716,442098],[382550,450073],[395200,461896],[399611,465466],[402053,467747],[408550,473385],[416988,480709],[426176,489048],[433030,494728],[434021,496658],[435758,497116],[441836,502171],[449709,508628],[452151,510909],[458648,516547],[465863,523280],[465929,523346],[467485,523711],[473021,528008],[475463,530289],[479980,533632],[480971,535562],[482708,536020],[488786,541075],[495412,547021],[495430,547039],[496752,547177],[501442,550786],[502433,552716],[504170,553174],[509025,557638],[509091,557704],[510647,558069],[516183,562366],[520928,566095],[521552,566538],[521958,567414],[522193,567649],[523973,573203],[528405,572510],[528471,572576],[530027,572941],[534316,576727],[534334,576745],[535656,576883],[544126,583460],[545452,584371],[545900,585099],[547574,589897],[547640,589963],[551470,589344],[551488,589362],[552810,589500],[555910,591657],[556316,592533],[556551,592768],[565210,598537],[566426,599285],[568183,603764],[568201,603782],[570782,602119],[571188,602995],[571423,603230],[575158,605118],[575606,605846],[583348,610860],[583930,611175],[585451,614665],[585686,614900],[587775,613585],[588223,614313],[591545,615997],[598817,620826],[599312,622700],[600124,623512],[602007,622673],[610887,628333],[611063,628306],[611444,629664],[620659,633916]
   ]
cell #2605 :
  |C| = 105
  W-rep = phi[[2, 1],[1, 1, 1, 1]]+phi[[],[3, 2, 1, 1]]
  special rep = phi[[2, 1],[1, 1, 1, 1]] , dim = 70
  orbit = [4, 2, 2, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     35 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [400708],[434479],[450806],[466294],[474118],[481429],[492008],[495568],[500579],[502891],[509456],[521718],[526368],[526826],[528836],[534472],[549628],[549694],[550059],[551626],[556076],[569903],[569921],[570059],[570948],[584096],[585979],[586855],[587090],[598741],[600511],[601239],[610971],[612359],[620715],
     [458102,517280],[460847,564647],[461392,598322],[479117,539483],[487857,582422],[488315,541795],[490914,610644],[490980,582880],[491537,610710],[506988,560726],[507446,561184],[515396,597629],[515462,597695],[515827,563194],[518345,620476],[518363,598060],[532474,579334],[532540,579400],[532905,579765],[540091,610091],[540109,610109],[540247,581332],[542761,628003],[555031,595022],[555049,595040],[555187,595178],[561441,619707],[561676,619942],[573362,606726],[574238,607602],[574473,607837],[580055,627416],[590049,617223],[590777,617951],[603892,625462]
   ]
cell #2606 :
  |C| = 126
  W-rep = phi[[2, 1, 1],[1, 1, 1]]+phi[[],[3, 2, 2]]
  special rep = phi[[2, 1, 1],[1, 1, 1]] , dim = 105
  orbit = [4, 2, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     84 tau_infinity subcells with 1 member(s)
     21 tau_infinity subcells with 2 member(s)
  subcells = [
     [328726],[359568],[364666],[382650],[399046],[399832],[408650],[417126],[433550],[435858],[441974],[449144],[449930],[458748],[466543],[467623],[472456],[473242],[480500],[482808],[488924],[493792],[495872],[496020],[496973],[501962],[504270],[509705],[510785],[516404],[519504],[522644],[522751],[523502],[529085],[530165],[534776],[534924],[535877],[540866],[543759],[545852],[546279],[546424],[550308],[551930],[552078],[553031],[557002],[557109],[557860],[565037],[566641],[567077],[570363],[570511],[571874],[571981],[572732],[575558],[575985],[576130],[584478],[587541],[587648],[588175],[588602],[588747],[591760],[592196],[599217],[601618],[601763],[602222],[602658],[605225],[611278],[612413],[613213],[613692],[620769],[620933],[621773],[628265],
     [491080,543174],[516076,563443],[518501,564523],[533154,580014],[540551,581636],[540699,581784],[542931,582737],[555491,595482],[555639,595630],[562127,596993],[562234,597100],[574924,608288],[575031,608395],[580434,609349],[580579,609494],[591156,618330],[591301,618475],[595970,619370],[603946,625516],[604746,626316],[615097,631748]
   ]
cell #2607 :
  |C| = 189
  W-rep = phi[[2, 1, 1, 1],[1, 1]]+phi[[2, 1, 1],[1, 1, 1]]
  special rep = phi[[2, 1, 1],[1, 1, 1]] , dim = 105
  orbit = [4, 2, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     21 tau_infinity subcells with 1 member(s)
     84 tau_infinity subcells with 2 member(s)
  subcells = [
     [518612],[541324],[543063],[558318],[562670],[562818],[564391],[577187],[577335],[581093],[581200],[593219],[593326],[596334],[596479],[606225],[606370],[608985],[616051],[616851],[624562],
     [292569,495326],[323316,565018],[328615,522170],[346989,534230],[363762,584459],[364534,546041],[373703,551384],[382539,556528],[399680,566793],[402040,568097],[408539,571400],[416222,605206],[416994,575747],[426163,581090],[434008,585421],[435747,585663],[441070,613673],[441842,588364],[449778,591912],[452138,593216],[458637,596519],[463989,620914],[465770,567803],[465918,600098],[467491,600265],[473090,602374],[475450,603678],[480958,606168],[482697,606410],[488792,609111],[492176,628211],[495329,585424],[495436,612005],[496821,612070],[502420,614635],[504159,614877],[508932,592922],[509080,616810],[510653,616977],[516252,619086],[519341,633838],[521886,621079],[521985,621354],[522130,600058],[523960,573190],[528312,603384],[528460,623486],[530033,623653],[534233,606171],[534340,625108],[535725,625173],[543720,628199],[545689,628487],[545915,611848],[547481,589804],[547629,589952],[551387,614638],[551494,630225],[552879,630290],[556244,631054],[556343,631329],[556488,616770],[566602,621067],[568100,603681],[568207,603788],[571116,634856],[571215,635131],[571360,623446],[575395,635837],[575621,624951],[584264,637960],[585478,614692],[585623,614837],[588012,638566],[588238,630068],[591721,631042],[599054,640748],[599339,622727],[600139,623527],[602183,634844],[610914,628360],[611239,637948],[611459,629679],[620674,633931]
   ]
cell #2608 :
  |C| = 105
  W-rep = phi[[2, 1],[1, 1, 1, 1]]+phi[[],[3, 2, 1, 1]]
  special rep = phi[[2, 1],[1, 1, 1, 1]] , dim = 70
  orbit = [4, 2, 2, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     35 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [522641],[546464],[556999],[567203],[571871],[576170],[583225],[584830],[587244],[587538],[588787],[592322],[599365],[601561],[601564],[601803],[602784],[605577],[613132],[613172],[613339],[614044],[616077],[622162],[622319],[622384],[622753],[628386],[628973],[628985],[629260],[633865],[633877],[634358],[637921],
     [518990,598309],[542915,610551],[543441,610699],[561830,620096],[562124,596990],[564281,620390],[564284,620393],[574627,607991],[574921,608285],[580377,627738],[580380,627741],[580619,609534],[582504,627940],[582544,627980],[591099,618273],[591102,618276],[591341,618515],[595889,633421],[595929,633461],[596096,619496],[597775,633628],[604665,626235],[604705,626275],[604872,626442],[608479,637418],[608636,637575],[608701,627147],[615486,632137],[615643,632294],[615708,632359],[618696,640352],[623856,636323],[623868,636335],[624143,636610],[630556,639579]
   ]
cell #2609 :
  |C| = 126
  W-rep = phi[[2, 1, 1],[1, 1, 1]]+phi[[],[3, 2, 2]]
  special rep = phi[[2, 1, 1],[1, 1, 1]] , dim = 105
  orbit = [4, 2, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     84 tau_infinity subcells with 1 member(s)
     21 tau_infinity subcells with 2 member(s)
  subcells = [
     [364685],[395146],[399877],[417145],[432976],[433679],[441993],[449975],[465511],[467642],[473287],[479926],[480629],[488943],[496039],[497018],[501388],[502091],[508673],[510804],[516449],[520874],[522735],[522796],[523631],[528053],[530184],[534943],[535922],[540995],[543862],[546550],[546571],[547222],[552097],[553076],[557093],[557154],[557989],[562411],[565049],[566744],[567089],[567261],[570530],[571965],[572026],[572861],[576256],[576277],[576928],[583229],[584490],[584834],[587632],[587693],[588873],[588894],[589545],[591863],[592208],[592380],[599369],[601889],[601910],[602325],[602670],[602842],[605237],[605581],[611381],[613225],[613397],[613704],[614048],[616081],[620945],[621785],[622388],[622757],[628277],[628390],[628989],[633881],
     [518520,564542],[540718,581803],[542976,582782],[555658,595649],[562218,597084],[562279,597145],[564305,597980],[575015,608379],[575076,608440],[580705,609620],[580726,609641],[591427,618601],[591448,618622],[595982,619382],[596154,619554],[604758,626328],[604930,626500],[608705,627151],[615109,631760],[615712,632363],[623872,636339]
   ]
cell #2610 :
  |C| = 70
  W-rep = phi[[1, 1, 1],[2, 2]]
  special rep = phi[[1, 1, 1],[2, 2]] , dim = 70
  orbit = [3, 3, 3, 3, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     70 tau_infinity subcells with 1 member(s)
  subcells = [
     [318334],[343714],[370428],[377505],[403505],[412117],[422888],[434449],[436965],[445306],[453603],[460004],[466174],[468618],[481399],[483915],[488285],[495310],[495675],[502861],[507416],[509336],[511780],[515707],[522150],[526796],[528716],[532785],[534214],[534579],[540354],[541765],[549939],[551368],[551733],[554216],[555294],[556508],[561154],[563074],[568081],[569088],[570166],[571380],[573840],[579645],[581074],[581439],[585405],[585643],[586457],[590358],[593200],[594207],[595285],[596499],[600078],[600820],[603662],[606152],[606390],[607204],[611920],[614619],[614857],[616790],[617532],[623466],[625023],[630140]
   ]
cell #2611 :
  |C| = 105
  W-rep = phi[[1, 1],[2, 2, 1]]
  special rep = phi[[1, 1],[2, 2, 1]] , dim = 105
  orbit = [3, 3, 3, 3, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [358234],[390530],[414489],[424449],[439337],[447098],[457013],[470410],[476578],[478028],[486287],[487326],[498040],[499490],[505165],[506457],[513572],[518079],[522625],[524545],[525837],[530920],[530957],[536944],[538394],[542146],[543327],[546444],[548074],[548111],[553721],[556983],[558903],[560195],[562108],[563558],[564265],[567182],[567219],[568593],[571855],[574905],[576150],[577780],[577817],[580361],[580599],[581891],[582524],[584910],[587522],[588767],[591083],[591321],[592301],[592338],[593712],[595909],[596075],[596112],[596974],[601545],[601783],[602763],[602800],[604685],[604851],[604888],[605657],[608269],[608551],[608781],[609514],[613152],[613318],[613355],[614124],[615461],[615558],[615788],[618257],[618495],[619475],[619512],[620374],[622137],[622234],[622464],[624103],[624123],[626255],[626421],[626458],[627227],[627722],[627960],[629220],[629240],[632112],[632209],[632439],[633441],[636570],[636590],[637490]
   ]
cell #2612 :
  |C| = 105
  W-rep = phi[[1, 1],[2, 2, 1]]
  special rep = phi[[1, 1],[2, 2, 1]] , dim = 105
  orbit = [3, 3, 3, 3, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [285689],[318825],[344205],[354520],[370919],[379404],[390056],[405404],[412290],[414015],[423379],[424417],[437138],[438863],[445441],[447066],[455502],[460495],[466347],[468753],[470378],[476392],[476546],[484088],[485813],[490184],[491441],[495810],[497854],[498008],[505022],[509509],[511915],[513540],[515880],[517605],[518416],[522439],[522593],[524402],[528889],[532958],[534714],[536758],[536912],[540162],[540489],[542114],[542853],[546301],[550112],[551868],[555102],[555429],[556797],[556951],[558760],[561768],[561922],[562076],[563247],[569974],[570301],[571669],[571823],[574565],[574719],[574873],[576007],[579818],[580111],[580456],[581574],[587182],[587336],[587490],[588624],[590261],[590833],[591178],[595093],[595420],[596788],[596942],[598113],[600723],[601295],[601640],[604032],[604052],[607929],[608083],[608237],[609371],[610162],[610489],[612499],[612519],[617435],[618007],[618352],[620034],[625602],[625622],[627472]
   ]
cell #2613 :
  |C| = 140
  W-rep = phi[[1, 1, 1],[2, 1, 1]]+phi[[1],[2, 2, 2]]
  special rep = phi[[1, 1, 1],[2, 1, 1]] , dim = 105
  orbit = [3, 3, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     70 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [476429],[497891],[522476],[536795],[546020],[546057],[556834],[561959],[566873],[571706],[574756],[575726],[575763],[587373],[588343],[588380],[590459],[591992],[596825],[600244],[600281],[600921],[602454],[604122],[608120],[609090],[609127],[611823],[612021],[612150],[612589],[615222],[616956],[616993],[617633],[619166],[621314],[621334],[621404],[621898],[623632],[623669],[624926],[625124],[625253],[625692],[628648],[628705],[630043],[630241],[630370],[631289],[631309],[631379],[631873],[634121],[634815],[635091],[635111],[635181],[635998],[636055],[638525],[638545],[638727],[638784],[639342],[641104],[641226],[642800],
     [564233,597791],[580329,608652],[591051,615659],[595717,618746],[601513,622335],[604493,624193],[608495,626661],[612960,629310],[615165,630717],[615502,630774],[618225,632310],[620188,633607],[620342,633644],[621841,634519],[622178,634576],[623907,635600],[626063,636660],[626900,637393],[627690,637591],[627817,637720],[629024,638329],[631013,640036],[631816,639740],[632153,639797],[632788,640312],[632808,640332],[633249,640402],[635796,642082],[635816,642102],[636374,641886],[637097,642284],[637434,642341],[639220,643413],[640116,643535],[641556,644216]
   ]
cell #2614 :
  |C| = 105
  W-rep = phi[[1, 1],[2, 2, 1]]
  special rep = phi[[1, 1],[2, 2, 1]] , dim = 105
  orbit = [3, 3, 3, 3, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [487386],[490837],[506517],[515319],[525897],[531017],[532397],[539765],[548171],[549551],[553727],[554705],[560255],[561453],[567279],[568599],[569577],[573450],[573493],[574250],[577877],[579257],[581951],[584916],[586067],[586110],[586867],[590180],[592398],[593718],[594696],[596172],[597552],[599688],[599731],[600642],[602860],[604948],[605663],[606814],[606857],[607614],[608787],[609765],[610567],[611742],[613415],[614130],[615794],[616400],[616443],[617354],[618919],[618962],[619572],[619719],[620150],[622470],[623076],[623119],[624129],[624366],[624409],[624845],[626518],[626743],[626819],[627233],[627780],[629246],[629483],[629526],[629962],[630729],[630856],[630932],[632445],[632687],[633051],[633094],[634531],[634658],[634734],[635593],[635695],[636596],[636833],[636876],[637007],[637312],[638322],[638424],[639130],[639752],[639879],[639955],[640618],[641014],[641879],[641981],[642423],[642499],[643323],[643630],[644334]
   ]
cell #2615 :
  |C| = 105
  W-rep = phi[[1, 1],[2, 2, 1]]
  special rep = phi[[1, 1],[2, 2, 1]] , dim = 105
  orbit = [3, 3, 3, 3, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [428317],[457537],[478552],[487423],[500014],[506554],[515047],[525934],[531054],[532125],[538918],[539788],[543242],[548208],[549279],[553805],[554728],[560292],[564082],[564348],[567316],[568677],[569600],[573462],[573516],[577914],[578985],[580769],[581988],[582595],[584994],[586079],[586133],[590161],[591491],[592435],[593796],[594719],[596209],[596245],[597280],[598023],[599700],[599754],[600623],[601953],[602897],[604985],[605021],[605741],[606826],[606880],[608797],[608865],[609684],[609788],[610425],[611723],[613452],[613488],[614208],[615804],[615872],[616412],[616466],[617335],[618665],[618931],[618985],[619609],[619645],[622480],[622548],[623088],[623142],[624139],[624378],[624432],[624826],[626555],[626591],[626800],[627243],[627311],[629256],[629495],[629549],[629943],[630741],[630913],[632455],[632523],[633063],[633117],[634543],[634715],[635620],[636606],[636845],[636899],[637293],[638349],[639764],[639936],[641906]
   ]
cell #2616 :
  |C| = 140
  W-rep = phi[[1, 1, 1],[2, 1, 1]]+phi[[1],[2, 2, 2]]
  special rep = phi[[1, 1, 1],[2, 1, 1]] , dim = 105
  orbit = [3, 3, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     70 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [412028],[436876],[466085],[483826],[495221],[495231],[509247],[515618],[522094],[528627],[532696],[534125],[534135],[549850],[551279],[551289],[553862],[556452],[562985],[567992],[568002],[568734],[571324],[573465],[579556],[580985],[580995],[585051],[585061],[585587],[586082],[590156],[593111],[593121],[593853],[596443],[599703],[599741],[599812],[600618],[603573],[603583],[605798],[605808],[606334],[606829],[611718],[611757],[614265],[614275],[614801],[616415],[616453],[616524],[617330],[621273],[622615],[623091],[623129],[623200],[624821],[624860],[629536],[629607],[629938],[629977],[631248],[634749],[635050],[638484],
     [518369,597851],[540115,608922],[555055,615929],[561468,618934],[569927,622605],[574265,624381],[580070,626795],[586882,629498],[590195,630744],[590792,630908],[595046,632580],[597861,620295],[598066,620285],[600657,634546],[601254,634710],[603991,635615],[607629,636848],[608932,627378],[610115,627368],[610298,627904],[612458,638344],[615939,632590],[617369,639767],[617966,639931],[618972,633104],[619043,633175],[619734,633066],[624419,636886],[624490,636957],[625561,641901],[626834,637327],[627431,637288],[630947,639970],[632747,640271],[635755,642041]
   ]
cell #2617 :
  |C| = 105
  W-rep = phi[[1, 1],[2, 2, 1]]
  special rep = phi[[1, 1],[2, 2, 1]] , dim = 105
  orbit = [3, 3, 3, 3, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [460685],[487695],[506826],[515012],[515044],[526206],[532090],[532122],[539750],[549244],[549276],[553770],[553802],[554690],[560564],[568642],[568674],[569562],[573459],[573478],[578950],[578982],[582260],[584959],[584991],[586076],[586095],[590159],[593761],[593793],[594681],[597245],[597277],[598160],[599697],[599716],[600621],[605706],[605738],[606823],[606842],[608830],[608862],[609750],[610260],[611721],[614173],[614205],[615837],[615869],[616409],[616428],[617333],[618844],[618928],[618947],[620135],[622513],[622545],[623085],[623104],[624291],[624375],[624394],[624824],[626728],[626798],[627276],[627308],[629408],[629492],[629511],[629941],[630738],[630841],[630911],[632488],[632520],[632641],[633060],[633079],[634540],[634643],[634713],[635618],[635649],[636758],[636842],[636861],[637291],[637769],[638347],[638378],[639095],[639761],[639864],[639934],[640500],[640603],[640979],[641904],[641935],[642408],[643288],[643584]
   ]
cell #2618 :
  |C| = 105
  W-rep = phi[[1, 1],[2, 2, 1]]
  special rep = phi[[1, 1],[2, 2, 1]] , dim = 105
  orbit = [3, 3, 3, 3, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [460796],[487806],[506937],[515076],[526317],[532154],[539792],[549308],[553834],[554732],[560675],[561479],[564596],[568706],[569604],[573520],[574276],[579014],[582371],[582611],[585023],[586137],[586893],[590165],[590206],[593825],[594723],[596261],[597309],[597853],[599758],[600627],[600668],[603977],[605037],[605770],[606884],[607640],[608894],[608924],[609792],[610441],[611727],[611768],[612444],[613504],[614237],[615901],[615931],[616470],[617339],[617380],[618936],[618989],[619661],[619745],[620287],[621259],[622577],[622607],[623146],[624383],[624436],[624830],[624871],[625547],[626607],[626804],[626845],[627340],[627370],[629500],[629553],[629947],[629988],[630746],[630917],[630958],[631234],[632552],[632582],[632733],[633068],[633121],[634548],[634719],[634760],[635036],[635624],[635741],[636850],[636903],[637297],[637338],[638353],[638470],[639103],[639769],[639940],[639981],[640257],[640987],[641910],[642027],[643296]
   ]
cell #2619 :
  |C| = 140
  W-rep = phi[[1, 1, 1],[2, 1, 1]]+phi[[1],[2, 2, 2]]
  special rep = phi[[1, 1, 1],[2, 1, 1]] , dim = 105
  orbit = [3, 3, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     70 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [445244],[465653],[468556],[495228],[495613],[508815],[511718],[522088],[528195],[534132],[534517],[540292],[547364],[551286],[551671],[555232],[556446],[562553],[567361],[567999],[570104],[571318],[573568],[577070],[580992],[581377],[584971],[585058],[585581],[586185],[589687],[590168],[592480],[593118],[595223],[596437],[599738],[599806],[600630],[602942],[603580],[603976],[605718],[605805],[606328],[606932],[611730],[611739],[612443],[613497],[614185],[614272],[614795],[616450],[616518],[617342],[621258],[622525],[622612],[623126],[623194],[624833],[624842],[625546],[629533],[629950],[629959],[631233],[634731],[635035],
     [490931,610292],[515413,619037],[532491,624484],[539772,626807],[549645,629601],[554712,630920],[561450,632732],[569584,634722],[573500,635627],[574247,635740],[579351,636951],[582604,610434],[582831,627898],[586117,638356],[586864,638469],[590177,639102],[594703,639943],[596254,619654],[597646,633169],[597858,620292],[600639,640986],[605030,626600],[606864,641913],[607611,642026],[608842,627288],[608929,627375],[609772,637300],[615849,632500],[615936,632587],[617351,643295],[618969,633101],[619716,640256],[624416,636883],[626816,637309],[630929,639952]
   ]
cell #2620 :
  |C| = 70
  W-rep = phi[[1, 1, 1],[2, 2]]
  special rep = phi[[1, 1, 1],[2, 2]] , dim = 70
  orbit = [3, 3, 3, 3, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     70 tau_infinity subcells with 1 member(s)
  subcells = [
     [282250],[307673],[334629],[341771],[368485],[377348],[388553],[400667],[403348],[412093],[420945],[427535],[434292],[436941],[450765],[453446],[458061],[465742],[466150],[474077],[479076],[481242],[483891],[488128],[495286],[500538],[502704],[507259],[508904],[509312],[515683],[517239],[526639],[528284],[528692],[531513],[532761],[534190],[539442],[541608],[547453],[548667],[549915],[551344],[554192],[560997],[562642],[563050],[567775],[568057],[569064],[573677],[577159],[578373],[579621],[581050],[585381],[586294],[589776],[592894],[593176],[594183],[599915],[603356],[603638],[606128],[607041],[614595],[616627],[623303]
   ]
cell #2621 :
  |C| = 105
  W-rep = phi[[1, 1],[2, 2, 1]]
  special rep = phi[[1, 1],[2, 2, 1]] , dim = 105
  orbit = [3, 3, 3, 3, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [321958],[354974],[379858],[390090],[405858],[414049],[424425],[438897],[445475],[447074],[455956],[457005],[468787],[470386],[476554],[478020],[485847],[490638],[495844],[498016],[499482],[505066],[505157],[511949],[513548],[517639],[518870],[522601],[524446],[524537],[530876],[534748],[536920],[538386],[540523],[542122],[542887],[546345],[546436],[548030],[551902],[555463],[556959],[558804],[558895],[561802],[562084],[563550],[564241],[567138],[570335],[571831],[574599],[574881],[576051],[576142],[577736],[580337],[580500],[580591],[581608],[587216],[587498],[588668],[588759],[591059],[591222],[591313],[592257],[595454],[595746],[596031],[596950],[601521],[601684],[601775],[602719],[604215],[604522],[604807],[607963],[608245],[609415],[609506],[610523],[612682],[612989],[613274],[615278],[615298],[618233],[618396],[618487],[619431],[620068],[620350],[621954],[621974],[625785],[626092],[626377],[627698],[631929],[631949],[633278]
   ]
cell #2622 :
  |C| = 175
  W-rep = phi[[1, 1, 1, 1],[2, 1]]+phi[[1, 1, 1],[2, 1, 1]]
  special rep = phi[[1, 1, 1],[2, 1, 1]] , dim = 105
  orbit = [3, 3, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [582585],[596235],[605011],[608759],[610362],[610415],[613478],[615766],[618895],[619317],[619635],[620231],[622442],[624017],[624342],[625404],[626581],[627033],[627104],[627205],[629134],[629459],[630649],[631605],[631676],[632417],[632905],[633027],[634451],[636228],[636484],[636809],[637169],[639497],[639672],
     [377240,590137],[403240,600599],[434184,611699],[453338,617311],[465581,599539],[465634,621170],[481134,624802],[488020,626776],[495167,611604],[502596,629919],[507151,630889],[508743,616251],[508796,631145],[526531,634691],[528123,622927],[528176,634947],[531080,635561],[534071,624707],[541500,637269],[547292,628875],[547345,638176],[548234,638290],[551225,629824],[553699,639059],[560889,639912],[562481,632902],[562534,640168],[567024,634228],[567342,640857],[567938,634281],[568571,640943],[573426,635549],[576998,636225],[577051,641733],[577940,641847],[580931,637174],[584716,628797],[584787,638144],[584888,642652],[586043,638278],[589615,638954],[589668,642977],[592143,639449],[592461,643166],[593057,639502],[593690,643252],[599542,634231],[599664,640845],[602605,641333],[602923,643946],[603519,641386],[605463,636147],[605534,641701],[605635,644068],[606790,641835],[611599,638139],[612301,630521],[613930,638876],[614001,642945],[614102,644528],[616254,639452],[616376,643154],[621630,635407],[621701,635478],[622930,641336],[623052,643934],[624702,641696],[628878,638957],[629819,642940],[634276,641381]
   ]
cell #2623 :
  |C| = 175
  W-rep = phi[[1, 1, 1, 1],[2, 1]]+phi[[1, 1, 1],[2, 1, 1]]
  special rep = phi[[1, 1, 1],[2, 1, 1]] , dim = 105
  orbit = [3, 3, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [582516],[595901],[604677],[608522],[613144],[615529],[618719],[622205],[623990],[624166],[626247],[627861],[627952],[629107],[629283],[630634],[632180],[632971],[633433],[633563],[634436],[636294],[636457],[636633],[637210],[637230],[637461],[639538],[639558],[639657],[640199],[640375],[641764],[642201],[643205],
     [445298,505058],[468610,524438],[495667,546337],[511772,558796],[522051,566917],[522142,566909],[534571,576043],[540346,580492],[545976,584700],[551725,588660],[555286,591214],[556409,592036],[556500,592028],[570158,601676],[571281,602498],[571372,602490],[573832,604207],[575682,605447],[581431,609407],[585544,612194],[585635,612186],[586449,612674],[588299,613914],[590329,615249],[595277,618388],[596400,619210],[596491,619202],[599608,621497],[600070,621489],[600200,621614],[600791,621925],[604095,623963],[606291,625297],[606382,625289],[607196,625777],[609046,627017],[611640,628761],[611660,628781],[611891,628732],[612562,629080],[614758,630414],[614849,630406],[616320,631472],[616782,631464],[616912,631589],[617503,631900],[621201,634204],[621377,634177],[622996,635274],[623458,635266],[623588,635391],[624743,636111],[624763,636131],[624994,636082],[625665,636430],[628565,638124],[628944,639023],[629860,638840],[629880,638860],[630111,638811],[631176,639425],[631352,639398],[634317,641422],[634337,641442],[634978,641309],[635154,641282],[635915,641681],[638207,643008],[638644,642925],[640896,643985]
   ]
cell #2624 :
  |C| = 147
  W-rep = phi[[1, 1],[2, 1, 1, 1]]+phi[[1],[2, 2, 1, 1]]
  special rep = phi[[1, 1],[2, 1, 1, 1]] , dim = 84
  orbit = [3, 3, 2, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 84
     21 tau_infinity subcells with 1 member(s)
     63 tau_infinity subcells with 2 member(s)
  subcells = [
     [434487],[466345],[476384],[481437],[495802],[497846],[502899],[509507],[522431],[526834],[528887],[534706],[536750],[549702],[550110],[551860],[556789],[569911],[569972],[570293],[571661],
     [183652,518971],[215843,542824],[247424,561739],[250093,564158],[272435,574536],[282743,580254],[285687,542845],[299149,587153],[308166,590976],[318372,595690],[318823,561760],[335122,601438],[343752,604466],[344203,574557],[353569,607900],[354518,580082],[370466,612933],[370917,587174],[377543,615138],[379402,590804],[389046,618150],[390048,561914],[393761,620005],[403543,621814],[405402,601266],[412288,604003],[414007,574711],[422926,626036],[423377,607921],[428028,627615],[428861,628066],[437136,612470],[438855,587328],[445433,590253],[453641,631789],[455500,617978],[460042,633222],[460493,620026],[461299,633686],[461446,620545],[468745,600715],[484086,625573],[485805,608075],[488323,541803],[490182,627443],[490988,582888],[491439,610481],[491545,610718],[507454,561192],[511907,617427],[515470,597703],[515878,563245],[517597,596780],[518353,620484],[518414,598111],[532548,579408],[532956,579816],[540099,610099],[540160,610160],[540481,581566],[555039,595030],[555100,595091],[555421,595412]
   ]
cell #2625 :
  |C| = 154
  W-rep = phi[[2],[2, 1, 1, 1]]+phi[[1],[3, 1, 1, 1]]
  special rep = phi[[2],[2, 1, 1, 1]] , dim = 84
  orbit = [4, 4, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     14 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [335182],[370912],[405317],[405846],[436537],[438813],[463016],[468251],[470310],[492913],[497552],[520083],[524044],[544223],
     [183655,518966],[215846,542819],[216155,491605],[247427,561734],[250118,518329],[250153,461359],[272438,574531],[282768,540075],[282803,428088],[285682,491434],[285709,542803],[299152,587148],[308191,555015],[308226,389106],[318489,515279],[318818,460488],[318845,561718],[321946,518858],[335147,569887],[343869,532357],[344198,423372],[344225,574515],[353572,607895],[354433,490097],[354627,539987],[354962,490626],[370583,549511],[370939,587132],[377660,506178],[379317,455415],[379511,554927],[379846,455944],[389071,595006],[390006,517555],[390123,561620],[393764,620000],[403660,525558],[405511,569799],[411689,483487],[412397,531817],[413965,485763],[414082,574417],[423043,579217],[423399,607879],[424349,542046],[428053,610075],[428864,628061],[437245,548971],[438930,587034],[444939,511413],[445508,554441],[446998,513472],[453758,559916],[455609,594918],[460159,597512],[460515,619984],[461324,620460],[461449,633807],[468820,569313],[476090,536456],[476315,573929],[484195,578677],[485880,607781],[490291,609987],[491461,628045],[497777,586546],[504664,558402],[511982,594432],[517672,619886],[536681,607293]
   ]
cell #2626 :
  |C| = 154
  W-rep = phi[[2],[2, 1, 1, 1]]+phi[[1],[3, 1, 1, 1]]
  special rep = phi[[2],[2, 1, 1, 1]] , dim = 84
  orbit = [4, 4, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     14 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [335188],[370913],[405318],[405845],[436538],[438812],[463017],[468250],[470305],[492912],[497547],[520078],[524039],[544218],
     [183659,461378],[215850,490900],[216161,428932],[247431,515382],[250107,518330],[250159,461365],[272442,532460],[282757,540076],[282809,428094],[285683,491435],[285697,542802],[299156,549614],[308180,555016],[308232,389112],[318386,515280],[318819,460489],[318833,561717],[321945,518857],[335136,569888],[343766,532358],[344199,423373],[344213,574514],[353576,579320],[354434,490098],[354528,539986],[354961,490625],[370480,549512],[370927,587131],[377557,506179],[379318,455416],[379412,554926],[379845,455943],[389060,595007],[390005,517554],[390038,561615],[393768,597615],[394562,620563],[403557,525559],[405412,569798],[411690,483488],[412298,531816],[413964,485762],[413997,574412],[422940,579218],[423387,607878],[424344,542041],[428042,610076],[428868,610630],[437146,548970],[438845,587029],[444938,511412],[445423,554436],[446993,513467],[453655,559917],[455510,594917],[460056,597513],[460503,619983],[461313,620461],[468735,569308],[476085,536451],[476310,573924],[484096,578676],[485795,607776],[490192,609986],[491449,628044],[497772,586541],[504659,558397],[511897,594427],[517587,619881],[536676,607288]
   ]
cell #2627 :
  |C| = 154
  W-rep = phi[[2],[2, 1, 1, 1]]+phi[[1],[3, 1, 1, 1]]
  special rep = phi[[2],[2, 1, 1, 1]] , dim = 84
  orbit = [4, 4, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     14 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [299229],[335203],[370380],[371003],[402886],[405321],[430785],[436541],[438773],[463020],[468211],[492873],[497384],[519915],
     [183660,322554],[215923,358773],[216158,358848],[247504,393841],[250156,393936],[250174,394354],[272515,353649],[282806,424946],[282824,428109],[285707,428250],[285773,428694],[308229,447595],[308247,389127],[318286,459956],[318843,457470],[318909,460579],[321966,460722],[335185,470907],[343666,422840],[344223,478485],[344289,423463],[354437,490101],[354538,487666],[354982,487732],[370937,499947],[376886,452984],[379321,455419],[379422,506797],[379866,506863],[389109,514069],[389966,517515],[390098,515283],[405422,526177],[405866,526243],[411693,483491],[412308,477735],[413925,485723],[414057,532361],[423397,538851],[424407,539947],[428091,542643],[437156,499197],[438905,549515],[444899,511373],[445483,506182],[447056,554887],[455520,560535],[455964,560601],[460513,564015],[461362,564762],[468795,525562],[470368,569759],[475922,536288],[476536,531777],[484106,538101],[485855,579221],[490202,582231],[490646,582297],[491459,582981],[491608,583108],[497998,548931],[504984,554273],[511957,559920],[513530,594878],[517647,597516],[518878,598197],[524364,569145],[536902,578637],[542104,609947],[558722,594264]
   ]
cell #2628 :
  |C| = 55
  W-rep = phi[[3],[1, 1, 1, 1]]+phi[[],[4, 1, 1, 1]]
  special rep = phi[[3],[1, 1, 1, 1]] , dim = 35
  orbit = [6, 2, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 1
  number of tau_infinity subcells = 35
     15 tau_infinity subcells with 1 member(s)
     20 tau_infinity subcells with 2 member(s)
  subcells = [
     [336036],[371805],[406123],[406744],[436643],[439590],[463122],[468342],[471023],[493004],[497606],[520137],[523999],[544178],[564901],
     [216171,286219],[250321,322393],[283657,357495],[285875,358628],[309080,389960],[319711,393010],[322144,394252],[345091,424265],[355239,426686],[355860,427307],[380123,456221],[380744,456842],[390783,459154],[411795,483593],[414742,486540],[425062,489279],[445030,511504],[447711,514185],[476144,536510],[504619,558357]
   ]
cell #2629 :
  |C| = 154
  W-rep = phi[[2],[2, 1, 1, 1]]+phi[[1],[3, 1, 1, 1]]
  special rep = phi[[2],[2, 1, 1, 1]] , dim = 84
  orbit = [4, 4, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     14 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [299954],[335973],[371179],[371795],[402985],[406113],[430884],[436633],[439536],[463112],[468288],[492950],[497389],[519920],
     [183663,250549],[215989,286086],[216159,286194],[248229,321267],[250157,322037],[250258,322330],[273240,354374],[282807,355053],[283594,357432],[285719,358285],[285865,358618],[308230,379937],[309017,389897],[318855,390581],[319085,392384],[319701,393000],[321978,393895],[335186,405937],[344235,414540],[344465,423639],[345081,424255],[354637,424739],[354994,424905],[355229,426676],[370949,439388],[376985,453083],[379521,447388],[379878,447554],[380113,456211],[389110,456035],[390190,457282],[390729,459100],[405521,470700],[405878,470866],[411785,483583],[412407,477834],[414149,478297],[414688,486486],[423409,486338],[424484,487510],[428092,490717],[437255,499296],[438997,499759],[444976,511450],[445575,506274],[447133,506641],[455619,513862],[455976,514028],[460525,518130],[461363,518949],[468887,525654],[470445,526021],[475927,536293],[476613,531854],[484205,538200],[485947,538663],[490301,542436],[490658,542602],[491471,543378],[491609,543511],[498075,549008],[504989,554278],[512049,560012],[513607,560379],[517739,563827],[518890,564721],[524369,569150],[536979,578714],[542181,582075],[558727,594269]
   ]
cell #2630 :
  |C| = 55
  W-rep = phi[[3],[1, 1, 1, 1]]+phi[[],[4, 1, 1, 1]]
  special rep = phi[[3],[1, 1, 1, 1]] , dim = 35
  orbit = [6, 2, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 1
  number of tau_infinity subcells = 35
     15 tau_infinity subcells with 1 member(s)
     20 tau_infinity subcells with 2 member(s)
  subcells = [
     [299955],[335974],[371180],[371794],[402986],[406112],[430885],[436632],[439531],[463111],[468283],[492945],[497363],[519894],[543561],
     [183664,250550],[215990,286087],[248230,321268],[250259,322331],[273241,354375],[283595,357433],[285864,358617],[309018,389898],[319086,392385],[319700,392999],[344466,423640],[345080,424254],[355228,426675],[376986,453084],[380112,456210],[390724,459095],[411784,483582],[414683,486481],[444971,511445],[475901,536267]
   ]
cell #2631 :
  |C| = 50
  W-rep = phi[[3, 1, 1, 1, 1],[]]+phi[[3],[1, 1, 1, 1]]
  special rep = phi[[3],[1, 1, 1, 1]] , dim = 35
  orbit = [6, 2, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 1
  number of tau_infinity subcells = 35
     20 tau_infinity subcells with 1 member(s)
     15 tau_infinity subcells with 2 member(s)
  subcells = [
     [183665],[216045],[248905],[250333],[277761],[284328],[285948],[313633],[319875],[320470],[349100],[349695],[356027],[381396],[384647],[391509],[415957],[419028],[448834],[479360],
     [225301,304475],[259709,340589],[294680,375814],[295275,376409],[327472,407396],[330723,410647],[360622,431559],[363497,440805],[366568,443876],[396089,463724],[398736,472146],[430195,493482],[432410,500822],[462215,520308],[491674,543587]
   ]
cell #2632 :
  |C| = 189
  W-rep = phi[[2, 1, 1, 1],[1, 1]]+phi[[2, 1, 1],[1, 1, 1]]
  special rep = phi[[2, 1, 1],[1, 1, 1]] , dim = 105
  orbit = [4, 2, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     21 tau_infinity subcells with 1 member(s)
     84 tau_infinity subcells with 2 member(s)
  subcells = [
     [461024],[489225],[491157],[511086],[516387],[516724],[518573],[535860],[536197],[540975],[541285],[557969],[558279],[562442],[562457],[576959],[576974],[580872],[591894],[592998],[605314],
     [184667,461846],[221783,494678],[222712,433644],[256920,521993],[257036,465584],[274243,533582],[275172,480594],[292530,495147],[300957,550736],[301886,502056],[310844,556351],[310960,508746],[326337,566045],[331002,523596],[337800,571223],[337916,528126],[346950,534051],[356306,540960],[359987,583291],[364967,546211],[366783,585486],[366899,547295],[373664,551205],[384926,557954],[391724,596342],[391840,562484],[395177,598408],[399465,599431],[399815,522346],[400152,567027],[402001,567918],[410926,572826],[417427,575917],[419243,606233],[419359,577001],[426124,580911],[429426,583223],[433007,611482],[433659,546226],[433969,584767],[442275,588534],[444091,614700],[444207,589618],[449563,616143],[449913,556704],[450250,592146],[452099,593037],[465006,599363],[465542,599470],[465557,567000],[467924,530466],[472875,622819],[473225,571576],[473562,602608],[475411,603499],[479957,624585],[480609,575932],[480919,605514],[494211,628452],[495108,584618],[496956,553014],[497293,553351],[501419,629702],[502071,588549],[502381,613981],[508168,616075],[508704,616182],[508719,592119],[520905,633954],[523611,572841],[523921,573151],[527548,622751],[528084,622858],[528099,602581],[534012,605365],[543893,611412],[544997,628384],[547253,589576],[547268,589591],[551166,613832],[565126,621022],[566775,602356],[567879,603460],[584567,613781]
   ]
cell #2633 :
  |C| = 189
  W-rep = phi[[2, 1, 1, 1],[1, 1]]+phi[[2, 1, 1],[1, 1, 1]]
  special rep = phi[[2, 1, 1],[1, 1, 1]] , dim = 105
  orbit = [4, 2, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     21 tau_infinity subcells with 1 member(s)
     84 tau_infinity subcells with 2 member(s)
  subcells = [
     [543032],[543048],[562787],[562803],[564405],[577304],[577320],[580900],[580961],[581214],[593026],[593087],[593340],[596341],[596412],[605342],[606232],[606303],[609031],[616142],[616897],
     [217135,429421],[256117,465001],[292427,495103],[310041,508163],[328584,522030],[328600,465601],[336997,527543],[346847,534007],[362420,544992],[364548,495181],[373561,551161],[382508,556388],[382524,508763],[395522,565121],[401898,567874],[408508,571260],[408524,528143],[417008,534085],[426021,580867],[429454,583212],[433352,584562],[435716,585523],[435732,547312],[441856,551239],[451996,592993],[458606,596379],[458622,562501],[461845,598404],[465034,599352],[465887,599587],[465903,567044],[467505,567952],[475308,603455],[480302,605309],[482666,606270],[482682,577018],[488806,580945],[494677,611478],[495136,611567],[495197,584817],[495450,584801],[501764,613776],[504128,614737],[504144,589635],[508196,616064],[509049,616299],[509065,592163],[510667,593071],[521250,621017],[521992,621152],[522063,599620],[527576,622740],[528429,622975],[528445,602625],[530047,603533],[533581,624581],[534040,624670],[534101,605564],[534354,605548],[545025,628373],[545961,611645],[547598,589921],[547614,589937],[550735,629698],[551194,629787],[551255,614031],[551508,614015],[556350,631127],[556421,616332],[565154,621050],[566044,633950],[567907,603488],[567968,603549],[568221,603802],[571222,634929],[571293,623008],[575667,624748],[583290,628451],[584595,613809],[585485,614699],[585556,614770],[588284,629865],[599430,622818],[600185,623573]
   ]
cell #2634 :
  |C| = 105
  W-rep = phi[[1, 1],[2, 2, 1]]
  special rep = phi[[1, 1],[2, 2, 1]] , dim = 105
  orbit = [3, 3, 3, 3, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [285714],[318850],[344230],[354632],[370944],[379516],[390154],[405516],[412402],[414113],[423404],[424501],[437250],[438961],[445539],[447150],[455614],[460520],[466459],[468851],[470462],[476455],[476630],[484200],[485911],[490296],[491466],[495908],[497917],[498092],[505070],[509621],[512013],[513624],[515992],[517703],[518528],[522502],[522677],[524450],[529001],[533070],[534812],[536821],[536996],[540587],[540726],[542198],[542951],[546349],[550224],[551966],[555527],[555666],[556860],[557035],[558808],[561985],[562160],[562254],[563359],[564550],[570399],[570538],[571732],[571907],[574782],[574957],[575051],[576055],[579930],[580504],[580518],[581672],[581811],[582757],[587399],[587574],[587668],[588672],[590485],[591226],[591240],[595518],[595657],[596851],[597026],[597120],[600947],[601688],[601702],[604219],[604233],[608146],[608321],[608415],[609419],[609433],[612686],[612700],[617659],[618400],[618414],[625789],[625803]
   ]
cell #2635 :
  |C| = 70
  W-rep = phi[[1, 1, 1],[2, 2]]
  special rep = phi[[1, 1, 1],[2, 2]] , dim = 70
  orbit = [3, 3, 3, 3, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     70 tau_infinity subcells with 1 member(s)
  subcells = [
     [318425],[343805],[370519],[377596],[403596],[412053],[422979],[434540],[436901],[445240],[453694],[460095],[466110],[468552],[481490],[483851],[488376],[495246],[495609],[502952],[507507],[509272],[511714],[515643],[522084],[526887],[528652],[532721],[534150],[534513],[540288],[541856],[549875],[551304],[551667],[553887],[555228],[556442],[561245],[563010],[568017],[568759],[570100],[571314],[573564],[579581],[581010],[581373],[585076],[585577],[586181],[590149],[593136],[593878],[595219],[596433],[599802],[600611],[603598],[605823],[606324],[606928],[611711],[614290],[614791],[616514],[617323],[623190],[624814],[629931]
   ]
cell #2636 :
  |C| = 105
  W-rep = phi[[1, 1],[2, 2, 1]]
  special rep = phi[[1, 1],[2, 2, 1]] , dim = 105
  orbit = [3, 3, 3, 3, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [428210],[457430],[478445],[487411],[499907],[506542],[515040],[525922],[531042],[532118],[538811],[539785],[548196],[549272],[553798],[554725],[560280],[563975],[567304],[568670],[569597],[573434],[573513],[577902],[578978],[581976],[582941],[584987],[586051],[586130],[590143],[592423],[593789],[594716],[596197],[597273],[597876],[599672],[599751],[600605],[602885],[604973],[605734],[606798],[606877],[608858],[608947],[609785],[610288],[611705],[613440],[614201],[615865],[615954],[616384],[616463],[617317],[618903],[618982],[619033],[619597],[620310],[622541],[622630],[623060],[623139],[624350],[624429],[624480],[624808],[626543],[626782],[626788],[627304],[627393],[627894],[629467],[629546],[629597],[629925],[630657],[630895],[630901],[632516],[632605],[633035],[633114],[633165],[634459],[634697],[634703],[635567],[635573],[636817],[636896],[636947],[637275],[637281],[638296],[638302],[639680],[639918],[639924],[641853],[641859]
   ]
cell #2637 :
  |C| = 175
  W-rep = phi[[1, 1, 1, 1],[2, 1]]+phi[[1, 1, 1],[2, 1, 1]]
  special rep = phi[[1, 1, 1],[2, 1, 1]] , dim = 105
  orbit = [3, 3, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [321994],[355010],[379894],[390293],[405894],[414252],[424595],[439100],[446192],[447244],[455992],[469504],[470556],[477176],[486050],[490674],[498638],[512666],[513718],[517842],[518906],[537542],[541240],[542292],[543090],[558234],[562706],[562845],[564411],[577223],[577362],[581220],[593346],[596418],[606309],
     [202390,412740],[227238,437588],[247106,457152],[258639,466797],[272117,478167],[279698,484538],[292863,495362],[298831,499629],[306595,505692],[312563,509959],[328642,522055],[333551,525072],[339519,529339],[342374,531249],[347283,534266],[353251,538533],[364554,495187],[366416,546971],[369088,548403],[373997,551420],[378032,505517],[382566,556413],[387475,559430],[393443,563697],[401270,567511],[402334,568133],[404032,524897],[408566,571285],[417014,534091],[418876,576677],[421548,578109],[426457,581126],[433924,496561],[434976,546796],[435774,585548],[441862,551245],[443724,589294],[451368,592630],[452432,593252],[454130,559255],[458664,596404],[465806,523223],[465945,599612],[467511,567958],[474680,603092],[475744,603714],[480874,535465],[481926,576502],[482724,606295],[488812,580951],[495456,584807],[502336,552619],[503388,589119],[504186,614762],[508968,557581],[509107,616324],[510673,593077],[522069,599626],[523876,573106],[528348,572453],[528487,623000],[530053,603539],[534360,605554],[547517,589840],[547656,589979],[551514,614021],[556427,616338],[568227,603808],[571299,623014],[585562,614776]
   ]
cell #2638 :
  |C| = 189
  W-rep = phi[[2, 1, 1, 1],[1, 1]]+phi[[2, 1, 1],[1, 1, 1]]
  special rep = phi[[2, 1, 1],[1, 1, 1]] , dim = 105
  orbit = [4, 2, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     21 tau_infinity subcells with 1 member(s)
     84 tau_infinity subcells with 2 member(s)
  subcells = [
     [518589],[541301],[543041],[558295],[562512],[562796],[564397],[577029],[577313],[580954],[581206],[593080],[593332],[596368],[596377],[606259],[606268],[609003],[616169],[616869],[624636],
     [251454,461847],[291646,494679],[292546,433654],[328489,521994],[328593,465594],[346066,533583],[346966,480604],[364540,495148],[372780,550737],[373680,502066],[382413,556352],[382517,508756],[397791,566046],[402017,523606],[408413,571224],[408517,528136],[417000,534052],[426140,540970],[429760,583292],[433985,546221],[435621,585487],[435725,547305],[441848,551206],[452115,557964],[458511,596343],[458615,562494],[461872,598409],[465340,599432],[465612,567055],[465896,567037],[467497,567919],[475427,572836],[480935,575927],[482571,606234],[482675,577011],[488798,580912],[491929,610782],[494704,611483],[495190,584810],[495442,584768],[502397,588544],[504033,614701],[504137,589628],[508502,616144],[508774,592174],[509058,592156],[510659,593038],[521639,621096],[522019,599471],[522028,599585],[523937,573167],[527882,622820],[528154,602636],[528438,602618],[530039,603500],[533608,624586],[534094,605557],[534346,605515],[545331,628453],[545933,611562],[547323,589646],[547607,589930],[550762,629703],[551248,614024],[551500,613982],[555997,631071],[556377,616183],[556386,616297],[566071,633955],[567961,603542],[568213,603794],[570869,634873],[571249,622859],[571258,622973],[575639,624665],[583317,628478],[584017,637977],[585512,614726],[585521,614735],[588256,629782],[598459,634005],[599457,622845],[600157,623545],[611533,629753]
   ]
cell #2639 :
  |C| = 189
  W-rep = phi[[2, 1, 1, 1],[1, 1]]+phi[[2, 1, 1],[1, 1, 1]]
  special rep = phi[[2, 1, 1],[1, 1, 1]] , dim = 105
  orbit = [4, 2, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     21 tau_infinity subcells with 1 member(s)
     84 tau_infinity subcells with 2 member(s)
  subcells = [
     [564432],[581241],[582680],[593367],[596538],[596655],[597907],[606429],[606546],[609156],[609243],[617022],[617109],[619116],[619187],[625203],[625274],[626938],[631119],[631510],[635877],
     [323309,519301],[363755,545649],[364575,495325],[399673,566811],[399775,522171],[416215,575355],[417035,534229],[433606,546044],[441063,587972],[441883,551383],[449771,591930],[449873,556529],[463982,599014],[467532,568096],[473083,602392],[473185,571401],[480556,575750],[488833,581089],[492169,610818],[495477,585420],[496814,612088],[496916,585664],[502018,588367],[510694,593215],[516245,619104],[516347,596520],[519313,620607],[521879,621132],[522189,600117],[522306,600099],[523558,600268],[530074,603677],[534381,606167],[535718,625191],[535820,606411],[540922,609114],[543702,628173],[545661,628513],[546086,612050],[546173,612008],[551535,614634],[552872,630308],[552974,614878],[556237,631107],[556547,616829],[556664,616811],[557916,616980],[566584,634044],[566823,621360],[566894,621474],[568248,603829],[571109,634909],[571419,623505],[571536,623487],[572788,623656],[575367,635863],[575792,625153],[575879,625111],[584257,638013],[584621,628683],[585682,614896],[585799,615013],[587984,638592],[588409,630270],[588496,630228],[591703,639265],[591942,631335],[592013,631449],[599026,640774],[600310,623698],[600397,623785],[602165,641149],[602404,635137],[602475,635251],[605368,636033],[610830,638025],[611221,642618],[612100,630320],[612171,630391],[613835,638762],[620621,640788],[621144,634921],[621535,635312],[628527,638606]
   ]
cell #2640 :
  |C| = 105
  W-rep = phi[[1, 1],[2, 2, 1]]
  special rep = phi[[1, 1],[2, 2, 1]] , dim = 105
  orbit = [3, 3, 3, 3, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [250112],[282762],[308185],[318483],[335141],[343863],[354580],[370577],[377654],[379464],[389065],[390140],[403654],[405464],[412350],[414099],[423037],[428047],[434598],[437198],[438947],[445270],[445525],[453752],[455562],[460153],[461318],[466407],[468582],[468837],[476396],[481548],[484148],[485897],[488434],[490244],[491099],[495639],[495894],[497858],[503010],[507565],[509569],[511744],[511999],[515940],[516095],[517689],[518476],[522443],[526945],[528949],[533018],[533173],[534543],[534798],[536762],[540318],[540573],[540674],[541914],[543193],[550172],[550327],[551697],[551952],[555258],[555513],[555614],[556801],[561303],[561926],[561940],[563307],[563462],[564498],[570130],[570385],[570486],[571673],[573594],[574723],[574737],[579878],[580033],[581403],[581658],[581759],[586211],[587340],[587354],[590265],[590279],[595249],[595504],[595605],[596792],[596806],[600727],[600741],[606958],[608087],[608101],[617439],[617453]
   ]
cell #2641 :
  |C| = 175
  W-rep = phi[[1, 1, 1, 1],[2, 1]]+phi[[1, 1, 1],[2, 1, 1]]
  special rep = phi[[1, 1, 1],[2, 1, 1]] , dim = 105
  orbit = [3, 3, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [542937],[562240],[575037],[580468],[582677],[582743],[587654],[591190],[595988],[596652],[597106],[597920],[601652],[604064],[604764],[606543],[608401],[609108],[609256],[609383],[612531],[613231],[615171],[616974],[617122],[618364],[619178],[619388],[621847],[625265],[625634],[626334],[626974],[631546],[631822],
     [305378,505009],[332334,524389],[365199,546288],[386258,558747],[399772,522114],[399838,566860],[417659,575994],[425240,580443],[433619,546024],[442507,588611],[447889,591165],[449870,556472],[449936,591979],[471201,601627],[473182,571344],[473248,602441],[476710,604039],[480569,575730],[489457,609358],[496913,585607],[496979,612137],[498172,612506],[502031,588347],[505034,615121],[514363,618339],[516344,596463],[516410,619153],[522303,599832],[522757,621321],[523571,600248],[524414,621797],[530833,623885],[535817,606354],[535883,625240],[537076,625609],[540935,609094],[546038,611841],[546186,611827],[546313,628604],[547987,629002],[552971,614821],[553037,630357],[556661,616544],[557115,631296],[557929,616960],[558772,631772],[566885,621346],[567095,634099],[571533,623220],[571987,635098],[572801,623636],[575744,624944],[575892,624930],[576019,635954],[577693,636352],[584657,628654],[585796,615010],[588361,630061],[588509,630047],[588636,638683],[592004,631321],[592214,639320],[600262,623650],[600410,623798],[602466,635123],[602676,641204],[605404,636004],[612162,630382],[613871,638733],[621571,635348]
   ]
cell #2642 :
  |C| = 189
  W-rep = phi[[2, 1, 1, 1],[1, 1]]+phi[[2, 1, 1],[1, 1, 1]]
  special rep = phi[[2, 1, 1],[1, 1, 1]] , dim = 105
  orbit = [4, 2, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     21 tau_infinity subcells with 1 member(s)
     84 tau_infinity subcells with 2 member(s)
  subcells = [
     [518611],[541323],[543064],[558317],[562669],[562819],[564399],[577186],[577336],[581094],[581208],[593220],[593334],[596370],[596483],[606261],[606374],[609010],[616171],[616876],[624643],
     [251456,519300],[291648,545648],[292568,495315],[328491,566810],[328616,522161],[346068,575354],[346988,534219],[364542,546043],[372782,587971],[373702,551373],[382415,591929],[382540,556519],[397793,599013],[402039,568086],[408415,602391],[408540,571391],[417002,575749],[426162,581079],[429762,610817],[434007,585410],[435623,612087],[435748,585654],[441850,588366],[452137,593205],[458513,619103],[458638,596510],[461874,620606],[465342,621131],[465769,567802],[465919,600089],[467499,600267],[475449,603667],[480957,606157],[482573,625190],[482698,606401],[488800,609113],[491936,610798],[494706,628512],[495330,585425],[495444,612007],[502419,614624],[504035,630307],[504160,614868],[508504,631106],[508931,592921],[509081,616801],[510661,616979],[521646,621112],[522021,621359],[522134,600062],[523959,573189],[527884,634908],[528311,603383],[528461,623477],[530041,623655],[533610,635862],[534234,606172],[534348,625110],[545333,638012],[545940,611858],[547480,589803],[547630,589953],[550764,638591],[551388,614639],[551502,630227],[556004,631087],[556379,631334],[556492,616774],[566073,640773],[568101,603682],[568215,603796],[570876,634889],[571251,635136],[571364,623450],[575646,624961],[583319,628480],[584024,637993],[585514,614728],[585627,614841],[588263,630078],[598466,634012],[599459,622847],[600164,623552],[611540,629760]
   ]
cell #2643 :
  |C| = 105
  W-rep = phi[[1, 1],[2, 2, 1]]
  special rep = phi[[1, 1],[2, 2, 1]] , dim = 105
  orbit = [3, 3, 3, 3, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [250192],[282842],[308265],[318391],[335221],[343771],[354485],[370485],[377562],[379369],[389145],[390052],[394372],[403562],[405369],[412255],[414011],[422945],[428127],[428459],[434506],[437103],[438859],[445262],[445437],[453660],[455467],[458299],[460061],[460904],[466312],[468574],[468749],[476388],[479314],[481456],[484053],[485809],[488342],[488485],[490149],[491290],[495631],[495806],[497850],[500776],[502918],[507473],[507616],[509474],[511736],[511911],[515657],[515845],[517477],[517601],[518682],[522435],[526853],[526996],[528854],[532735],[532923],[534535],[534710],[536754],[539680],[540310],[540485],[541822],[541965],[549889],[550077],[551689],[551864],[553901],[555250],[555425],[556793],[561211],[561354],[561918],[563024],[563212],[568773],[570122],[570297],[571665],[573586],[574715],[579595],[579783],[581395],[581570],[586203],[587332],[590257],[593892],[595241],[595416],[596784],[600719],[606950],[608079],[617431]
   ]
cell #2644 :
  |C| = 175
  W-rep = phi[[1, 1, 1, 1],[2, 1]]+phi[[1, 1, 1],[2, 1, 1]]
  special rep = phi[[1, 1, 1],[2, 1, 1]] , dim = 105
  orbit = [3, 3, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [491041],[516037],[533115],[540323],[543057],[543135],[550269],[555263],[561906],[562812],[563404],[564416],[570135],[573599],[574703],[577329],[579975],[581024],[581225],[581408],[586216],[587320],[590245],[593150],[593351],[595254],[596468],[596772],[600707],[606359],[606963],[608067],[609074],[616940],[617419],
     [234765,505008],[260765,524388],[293230,546287],[314689,558746],[328609,522106],[328687,566859],[347650,575993],[355377,580442],[364559,546016],[374364,588610],[380261,591164],[382533,556464],[382611,591978],[406261,601626],[408533,571336],[408611,602440],[412447,604038],[417019,575722],[426824,609357],[435741,585599],[435819,612136],[437295,612505],[441867,588339],[445275,615120],[456359,618338],[458631,596455],[458709,619152],[465912,599824],[466504,621320],[467516,600240],[468587,621796],[476376,603970],[482691,606346],[482769,625239],[484245,625608],[488817,609086],[495260,585090],[495461,611819],[495644,628603],[497838,612437],[504153,614813],[504231,630356],[509074,616536],[509666,631295],[510678,616952],[511749,631771],[522119,599837],[522423,621252],[528454,623212],[529046,635097],[530058,623628],[534164,605837],[534365,624922],[534548,635953],[536742,625540],[546004,611807],[547623,589946],[551318,614304],[551519,630039],[551702,638682],[556477,616549],[556781,631227],[568031,603612],[568232,603813],[571349,623225],[571653,635029],[575710,624910],[585612,614826],[588327,630027],[600228,623616]
   ]
cell #2645 :
  |C| = 189
  W-rep = phi[[2, 1, 1, 1],[1, 1]]+phi[[2, 1, 1],[1, 1, 1]]
  special rep = phi[[2, 1, 1],[1, 1, 1]] , dim = 105
  orbit = [4, 2, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     21 tau_infinity subcells with 1 member(s)
     84 tau_infinity subcells with 2 member(s)
  subcells = [
     [543069],[562824],[564426],[577341],[581099],[581235],[582658],[593225],[593361],[596532],[596633],[606423],[606524],[609025],[609119],[616891],[616985],[619109],[624658],[625196],[631112],
     [287057,543703],[327745,566585],[328621,522169],[364455,584622],[364569,546068],[381669,591704],[382545,556527],[399753,566895],[407669,602166],[408545,571399],[416915,605369],[417029,575774],[431832,611222],[435753,585662],[441763,613836],[441877,588391],[449851,592014],[458643,596518],[462137,620622],[465924,600097],[467412,621536],[467526,600292],[473163,602476],[482703,606409],[488713,626939],[488827,609138],[491951,628177],[494969,628528],[495335,585430],[495471,612032],[496894,612172],[504165,614876],[509086,616809],[510574,631511],[510688,617004],[516325,619188],[519306,620618],[521661,634048],[522183,600111],[522284,621475],[528466,623485],[529954,635313],[530068,623680],[533873,635878],[534239,606177],[534375,625135],[535798,625275],[545654,628524],[545955,628687],[546049,612013],[547635,589958],[551027,638607],[551393,614644],[551529,630252],[552952,630392],[556019,639269],[556541,616823],[556642,631450],[566336,640789],[566816,621371],[568106,603687],[568242,603823],[570891,641153],[571413,623499],[571514,635252],[575360,635874],[575661,636037],[575755,625116],[584039,642622],[585676,614890],[585777,614991],[587977,638603],[588278,638766],[588372,630233],[591935,631346],[598481,634027],[599019,640785],[600179,623567],[600273,623661],[602397,635148],[610823,638018],[611555,629775],[612093,630313],[621137,634914]
   ]
cell #2646 :
  |C| = 189
  W-rep = phi[[2, 1, 1, 1],[1, 1]]+phi[[2, 1, 1],[1, 1, 1]]
  special rep = phi[[2, 1, 1],[1, 1, 1]] , dim = 105
  orbit = [4, 2, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     21 tau_infinity subcells with 1 member(s)
     84 tau_infinity subcells with 2 member(s)
  subcells = [
     [491163],[516730],[518582],[536203],[540981],[541294],[543033],[557975],[558288],[562505],[562788],[577022],[577305],[580901],[580913],[593027],[593039],[596344],[605343],[606235],[616145],
     [217136,491928],[256118,521638],[257042,465602],[292428,545932],[292539,495180],[310042,555996],[310966,508764],[328585,522027],[336998,570868],[337922,528144],[346848,575638],[346959,534084],[362421,584016],[366905,547313],[373562,588255],[373673,551238],[382509,556385],[391846,562502],[395523,598458],[400158,567045],[401899,600156],[402010,567951],[408509,571257],[419365,577019],[426022,609002],[426133,580944],[429455,610781],[433353,611532],[433665,546232],[433978,584800],[435717,585520],[444213,589636],[450256,592164],[451997,616868],[452108,593070],[458607,596376],[461848,598410],[465035,621095],[465605,567048],[465888,599584],[473568,602626],[475309,623544],[475420,603532],[480303,624635],[480615,575938],[480928,605547],[482667,606267],[494680,611484],[495137,611561],[495149,584769],[497299,553357],[501765,629752],[502077,588555],[502390,614014],[504129,614734],[508197,631070],[508767,592167],[509050,616296],[521251,634004],[521995,599472],[523617,572847],[523930,573160],[527577,634872],[528147,602629],[528430,622972],[533584,624587],[534041,624664],[534053,605516],[545026,637976],[547316,589639],[547599,589922],[550738,629704],[551195,629781],[551207,613983],[556353,616184],[565155,621051],[566047,633956],[567908,603489],[567920,603501],[571225,622860],[583293,628454],[584596,613810],[585488,614702],[599433,622821]
   ]
cell #2647 :
  |C| = 175
  W-rep = phi[[1, 1, 1, 1],[2, 1]]+phi[[1, 1, 1],[2, 1, 1]]
  special rep = phi[[1, 1, 1],[2, 1, 1]] , dim = 105
  orbit = [3, 3, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [518471],[540669],[555609],[561935],[564420],[564493],[570481],[574732],[580444],[581229],[581754],[582672],[587349],[590274],[591166],[593355],[595600],[596472],[596647],[596801],[600736],[601628],[604040],[606363],[606538],[608096],[609103],[609359],[612507],[616969],[617448],[618340],[619154],[625241],[625610],
     [269596,530832],[296310,547986],[329271,567094],[350730,577692],[364563,546030],[364636,584656],[383195,592213],[390922,595987],[399767,566877],[409195,602675],[414881,604763],[417023,575736],[417096,605403],[439729,613230],[441871,588353],[441944,613870],[445621,615170],[449865,591996],[459293,619387],[467520,600254],[467593,621570],[468933,621846],[473177,602458],[476405,623884],[486679,626333],[488821,609100],[488894,626973],[495465,611833],[495990,628653],[496908,612154],[497867,629001],[505010,615122],[510682,616966],[510755,631545],[512095,631821],[516339,619170],[522123,599841],[522298,621338],[522452,634098],[524390,621798],[530062,623642],[530135,635347],[534369,624936],[534894,636003],[535812,625257],[536771,636351],[546033,611836],[546289,628605],[551523,630053],[552048,638732],[552966,630374],[556481,616553],[556656,631313],[556810,639319],[558748,631773],[566861,621322],[568236,603817],[571353,623229],[571528,635115],[571682,641203],[575739,624939],[575995,635955],[585616,614830],[585791,615005],[588356,630056],[588612,638684],[591980,631297],[600257,623645],[602442,635099],[612138,630358]
   ]
cell #2648 :
  |C| = 189
  W-rep = phi[[2, 1, 1, 1],[1, 1]]+phi[[2, 1, 1],[1, 1, 1]]
  special rep = phi[[2, 1, 1],[1, 1, 1]] , dim = 105
  orbit = [4, 2, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     21 tau_infinity subcells with 1 member(s)
     84 tau_infinity subcells with 2 member(s)
  subcells = [
     [461025],[489226],[491156],[511087],[516388],[516723],[518563],[535861],[536196],[540974],[541275],[557968],[558269],[562387],[562453],[576904],[576970],[580832],[591678],[592958],[605155],
     [222713,433655],[251463,519319],[257035,465593],[275173,480605],[291655,545667],[292520,495145],[301887,502067],[310959,508755],[328498,521963],[331003,523607],[337915,528135],[346075,575373],[346940,534049],[356307,540971],[364968,546222],[366898,547304],[372789,587990],[373654,551203],[382422,556321],[384927,557965],[391839,562493],[397800,599032],[399816,522347],[400151,567036],[401991,567916],[408422,571193],[410927,572837],[417428,575928],[419358,577010],[426114,580909],[429769,610892],[433658,546225],[433959,584765],[435630,585456],[442276,588545],[444206,589627],[449914,556705],[450249,592155],[452089,593035],[458520,596312],[461917,620636],[465349,599317],[465487,599465],[465553,566996],[467925,530467],[473226,571577],[473561,602617],[475401,603497],[480608,575931],[480909,605512],[482580,606203],[491960,610844],[494749,611421],[495068,584608],[496957,553015],[497292,553350],[502070,588548],[502371,613979],[504042,614670],[508511,616029],[508649,616177],[508715,592115],[521670,599269],[523610,572840],[523911,573141],[527891,622705],[528029,622853],[528095,602577],[533653,624524],[533972,605355],[545340,628338],[547198,589521],[547264,589587],[550807,629641],[551126,613822],[556028,615981],[566116,633893],[566559,602140],[567839,603420],[570900,622657],[583481,611196],[584048,628290],[584408,613622],[598574,620863]
   ]
cell #2649 :
  |C| = 175
  W-rep = phi[[1, 1, 1, 1],[2, 1]]+phi[[1, 1, 1],[2, 1, 1]]
  special rep = phi[[1, 1, 1],[2, 1, 1]] , dim = 105
  orbit = [3, 3, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [542946],[562249],[575046],[580513],[582686],[582752],[587663],[591235],[596019],[596661],[597115],[597929],[601697],[604228],[604795],[606552],[608410],[609162],[609265],[609428],[612695],[613262],[615286],[617028],[617131],[618409],[619223],[619419],[621962],[625310],[625798],[626365],[627005],[631577],[631937],
     [305387,553677],[332343,568549],[365208,584866],[386267,593668],[399781,566927],[399847,599520],[417668,605613],[425249,608737],[433628,584704],[442516,614080],[447898,615744],[449879,592046],[449945,616232],[471210,622420],[473191,602508],[473257,622908],[476719,623995],[480578,605451],[489466,627183],[496922,612204],[496988,628856],[498181,629112],[502040,613918],[505079,630611],[514372,632395],[516353,619220],[516419,632883],[522312,621507],[522766,634209],[523580,621618],[524459,634413],[530864,623947],[535826,625307],[535892,636206],[537085,636462],[540944,627021],[546092,612056],[546195,628785],[546358,638101],[548018,629064],[552980,630424],[553046,638935],[556670,631482],[557124,639430],[557938,631593],[558817,639634],[566930,621510],[567126,634161],[571542,635284],[571996,641314],[572810,635395],[575798,625159],[575901,636135],[576064,641658],[577724,636414],[584688,628769],[585805,615019],[588415,630276],[588518,638864],[588681,642902],[592049,631485],[592245,639382],[600316,623704],[600419,623807],[602511,635287],[602707,641266],[605435,636119],[612207,630427],[613902,638848],[621602,635379]
   ]
cell #2650 :
  |C| = 189
  W-rep = phi[[2, 1, 1, 1],[1, 1]]+phi[[2, 1, 1],[1, 1, 1]]
  special rep = phi[[2, 1, 1],[1, 1, 1]] , dim = 105
  orbit = [4, 2, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     21 tau_infinity subcells with 1 member(s)
     84 tau_infinity subcells with 2 member(s)
  subcells = [
     [491164],[516731],[518581],[536204],[540982],[541293],[543024],[557976],[558287],[562504],[562779],[577021],[577296],[580856],[580910],[592982],[593036],[596313],[605179],[606204],[616030],
     [257043,399805],[287062,491959],[292538,433646],[310967,449903],[327750,521669],[328576,465552],[337923,473215],[346958,480596],[364460,495067],[366906,496946],[373672,502058],[381674,556027],[382500,508714],[391847,516377],[400159,522336],[402009,523598],[407674,570899],[408500,528094],[416920,533971],[419366,535850],[426132,540962],[431837,584047],[433666,546233],[433977,546213],[435708,547263],[441768,551125],[444214,553004],[450257,556694],[452107,557956],[458598,562452],[462142,598573],[465604,567047],[465879,566995],[467417,567838],[473569,571566],[475419,572828],[480616,575939],[480927,575919],[482658,576969],[488718,580831],[491984,610843],[494974,584407],[495092,584607],[495146,584766],[497300,553358],[502078,588556],[502389,588536],[504120,589586],[508766,592166],[509041,592114],[510579,592957],[519320,620637],[521694,599268],[521964,599466],[523618,572848],[523929,573159],[528146,602628],[528421,602576],[529959,603419],[533878,605154],[533996,605354],[534050,605513],[545668,611422],[547315,589638],[547590,589913],[551032,613621],[551150,613821],[551204,613980],[556052,615980],[556322,616178],[566341,620862],[567863,603444],[567917,603498],[570924,622656],[571194,622854],[575374,624525],[584072,628289],[584432,613646],[585457,614671],[587991,629642],[598598,620887],[599033,633894],[599318,622706],[610893,628339]
   ]
cell #2651 :
  |C| = 189
  W-rep = phi[[2, 1, 1, 1],[1, 1]]+phi[[2, 1, 1],[1, 1, 1]]
  special rep = phi[[2, 1, 1],[1, 1, 1]] , dim = 105
  orbit = [4, 2, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     21 tau_infinity subcells with 1 member(s)
     84 tau_infinity subcells with 2 member(s)
  subcells = [
     [582687],[596662],[597928],[606553],[609163],[609264],[610340],[617029],[617130],[619222],[619295],[625309],[625382],[626947],[627002],[631519],[631574],[632838],[635886],[636161],[639274],
     [359556,543704],[399034,566586],[399782,522178],[433538,584623],[433627,546077],[449132,591705],[449880,556536],[465559,566896],[472444,602167],[473192,571408],[480488,605370],[480577,575783],[493780,611223],[496923,585671],[501950,613837],[502039,588400],[508721,592015],[516354,596527],[519492,620623],[522313,600106],[523490,621537],[523579,600301],[528101,602477],[535827,606418],[540854,626940],[540943,609147],[543711,628178],[545840,628529],[546093,612057],[546194,612041],[547270,612173],[552981,614885],[556671,616818],[557848,631512],[557937,617013],[562459,619189],[565009,633829],[566593,634049],[566929,621509],[567002,621476],[571543,623494],[572720,635314],[572809,623689],[575546,635879],[575799,625160],[575900,625144],[576976,625276],[584450,638037],[584630,628688],[584685,628766],[585806,615020],[588163,638608],[588416,630277],[588517,630261],[589593,630393],[591712,639270],[592048,631484],[592121,631451],[599205,640790],[599475,634155],[600317,623705],[600418,623806],[602174,641154],[602510,635286],[602583,635253],[605197,641594],[605377,636038],[605432,636116],[611230,642623],[612206,630426],[612279,630499],[613664,642838],[613844,638767],[613899,638845],[616187,639376],[620630,640797],[620905,643778],[621544,635321],[621599,635376],[622863,641260],[628182,642627],[628536,638615],[628811,638890],[634053,641158]
   ]
cell #2652 :
  |C| = 175
  W-rep = phi[[1, 1, 1, 1],[2, 1]]+phi[[1, 1, 1],[2, 1, 1]]
  special rep = phi[[1, 1, 1],[2, 1, 1]] , dim = 105
  orbit = [3, 3, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [564317],[580738],[591460],[596043],[597934],[597992],[601922],[604819],[608738],[609270],[609653],[610358],[613286],[615310],[615745],[617136],[618634],[619228],[619313],[619443],[621986],[622421],[623996],[625315],[625400],[626389],[627029],[627184],[629113],[631601],[631961],[632396],[632884],[636207],[636463],
     [341482,530863],[368196,548017],[400378,567125],[420656,577723],[433633,546083],[433691,584687],[450476,592244],[457772,596018],[465577,566921],[473788,602706],[478787,604794],[480583,575789],[480641,605434],[500249,613261],[502045,588406],[502103,613901],[505304,615285],[508739,592040],[516950,619418],[523585,600307],[523643,621601],[524684,621961],[528119,602502],[530888,623946],[539153,626364],[540949,609153],[541007,627004],[546200,612047],[546583,628768],[547288,612198],[548042,629063],[553678,630612],[557943,617019],[558001,631576],[559042,631936],[562477,619214],[566935,621515],[567020,621501],[567150,634160],[568550,634414],[572815,623695],[572873,635378],[575906,625150],[576289,636118],[576994,625301],[577748,636413],[584712,628793],[584867,638102],[588523,630267],[588906,638847],[589611,630418],[592054,631490],[592139,631476],[592269,639381],[593669,639635],[599521,634210],[600424,623812],[602516,635292],[602601,635278],[602731,641265],[605459,636143],[605614,641659],[612212,630432],[612297,630517],[613926,638872],[614081,642903],[616233,639431],[621626,635403],[622909,641315],[628857,638936]
   ]
cell #2653 :
  |C| = 105
  W-rep = phi[[1, 1],[2, 2, 1]]
  special rep = phi[[1, 1],[2, 2, 1]] , dim = 105
  orbit = [3, 3, 3, 3, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [250101],[282751],[308174],[318380],[335130],[343760],[354493],[370474],[377551],[379377],[389054],[390060],[403551],[405377],[412263],[414019],[422934],[428036],[434495],[437111],[438867],[445324],[445445],[453649],[455475],[460050],[461307],[466320],[468636],[468757],[476441],[481445],[484061],[485817],[488331],[490157],[490996],[495693],[495814],[497903],[502907],[507462],[509482],[511798],[511919],[515478],[515853],[517609],[518389],[522488],[526842],[528862],[532556],[532931],[534597],[534718],[536807],[540135],[540372],[540493],[541811],[549710],[550085],[551751],[551872],[555075],[555312],[555433],[556846],[561200],[561552],[561971],[563220],[569947],[570184],[570305],[571718],[573858],[574349],[574768],[579416],[579791],[581457],[581578],[582896],[586475],[586966],[587385],[590440],[590471],[595066],[595303],[595424],[596837],[597711],[598086],[600902],[600933],[607222],[607713],[608132],[610135],[617614],[617645],[619818]
   ]
cell #2654 :
  |C| = 189
  W-rep = phi[[2, 1, 1, 1],[1, 1]]+phi[[2, 1, 1],[1, 1, 1]]
  special rep = phi[[2, 1, 1],[1, 1, 1]] , dim = 105
  orbit = [4, 2, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     21 tau_infinity subcells with 1 member(s)
     84 tau_infinity subcells with 2 member(s)
  subcells = [
     [461026],[489227],[491155],[511088],[516389],[516722],[518554],[535862],[536195],[540973],[541266],[557967],[558260],[562342],[562450],[576859],[576967],[580801],[591633],[592927],[605124],
     [222714,364599],[257034,399796],[275174,417059],[292511,433597],[301888,441907],[310958,449894],[323394,461886],[328409,465456],[331004,467556],[337914,473206],[346931,480547],[356308,488857],[363840,494718],[364969,495501],[366897,496937],[373645,502009],[382333,508618],[384928,510718],[391838,516368],[399817,522348],[400150,522327],[401982,523549],[408333,527998],[410928,530098],[416300,533622],[417429,534405],[419357,535841],[426105,540913],[433657,546224],[433950,546164],[435541,547167],[441148,550776],[442277,551559],[444205,552995],[449915,556706],[450248,556685],[452080,557907],[458431,562356],[464067,566085],[464872,566528],[465442,566789],[465550,566993],[467926,530468],[473227,571578],[473560,571557],[475392,572779],[480607,575930],[480900,575870],[482491,576873],[492579,583450],[494379,584336],[495037,584605],[496958,553016],[497291,553349],[502069,588547],[502362,588487],[503953,589490],[508034,591647],[508604,591908],[508712,592112],[519640,598502],[521374,599266],[523609,572839],[523902,573132],[527414,602109],[527984,602370],[528092,602574],[533283,605083],[533941,605352],[543948,610841],[544863,611165],[547153,589476],[547261,589584],[550437,613550],[551095,613819],[555732,615978],[565746,620791],[566514,602095],[567808,603389],[570604,622654],[583436,611151],[583752,628287],[584377,613591],[598543,620832]
   ]
cell #2655 :
  |C| = 189
  W-rep = phi[[2, 1, 1, 1],[1, 1]]+phi[[2, 1, 1],[1, 1, 1]]
  special rep = phi[[2, 1, 1],[1, 1, 1]] , dim = 105
  orbit = [4, 2, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     21 tau_infinity subcells with 1 member(s)
     84 tau_infinity subcells with 2 member(s)
  subcells = [
     [597944],[609280],[610366],[617146],[619283],[619321],[620215],[625370],[625408],[627073],[627088],[631645],[631660],[632843],[632912],[636166],[636235],[637135],[639279],[639463],[641597],
     [395136,519304],[432966,545652],[433643,495314],[465501,566814],[465585,522162],[479916,575358],[480593,534218],[495151,546047],[501378,587975],[502055,551372],[508663,591933],[508747,556520],[520864,599017],[523595,568085],[528043,602395],[528127,571392],[534055,575753],[540959,581078],[543852,610821],[546210,585409],[547212,612091],[547296,585655],[551209,588370],[557953,593204],[562401,619107],[562485,596511],[565014,620616],[566734,621135],[566990,600052],[567028,600090],[567922,600271],[572825,603666],[575916,606156],[576918,625194],[577002,606402],[580915,609117],[583210,628176],[584455,628522],[584756,611996],[584771,612011],[588533,614623],[589535,630311],[589619,614869],[591853,631110],[592109,616764],[592147,616802],[593041,616983],[599350,634047],[599480,621369],[599549,621438],[600434,623822],[602315,634912],[602571,623440],[602609,623478],[603503,623659],[605202,635872],[605503,625099],[605518,625114],[611371,638016],[611565,628686],[612267,630487],[612305,630525],[613669,638601],[613970,630216],[613985,630231],[616062,639268],[616192,631344],[616261,631413],[620910,640783],[621670,635447],[621685,635462],[622738,641152],[622868,635146],[622937,635215],[624668,636036],[628187,642632],[628371,642621],[628816,638895],[628885,638964],[629785,638765],[633832,643781],[634058,641163],[634242,641347],[638040,642841]
   ]
cell #2656 :
  |C| = 175
  W-rep = phi[[1, 1, 1, 1],[2, 1]]+phi[[1, 1, 1],[2, 1, 1]]
  special rep = phi[[1, 1, 1],[2, 1, 1]] , dim = 105
  orbit = [3, 3, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [542857],[561772],[574569],[580143],[587186],[590865],[595723],[601327],[604183],[604499],[607933],[610372],[610493],[612650],[612966],[615255],[618039],[619327],[620038],[620237],[621931],[625414],[625753],[626069],[627079],[627110],[627504],[631651],[631682],[631906],[632939],[633255],[636262],[637187],[639515],
     [377318,505048],[403318,524428],[434262,546327],[453416,558786],[465591,522168],[465712,566899],[481212,576033],[488098,580482],[495173,546069],[502674,588650],[507229,591204],[508753,556526],[508874,592018],[526609,601666],[528133,571398],[528254,602480],[531483,604197],[534077,575775],[541578,609397],[547302,585661],[547423,612176],[548637,612664],[551231,588392],[553998,615214],[560967,618378],[562491,596517],[562612,619192],[567034,600096],[567745,621479],[567944,600293],[568870,621890],[573654,623944],[577008,606408],[577129,625279],[578343,625767],[580937,609139],[584762,612002],[584793,612033],[585187,628697],[586271,629061],[589625,614875],[589746,630396],[592153,616808],[592864,631454],[593063,617005],[593989,631865],[599576,621465],[599892,634158],[602615,623484],[603326,635256],[603525,623681],[605509,625105],[605540,625136],[605934,636047],[607018,636411],[611617,628738],[612311,630531],[613976,630222],[614007,630253],[614401,638776],[616288,631440],[616604,639379],[621676,635453],[621707,635484],[622964,635242],[623280,641263],[624720,636088],[628912,638991],[629837,638817],[634294,641399]
   ]
cell #2657 :
  |C| = 105
  W-rep = phi[[1, 1],[2, 2, 1]]
  special rep = phi[[1, 1],[2, 2, 1]] , dim = 105
  orbit = [3, 3, 3, 3, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [215795],[247376],[272387],[282297],[299101],[307720],[318328],[334676],[341818],[343708],[353521],[354479],[368532],[370422],[377499],[379363],[388600],[393713],[400714],[403499],[405363],[412048],[412249],[420992],[422882],[427582],[428813],[434443],[436896],[437097],[445256],[450812],[453597],[455461],[458108],[459998],[460853],[466105],[466306],[468568],[474124],[479123],[481393],[483846],[484047],[487863],[488279],[490143],[490944],[495625],[500585],[502855],[506994],[507410],[509267],[509468],[511730],[515426],[515638],[515839],[517286],[526374],[526790],[528647],[528848],[532504],[532716],[532917],[534529],[539489],[539821],[540304],[541759],[549658],[549870],[550071],[551683],[553882],[554761],[555244],[560732],[561148],[563005],[563206],[564653],[568754],[569633],[570116],[573549],[573580],[579364],[579576],[579777],[581389],[582428],[582844],[586166],[586197],[593873],[594752],[595235],[597659],[606913],[606944],[609821]
   ]
cell #2658 :
  |C| = 189
  W-rep = phi[[2, 1, 1, 1],[1, 1]]+phi[[2, 1, 1],[1, 1, 1]]
  special rep = phi[[2, 1, 1],[1, 1, 1]] , dim = 105
  orbit = [4, 2, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     21 tau_infinity subcells with 1 member(s)
     84 tau_infinity subcells with 2 member(s)
  subcells = [
     [582698],[596673],[597937],[606564],[609228],[609273],[610336],[617094],[617139],[619276],[619291],[625363],[625378],[626933],[627038],[631505],[631610],[632832],[635852],[636155],[639258],
     [399793,465747],[429424,491934],[433636,495307],[449891,508909],[465004,521644],[465555,522132],[473203,528289],[480586,534211],[495106,545938],[496934,547458],[502048,551365],[508166,556002],[508717,556490],[516365,562647],[522324,567780],[523588,568078],[527546,570874],[528097,571362],[534010,575644],[535838,577164],[540952,581071],[544995,584022],[546158,585357],[546203,585402],[547266,585625],[551164,588261],[552992,589781],[556682,592899],[557946,593197],[562455,596481],[565124,598464],[566983,600045],[566998,600060],[567877,600162],[571554,603361],[572818,603659],[575864,606104],[575909,606149],[576972,606372],[580870,609008],[583221,610796],[584565,611538],[584616,611856],[584721,611961],[585817,615031],[588481,614571],[588526,614616],[589589,614839],[592102,616757],[592117,616772],[592996,616874],[598407,620605],[599361,621110],[599469,621358],[600382,623770],[600427,623815],[602564,623433],[602579,623448],[603458,623550],[605312,624641],[605363,624959],[605468,625064],[611481,628511],[612260,630480],[612275,630495],[613779,629758],[613830,630076],[613935,630181],[616073,631085],[616181,631333],[621020,634010],[621530,635307],[621635,635412],[622749,634887],[622857,635135],[624584,635861],[628382,637991],[628502,638581],[628805,638884],[629701,638590],[633853,640763],[633953,640772],[634037,641142],[637915,642611]
   ]
cell #2659 :
  |C| = 140
  W-rep = phi[[1, 1, 1],[2, 1, 1]]+phi[[1],[2, 2, 2]]
  special rep = phi[[1, 1, 1],[2, 1, 1]] , dim = 105
  orbit = [3, 3, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     70 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [476374],[495241],[497836],[522100],[522421],[534145],[536740],[546002],[551299],[556458],[556779],[561904],[568012],[571330],[571651],[574701],[575708],[581005],[585071],[585593],[587318],[588325],[590243],[593131],[596449],[596770],[599787],[599818],[600226],[600705],[603593],[603968],[605818],[606340],[608065],[609072],[611791],[611805],[612435],[614285],[614807],[615119],[616499],[616530],[616938],[617417],[621250],[621291],[621795],[622625],[623175],[623206],[623614],[624894],[624908],[625538],[628602],[629582],[629613],[630011],[630025],[631225],[631266],[631770],[634783],[635027],[635068],[635952],[638502],[638681],
     [518375,620170],[540121,626882],[555061,630995],[561502,632724],[569933,634797],[574299,635732],[580088,637051],[586916,638461],[590229,639074],[590810,639174],[595052,640018],[597871,620305],[598072,633589],[600691,640958],[601272,641058],[604009,641472],[607663,642018],[608942,627388],[610121,637375],[610304,627910],[612476,642716],[615949,632600],[617403,643267],[617984,643367],[619018,633150],[619049,633181],[619768,640248],[624465,636932],[624496,636963],[625579,644132],[626868,637361],[627449,642238],[630981,640004],[632765,640289],[635773,642059]
   ]
cell #2660 :
  |C| = 189
  W-rep = phi[[2, 1, 1, 1],[1, 1]]+phi[[2, 1, 1],[1, 1, 1]]
  special rep = phi[[2, 1, 1],[1, 1, 1]] , dim = 105
  orbit = [4, 2, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     21 tau_infinity subcells with 1 member(s)
     84 tau_infinity subcells with 2 member(s)
  subcells = [
     [428547],[459046],[461018],[483106],[488868],[489219],[491136],[510729],[511080],[516381],[516703],[535854],[536176],[540837],[540915],[557831],[557909],[562358],[575319],[576875],[591649],
     [190126,399806],[217146,491958],[222706,433645],[240224,449904],[256128,521668],[257015,465551],[266224,473216],[275166,480595],[292438,495066],[294953,496947],[301880,502057],[310052,556026],[310939,508713],[320148,516378],[329024,522337],[330996,523597],[337008,570898],[337895,528093],[346858,533970],[349373,535851],[356300,540961],[362431,584046],[364610,495512],[364961,546212],[366878,547262],[373572,551124],[376087,553005],[382948,556695],[384920,557955],[391819,562451],[395533,598572],[399809,522340],[400131,566994],[401909,567837],[408948,571567],[410920,572827],[417070,534416],[417421,575918],[419338,576968],[426032,580830],[429510,610842],[433363,584406],[433521,584606],[433599,546166],[436156,504568],[441918,551570],[442269,588535],[444186,589585],[449907,556698],[450229,592113],[452007,592956],[461888,598504],[465090,599267],[465458,566791],[467567,530109],[467918,530460],[473219,571570],[473541,602575],[475319,603418],[480313,605153],[480471,605353],[480549,575872],[494720,584338],[496950,553008],[497272,553330],[501775,613620],[501933,613820],[502011,588489],[508252,615979],[508620,591910],[521261,620861],[523473,572703],[523551,572781],[527632,622655],[528000,602372],[533624,605085],[545081,628288],[545613,587936],[547169,589492],[550778,613552],[565371,598978],[566087,620793],[566530,602111],[583452,611167]
   ]
cell #2661 :
  |C| = 175
  W-rep = phi[[1, 1, 1, 1],[2, 1]]+phi[[1, 1, 1],[2, 1, 1]]
  special rep = phi[[1, 1, 1],[2, 1, 1]] , dim = 105
  orbit = [3, 3, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [518481],[540679],[555619],[561990],[564430],[564503],[570491],[574787],[580484],[581239],[581764],[582682],[587404],[590490],[591206],[593365],[595610],[596536],[596657],[596856],[600952],[601668],[604199],[606427],[606548],[608151],[609158],[609399],[612666],[617024],[617664],[618380],[619194],[625281],[625769],
     [269606,530862],[296320,548016],[329281,567124],[350740,577722],[364573,546075],[364646,584686],[383205,592243],[390932,596017],[399777,566913],[409205,602705],[414891,604793],[417033,575781],[417106,605433],[439739,613260],[441881,588398],[441954,613900],[445631,615284],[449875,592032],[459303,619417],[467530,600299],[467603,621600],[468943,621960],[473187,602494],[476460,623945],[486689,626363],[488831,609145],[488904,627003],[495475,612039],[496000,628767],[496918,612190],[497922,629062],[505050,615216],[510692,617011],[510765,631575],[512105,631935],[516349,619206],[522187,600115],[522308,621493],[522507,634159],[524430,621892],[530072,623687],[530145,635377],[534379,625142],[534904,636117],[535822,625293],[536826,636412],[546088,612052],[546329,628699],[551533,630259],[552058,638846],[552976,630410],[556545,616827],[556666,631468],[556865,639380],[558788,631867],[566901,621481],[568246,603827],[571417,623503],[571538,635270],[571737,641264],[575794,625155],[576035,636049],[585680,614894],[585801,615015],[588411,630272],[588652,638778],[592020,631456],[600312,623700],[602482,635258],[612178,630398]
   ]
cell #2662 :
  |C| = 35
  W-rep = phi[[1, 1, 1, 1],[1, 1, 1]]
  special rep = phi[[1, 1, 1, 1],[1, 1, 1]] , dim = 35
  orbit = [2, 2, 2, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 35
     35 tau_infinity subcells with 1 member(s)
  subcells = [
     [190122],[240220],[266220],[294949],[320144],[329020],[349369],[364606],[376083],[382944],[399764],[408944],[417066],[428543],[436152],[441914],[449862],[459042],[467563],[473174],[483102],[488864],[495508],[496905],[504564],[510725],[516336],[522295],[530105],[534412],[535809],[551566],[552963],[556653],[571525]
   ]
cell #2663 :
  |C| = 189
  W-rep = phi[[2, 1, 1, 1],[1, 1]]+phi[[2, 1, 1],[1, 1, 1]]
  special rep = phi[[2, 1, 1],[1, 1, 1]] , dim = 105
  orbit = [4, 2, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     21 tau_infinity subcells with 1 member(s)
     84 tau_infinity subcells with 2 member(s)
  subcells = [
     [428548],[459047],[461017],[483107],[488869],[489218],[491126],[510730],[511079],[516380],[516693],[535853],[536166],[540782],[540911],[557776],[557905],[562318],[575264],[576835],[591609],
     [190127,328647],[222705,364590],[240225,382571],[257005,399741],[266225,408571],[275165,417050],[287151,429474],[292341,433485],[294954,435779],[301879,441898],[310929,449839],[320149,458669],[327839,465054],[329025,465950],[330995,467547],[337885,473151],[346761,480435],[349374,482729],[356299,488848],[364611,495513],[364960,495492],[366868,496882],[373475,501897],[376088,504191],[381763,508216],[382949,509112],[384919,510709],[391809,516313],[399808,522339],[400121,522272],[401812,523437],[407763,527596],[408949,528492],[410919,530089],[417071,534417],[417420,534396],[419328,535786],[425935,540801],[431926,545045],[432814,545577],[433466,545907],[433595,546162],[436157,504569],[441919,551571],[442268,551550],[444176,552940],[449906,556697],[450219,556630],[451910,557795],[462619,565335],[464647,566433],[465418,566787],[467568,530110],[467917,530459],[473218,571569],[473531,571502],[475222,572667],[479764,575283],[480416,575613],[480545,575868],[492354,583355],[494355,584334],[496949,553007],[497262,553320],[501226,587900],[501878,588230],[502007,588485],[507809,591552],[508580,591906],[519616,598500],[520712,598942],[523418,572648],[523547,572777],[527189,602014],[527960,602368],[533259,605081],[544638,611070],[545558,587881],[547129,589452],[550413,613548],[565316,598923],[565722,620789],[566490,602071],[583412,611127]
   ]
cell #2664 :
  |C| = 189
  W-rep = phi[[2, 1, 1, 1],[1, 1]]+phi[[2, 1, 1],[1, 1, 1]]
  special rep = phi[[2, 1, 1],[1, 1, 1]] , dim = 105
  orbit = [4, 2, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     21 tau_infinity subcells with 1 member(s)
     84 tau_infinity subcells with 2 member(s)
  subcells = [
     [428558],[459057],[461030],[483117],[488966],[489231],[491137],[510827],[511092],[516473],[516704],[535946],[536177],[540838],[540992],[557832],[557986],[562363],[575320],[576880],[591654],
     [190137,399886],[217147,491961],[222718,433717],[240235,449984],[256129,521671],[257016,465617],[266235,473296],[275178,480667],[292439,495069],[294964,497027],[301892,502129],[310053,556029],[310940,508779],[320159,516458],[329035,522805],[331008,523669],[337009,570901],[337896,528159],[346859,533973],[349384,535931],[356312,541033],[362432,584049],[364708,496062],[364973,546609],[366879,547328],[373573,551127],[376098,553085],[382959,557163],[384932,558027],[391820,562517],[395534,598575],[399901,522820],[400132,567325],[401910,567840],[408959,572035],[410932,572899],[417168,534966],[417433,576315],[419339,577034],[426033,580833],[429511,610851],[433364,584409],[433522,584825],[433676,546568],[436167,504579],[442016,552120],[442281,588932],[444187,589651],[449999,557178],[450230,592444],[452008,592959],[461893,598519],[465091,599276],[465463,567071],[467665,530207],[467930,530472],[473311,572050],[473542,602906],[475320,603421],[480314,605156],[480472,605572],[480626,576274],[494725,584353],[497042,553100],[497273,553331],[501776,613623],[501934,614039],[502088,588891],[508253,615988],[508625,592190],[521262,620864],[523474,572704],[523628,572858],[527633,622664],[528005,602652],[533629,605100],[545082,628297],[545614,587937],[547174,589497],[550783,613567],[565372,598979],[566092,620808],[566535,602116],[583457,611172]
   ]
cell #2665 :
  |C| = 189
  W-rep = phi[[2, 1, 1, 1],[1, 1]]+phi[[2, 1, 1],[1, 1, 1]]
  special rep = phi[[2, 1, 1],[1, 1, 1]] , dim = 105
  orbit = [4, 2, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     21 tau_infinity subcells with 1 member(s)
     84 tau_infinity subcells with 2 member(s)
  subcells = [
     [428559],[459058],[461029],[483118],[488967],[489230],[491127],[510828],[511091],[516472],[516694],[535945],[536167],[540783],[540987],[557777],[557981],[562322],[575265],[576839],[591613],
     [190138,399898],[222717,433728],[240236,449996],[257006,465614],[266236,473308],[275177,480678],[287152,543949],[292342,495038],[294965,497039],[301891,502140],[310930,508776],[320160,516470],[327840,521375],[329036,522817],[331007,523680],[337886,528156],[346762,533942],[349385,535943],[356311,541044],[364709,496063],[364972,546620],[366869,547325],[373476,551096],[376099,553097],[381764,555733],[382960,557175],[384931,558038],[391810,562514],[399900,522819],[400122,567322],[401813,567809],[407764,570605],[408960,572047],[410931,572910],[417169,534967],[417432,576326],[419329,577031],[425936,580802],[431927,583753],[432815,584378],[433467,584822],[433671,546563],[436168,504580],[442017,552121],[442280,588943],[444177,589648],[449998,557177],[450220,592441],[451911,592928],[462620,598544],[464648,599273],[465422,567066],[467666,530208],[467929,530471],[473310,572049],[473532,602903],[475223,603390],[479765,605125],[480417,605569],[480621,576269],[492355,610848],[494359,584348],[497041,553099],[497263,553321],[501227,613592],[501879,614036],[502083,588886],[507810,615985],[508584,592185],[519620,598514],[520713,620833],[523419,572649],[523623,572853],[527190,622661],[527964,602647],[533263,605095],[544639,628294],[545559,587882],[547133,589456],[550417,613562],[565317,598924],[565726,620803],[566494,602075],[583416,611131]
   ]
cell #2666 :
  |C| = 189
  W-rep = phi[[2, 1, 1, 1],[1, 1]]+phi[[2, 1, 1],[1, 1, 1]]
  special rep = phi[[2, 1, 1],[1, 1, 1]] , dim = 105
  orbit = [4, 2, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     21 tau_infinity subcells with 1 member(s)
     84 tau_infinity subcells with 2 member(s)
  subcells = [
     [428560],[459059],[461028],[483119],[488968],[489229],[491118],[510829],[511090],[516471],[516685],[535944],[536158],[540774],[540986],[557768],[557980],[562321],[575256],[576838],[591612],
     [190139,328751],[222716,364688],[240237,382675],[256997,399821],[266237,408675],[275176,417148],[292253,433440],[294966,435883],[301890,441996],[310921,449919],[320161,458773],[327131,464621],[329037,466568],[331006,467645],[337877,473231],[346673,480390],[349386,482833],[356310,488946],[360281,492328],[364710,496064],[364971,496042],[366860,496962],[373387,501852],[376100,504295],[381055,507783],[382961,509730],[384930,510807],[391801,516393],[399899,522818],[400113,522740],[401724,523392],[407055,527163],[408961,529110],[410930,530187],[417170,534968],[417431,534946],[419320,535866],[425847,540756],[431218,544612],[432726,545532],[433458,546247],[433670,546562],[436169,504581],[442018,552122],[442279,552100],[444168,553020],[449997,557176],[450211,557098],[451822,557750],[462531,565290],[464639,566448],[465421,567065],[467667,530209],[467928,530470],[473309,572048],[473523,571970],[475134,572622],[479676,575238],[480408,575953],[480620,576268],[492346,583370],[494358,584347],[497040,553098],[497254,553312],[501138,587855],[501870,588570],[502082,588885],[507801,591567],[508583,592184],[519619,598513],[520624,598897],[523410,572640],[523622,572852],[527181,602029],[527963,602646],[533262,605094],[544630,611085],[545550,587873],[547132,589455],[550416,613561],[565308,598915],[565725,620802],[566493,602074],[583415,611130]
   ]
cell #2667 :
  |C| = 189
  W-rep = phi[[2, 1, 1, 1],[1, 1]]+phi[[2, 1, 1],[1, 1, 1]]
  special rep = phi[[2, 1, 1],[1, 1, 1]] , dim = 105
  orbit = [4, 2, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     21 tau_infinity subcells with 1 member(s)
     84 tau_infinity subcells with 2 member(s)
  subcells = [
     [428569],[459068],[461041],[483128],[489069],[489242],[491128],[510930],[511103],[516571],[516695],[536044],[536168],[540784],[541072],[557778],[558066],[562327],[575266],[576844],[591618],
     [190148,399985],[222729,433808],[240246,450083],[257007,465689],[266246,473395],[275189,480758],[287153,543952],[292343,495041],[294975,497126],[301903,502220],[310931,508851],[320170,516557],[327841,521378],[329046,523356],[331019,523760],[337887,528231],[346763,533945],[349395,536030],[356323,541124],[364811,496679],[364984,547088],[366870,547400],[373477,551099],[376109,553184],[381765,555736],[382970,557714],[384943,558118],[391811,562589],[399999,523370],[400123,567722],[401814,567812],[407765,570608],[408970,572586],[410943,572990],[417271,535583],[417444,576794],[419330,577106],[425937,580805],[431928,583756],[432816,584381],[433468,585100],[433756,547036],[436178,504590],[442119,552737],[442292,589411],[444178,589723],[450097,557728],[450221,592841],[451912,592931],[462621,598547],[464649,599286],[465427,567411],[467768,530310],[467941,530483],[473409,572600],[473533,603303],[475224,603393],[479766,605128],[480418,605847],[480706,576742],[492356,610861],[494364,584368],[497140,553198],[497264,553322],[501228,613595],[501880,614314],[502168,589359],[507811,615998],[508589,592530],[519625,598534],[520714,620836],[523420,572650],[523708,572938],[527191,622674],[527969,602992],[533268,605115],[544640,628307],[545560,587883],[547138,589461],[550422,613582],[565318,598925],[565731,620823],[566499,602080],[583421,611136]
   ]
cell #2668 :
  |C| = 189
  W-rep = phi[[2, 1, 1, 1],[1, 1]]+phi[[2, 1, 1],[1, 1, 1]]
  special rep = phi[[2, 1, 1],[1, 1, 1]] , dim = 105
  orbit = [4, 2, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     21 tau_infinity subcells with 1 member(s)
     84 tau_infinity subcells with 2 member(s)
  subcells = [
     [428570],[459069],[461040],[483129],[489070],[489241],[491119],[510931],[511102],[516570],[516686],[536043],[536159],[540775],[541071],[557769],[558065],[562326],[575257],[576843],[591617],
     [190149,399997],[222728,433820],[240247,450095],[256998,465690],[266247,473407],[275188,480770],[292254,495042],[294976,497138],[301902,502232],[310922,508852],[320171,516569],[327132,521379],[329047,523368],[331018,523772],[337878,528232],[346674,533946],[349396,536042],[356322,541136],[360282,543953],[364812,496680],[364983,547100],[366861,547401],[373388,551100],[376110,553196],[381056,555737],[382971,557726],[384942,558130],[391802,562590],[399998,523369],[400114,567723],[401725,567813],[407056,570609],[408971,572598],[410942,573002],[417272,535584],[417443,576806],[419321,577107],[425848,580806],[431219,583757],[432727,584382],[433459,585101],[433755,547035],[436179,504591],[442120,552738],[442291,589423],[444169,589724],[450096,557727],[450212,592842],[451823,592932],[462532,598548],[464640,599287],[465426,567410],[467769,530311],[467940,530482],[473408,572599],[473524,603304],[475135,603394],[479677,605129],[480409,605848],[480705,576741],[492347,610862],[494363,584367],[497139,553197],[497255,553313],[501139,613596],[501871,614315],[502167,589358],[507802,615999],[508588,592529],[519624,598533],[520625,620837],[523411,572641],[523707,572937],[527182,622675],[527968,602991],[533267,605114],[544631,628308],[545551,587874],[547137,589460],[550421,613581],[565309,598916],[565730,620822],[566498,602079],[583420,611135]
   ]
cell #2669 :
  |C| = 126
  W-rep = phi[[2, 1, 1],[1, 1, 1]]+phi[[],[3, 2, 2]]
  special rep = phi[[2, 1, 1],[1, 1, 1]] , dim = 105
  orbit = [4, 2, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     84 tau_infinity subcells with 1 member(s)
     21 tau_infinity subcells with 2 member(s)
  subcells = [
     [190250],[222834],[240348],[257103],[266348],[275294],[292263],[295077],[302008],[311027],[320272],[327141],[329834],[331124],[337983],[346683],[349497],[356428],[360291],[365575],[365748],[366966],[373397],[376211],[381065],[383758],[385048],[391907],[400721],[400839],[401734],[407065],[409758],[411048],[418035],[418208],[419426],[425857],[431228],[432736],[434084],[434419],[440292],[442883],[443056],[444274],[450819],[450937],[451832],[462541],[464694],[465982],[471577],[471750],[474131],[474249],[475144],[479686],[481034],[481369],[492401],[494405],[500592],[500710],[501148],[502496],[502831],[507856],[509144],[519666],[520634],[526431],[526766],[527236],[528524],[533309],[544685],[547869],[549747],[550463],[565573],[565772],[568421],[583623],
     [358503,428671],[391485,459856],[394120,461146],[415444,487242],[425616,489833],[425789,490006],[428393,491224],[448265,514739],[448438,514912],[458115,517293],[458233,517411],[479130,539496],[479248,539614],[487920,541400],[488255,541735],[507051,560789],[507386,561124],[515515,562882],[530715,577575],[532593,579453],[553549,593540]
   ]
cell #2670 :
  |C| = 105
  W-rep = phi[[1, 1],[2, 2, 1]]
  special rep = phi[[1, 1],[2, 2, 1]] , dim = 105
  orbit = [3, 3, 3, 3, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [215878],[247459],[272470],[282308],[299184],[307731],[318329],[334687],[341829],[343709],[353604],[354478],[358728],[368543],[370423],[377500],[379362],[388611],[393796],[394124],[400725],[403500],[405362],[412049],[412248],[421003],[422883],[425793],[427593],[428427],[434444],[436897],[437096],[445255],[448442],[450823],[453598],[455460],[458119],[458267],[459999],[461150],[466106],[466305],[468567],[471754],[474135],[479134],[479282],[481394],[483847],[484046],[488071],[488280],[490010],[490142],[491258],[495624],[500596],[500744],[502856],[507202],[507411],[509268],[509467],[511729],[514916],[515639],[515838],[517297],[517445],[526582],[526791],[528648],[528847],[531131],[532717],[532916],[534528],[539500],[539648],[540303],[541551],[541760],[548285],[549871],[550070],[551682],[553883],[555243],[560940],[561149],[563006],[563205],[568755],[570115],[573579],[577991],[579577],[579776],[581388],[586196],[593874],[595234],[606943]
   ]
cell #2671 :
  |C| = 105
  W-rep = phi[[1, 1],[2, 2, 1]]
  special rep = phi[[1, 1],[2, 2, 1]] , dim = 105
  orbit = [3, 3, 3, 3, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [428315],[457535],[478550],[487421],[500012],[506552],[515036],[525932],[531052],[532114],[538916],[539781],[543240],[548206],[549268],[553794],[554721],[560290],[564080],[564346],[567314],[568666],[569593],[573415],[573509],[577912],[578974],[580767],[581986],[582580],[584983],[586032],[586126],[590129],[591489],[592433],[593785],[594712],[596207],[596230],[597269],[598021],[599653],[599747],[600591],[601951],[602895],[604983],[605006],[605730],[606779],[606873],[608733],[608854],[609682],[609781],[610410],[611691],[613450],[613473],[614197],[615740],[615861],[616365],[616459],[617303],[618663],[618884],[618978],[619607],[619630],[622416],[622537],[623041],[623135],[623935],[624331],[624425],[624794],[626553],[626576],[626768],[627179],[627300],[629052],[629448],[629542],[629911],[630603],[630881],[632391],[632512],[633016],[633110],[634405],[634683],[635533],[636402],[636798],[636892],[637261],[638262],[639626],[639904],[641819]
   ]
cell #2672 :
  |C| = 175
  W-rep = phi[[1, 1, 1, 1],[2, 1]]+phi[[1, 1, 1],[2, 1, 1]]
  special rep = phi[[1, 1, 1],[2, 1, 1]] , dim = 105
  orbit = [3, 3, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [460900],[488481],[507612],[515653],[518599],[518678],[526992],[532731],[540284],[541311],[541961],[543053],[549885],[553897],[555224],[558305],[561350],[562585],[562808],[563020],[568769],[570096],[573560],[577102],[577325],[579591],[581020],[581369],[586177],[593146],[593888],[595215],[596429],[606320],[606924],
     [201476,476370],[226324,497832],[257725,522417],[278784,536736],[292556,495242],[292635,545998],[311649,556775],[319230,561900],[328605,522099],[338605,571647],[344610,574697],[346976,534146],[347055,575704],[371324,587314],[373690,551300],[373769,588321],[377701,590239],[382529,556457],[392529,596766],[402027,568013],[402106,600222],[403701,600701],[408529,571329],[412063,603958],[423784,608061],[426150,581006],[426229,609068],[433995,585072],[434645,611801],[435737,585592],[436911,612425],[445236,590135],[452125,593132],[452204,616934],[453799,617413],[458627,596448],[465685,567393],[465908,599817],[466120,621240],[468548,600597],[475437,603594],[475516,623610],[480945,605819],[481595,624904],[482687,606339],[483861,625528],[495256,585086],[495605,611697],[502407,614286],[503057,630021],[504149,614806],[508847,592512],[509070,616529],[509282,631215],[511710,617309],[522080,599798],[523947,573177],[528227,602974],[528450,623205],[528662,635017],[534160,605833],[534509,624800],[547396,589719],[547619,589942],[551314,614300],[551663,629917],[556438,616510],[568027,603608],[571310,623186],[585573,614787]
   ]
cell #2673 :
  |C| = 189
  W-rep = phi[[2, 1, 1, 1],[1, 1]]+phi[[2, 1, 1],[1, 1, 1]]
  special rep = phi[[2, 1, 1],[1, 1, 1]] , dim = 105
  orbit = [4, 2, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     21 tau_infinity subcells with 1 member(s)
     84 tau_infinity subcells with 2 member(s)
  subcells = [
     [491186],[516753],[518606],[536226],[541156],[541318],[543035],[558150],[558312],[562664],[562790],[577181],[577307],[580903],[581039],[593029],[593165],[596353],[605345],[606244],[616154],
     [217138,491933],[256120,521643],[257065,465748],[292430,545937],[292563,495306],[310044,556001],[310989,508910],[328587,522131],[337000,570873],[337945,528290],[346850,575643],[346983,534210],[362423,584021],[366928,547459],[373564,588260],[373697,551364],[382511,556489],[391869,562648],[395525,598463],[400181,567781],[401901,600161],[402034,568077],[408511,571361],[419388,577165],[426024,609007],[426157,581070],[429457,610795],[433355,611537],[433840,547120],[434002,585401],[435719,585624],[444236,589782],[450279,592900],[451999,616873],[452132,593196],[458609,596480],[461857,598435],[465037,621109],[465764,567797],[465890,600059],[473591,603362],[475311,623549],[475444,603658],[480305,624640],[480790,576826],[480952,606148],[482669,606371],[494689,611509],[495139,611855],[495275,585370],[497322,553380],[501767,629757],[502252,589443],[502414,614615],[504131,614838],[508199,631084],[508926,592916],[509052,616771],[521253,634009],[522004,599868],[523792,573022],[523954,573184],[527579,634886],[528306,603378],[528432,623447],[533593,624612],[534043,624958],[534179,606117],[545028,637990],[547475,589798],[547601,589924],[550747,629729],[551197,630075],[551333,614584],[556362,616580],[565157,621053],[566056,633981],[567910,603491],[568046,603627],[571234,623256],[583302,628463],[584598,613812],[585497,614711],[599442,622830]
   ]
cell #2674 :
  |C| = 105
  W-rep = phi[[1, 1],[2, 2, 1]]
  special rep = phi[[1, 1],[2, 2, 1]] , dim = 105
  orbit = [3, 3, 3, 3, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [215877],[247458],[272469],[282307],[299183],[307730],[318320],[334686],[341828],[343700],[353603],[354471],[358727],[368542],[370414],[377491],[379355],[388610],[393795],[394123],[400724],[403491],[405355],[412040],[412241],[421002],[422874],[425792],[427592],[428426],[434435],[436888],[437089],[445248],[448441],[450822],[453589],[455453],[458118],[458266],[459990],[461149],[466097],[466298],[468560],[471753],[474134],[479133],[479281],[481385],[483838],[484039],[488070],[488271],[490009],[490135],[491257],[495617],[500595],[500743],[502847],[507201],[507402],[509259],[509460],[511722],[514915],[515630],[515831],[517296],[517444],[526581],[526782],[528639],[528840],[531130],[532708],[532909],[534521],[539499],[539647],[540296],[541550],[541751],[548284],[549862],[550063],[551675],[553874],[555236],[560939],[561140],[562997],[563198],[568746],[570108],[573572],[577990],[579568],[579769],[581381],[586189],[593865],[595227],[606936]
   ]
cell #2675 :
  |C| = 175
  W-rep = phi[[1, 1, 1, 1],[2, 1]]+phi[[1, 1, 1],[2, 1, 1]]
  special rep = phi[[1, 1, 1],[2, 1, 1]] , dim = 105
  orbit = [3, 3, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [460901],[488482],[507613],[515654],[518598],[518679],[526993],[532732],[540289],[541310],[541962],[543054],[549886],[553898],[555229],[558304],[561351],[562584],[562809],[563021],[568770],[570101],[573565],[577101],[577326],[579592],[581021],[581374],[586182],[593147],[593889],[595220],[596434],[606325],[606929],
     [201477,476373],[226325,497835],[257726,522420],[278785,536739],[292555,495233],[292636,546001],[311650,556778],[319231,561903],[328606,522092],[338606,571650],[344611,574700],[346975,534137],[347056,575707],[371325,587317],[373689,551291],[373770,588324],[377702,590242],[382530,556450],[392530,596769],[402026,568004],[402107,600225],[403702,600704],[408530,571322],[412064,603967],[423785,608064],[426149,580997],[426230,609071],[433994,585063],[434646,611804],[435738,585585],[436912,612434],[445241,590150],[452124,593123],[452205,616937],[453800,617416],[458628,596441],[465684,567392],[465909,599810],[466121,621249],[468553,600612],[475436,603585],[475517,623613],[480944,605810],[481596,624907],[482688,606332],[483862,625537],[495257,585087],[495610,611712],[502406,614277],[503058,630024],[504150,614799],[508846,592511],[509071,616522],[509283,631224],[511715,617324],[522085,599803],[523946,573176],[528226,602973],[528451,623198],[528663,635026],[534161,605834],[534514,624815],[547395,589718],[547620,589943],[551315,614301],[551668,629932],[556443,616515],[568028,603609],[571315,623191],[585578,614792]
   ]
cell #2676 :
  |C| = 70
  W-rep = phi[[1, 1, 1],[2, 2]]
  special rep = phi[[1, 1, 1],[2, 2]] , dim = 70
  orbit = [3, 3, 3, 3, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     70 tau_infinity subcells with 1 member(s)
  subcells = [
     [282346],[307769],[334725],[341867],[368581],[377277],[388649],[400763],[403277],[412031],[421041],[427631],[434221],[436879],[450861],[453375],[458157],[465671],[466088],[474173],[479172],[481171],[483829],[488057],[495224],[500634],[502633],[507188],[508833],[509250],[515621],[517335],[526568],[528213],[528630],[531117],[532699],[534128],[539538],[541537],[547382],[548271],[549853],[551282],[553865],[560926],[562571],[562988],[567379],[567995],[568737],[573468],[577088],[577977],[579559],[580988],[585054],[586085],[589705],[592498],[593114],[593856],[599706],[602960],[603576],[605801],[606832],[614268],[616418],[623094]
   ]
cell #2677 :
  |C| = 105
  W-rep = phi[[1, 1],[2, 2, 1]]
  special rep = phi[[1, 1],[2, 2, 1]] , dim = 105
  orbit = [3, 3, 3, 3, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [285799],[318935],[344315],[354543],[371029],[379427],[390051],[405427],[412313],[414010],[423489],[424410],[428720],[437161],[438858],[445436],[447059],[455525],[460605],[460935],[466370],[468748],[470371],[476387],[476539],[484111],[485808],[488516],[490207],[491043],[495805],[497849],[498001],[505015],[507647],[509532],[511910],[513533],[515903],[516039],[517600],[518713],[522434],[522586],[524395],[527027],[528912],[532981],[533117],[534709],[536753],[536905],[540325],[540484],[541996],[542107],[543137],[546294],[550135],[550271],[551863],[555265],[555424],[556792],[556944],[558753],[561385],[561917],[562069],[563270],[563406],[570137],[570296],[571664],[571816],[573601],[574714],[574866],[576000],[579841],[579977],[580449],[581410],[581569],[586218],[587331],[587483],[588617],[590256],[591171],[595256],[595415],[596783],[596935],[600718],[601633],[604045],[606965],[608078],[608230],[609364],[612512],[617430],[618345],[625615]
   ]
cell #2678 :
  |C| = 175
  W-rep = phi[[1, 1, 1, 1],[2, 1]]+phi[[1, 1, 1],[2, 1, 1]]
  special rep = phi[[1, 1, 1],[2, 1, 1]] , dim = 105
  orbit = [3, 3, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [460902],[488483],[507614],[515655],[518680],[526994],[532733],[540295],[541963],[543055],[549887],[553899],[555235],[561352],[562810],[563022],[564418],[568771],[570107],[573571],[577327],[579593],[581022],[581227],[581380],[586188],[593148],[593353],[593890],[595226],[596440],[596470],[606331],[606361],[606935],
     [201478,476377],[226326,497839],[257727,522424],[278786,536743],[292637,546005],[311651,556782],[319232,561907],[328607,566866],[338607,571654],[344612,574704],[347057,575711],[364561,546015],[371326,587321],[373771,588328],[377703,590246],[382531,591985],[392531,596773],[402108,600229],[403703,600708],[408531,602447],[412065,603981],[417021,575721],[423786,608068],[426231,609075],[434647,611808],[435739,612143],[436913,612448],[441869,588338],[445247,590171],[452206,616941],[453801,617420],[458629,619159],[465910,621327],[466122,621263],[467518,600239],[468559,600633],[475518,623617],[481597,624911],[482689,625246],[483863,625551],[488819,609085],[495258,585088],[495463,611818],[495616,611733],[503059,630028],[504151,630363],[509072,631302],[509284,631238],[510680,616951],[511721,617345],[522091,599809],[522121,599839],[528452,635104],[528664,635040],[530060,623627],[534162,605835],[534367,624921],[534520,624836],[547621,589944],[551316,614302],[551521,630038],[551674,629953],[556449,616521],[556479,616551],[568029,603610],[568234,603815],[571321,623197],[571351,623227],[585584,614798],[585614,614828]
   ]
cell #2679 :
  |C| = 70
  W-rep = phi[[1, 1, 1],[2, 2]]
  special rep = phi[[1, 1, 1],[2, 2]] , dim = 70
  orbit = [3, 3, 3, 3, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     70 tau_infinity subcells with 1 member(s)
  subcells = [
     [282357],[307780],[334736],[341878],[368592],[377360],[388660],[400774],[403360],[412094],[421052],[427642],[434304],[436942],[450872],[453458],[458168],[465754],[466151],[474184],[479183],[481254],[483892],[488140],[495287],[500645],[502716],[507271],[508916],[509313],[515684],[517346],[526651],[528296],[528693],[531525],[532762],[534191],[539549],[541620],[547465],[548679],[549916],[551345],[554193],[561009],[562654],[563051],[567787],[568058],[569065],[573678],[577171],[578385],[579622],[581051],[585382],[586295],[589788],[592906],[593177],[594184],[599916],[603368],[603639],[606129],[607042],[614596],[616628],[623304]
   ]
cell #2680 :
  |C| = 175
  W-rep = phi[[1, 1, 1, 1],[2, 1]]+phi[[1, 1, 1],[2, 1, 1]]
  special rep = phi[[1, 1, 1],[2, 1, 1]] , dim = 105
  orbit = [3, 3, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [460913],[488494],[507625],[515729],[518691],[527005],[532807],[540349],[541974],[543066],[549961],[554238],[555289],[561363],[562821],[563096],[564409],[569110],[570161],[573835],[577338],[579667],[581096],[581218],[581434],[586452],[593222],[593344],[594229],[595280],[596416],[596494],[606307],[606385],[607199],
     [201489,476422],[226337,497884],[257738,522469],[278797,536788],[292648,546050],[311662,556827],[319243,561952],[328618,566838],[338618,571699],[344623,574749],[347068,575756],[364552,545979],[371337,587366],[373782,588373],[377714,590452],[382542,591957],[392542,596818],[402119,600274],[403714,600914],[408542,602419],[412139,604100],[417012,575685],[423797,608113],[426242,609120],[434658,612014],[435750,612115],[436987,612567],[441860,588302],[445301,590332],[452217,616986],[453812,617626],[458640,619131],[465921,621215],[466196,621382],[467509,600203],[468613,600794],[475529,623662],[481608,625117],[482700,625218],[483937,625670],[488810,609049],[495332,585427],[495454,611663],[495670,611894],[503070,630234],[504162,630335],[509083,631190],[509358,631357],[510671,616915],[511775,617506],[522067,599624],[522145,600073],[528463,634992],[528738,635159],[530051,623591],[534236,606174],[534358,624766],[534574,624997],[547632,589955],[551390,614641],[551512,629883],[551728,630114],[556425,616336],[556503,616785],[568103,603684],[568225,603806],[571297,623012],[571375,623461],[585560,614774],[585638,614852]
   ]
cell #2681 :
  |C| = 70
  W-rep = phi[[1, 1, 1],[2, 2]]
  special rep = phi[[1, 1, 1],[2, 2]] , dim = 70
  orbit = [3, 3, 3, 3, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     70 tau_infinity subcells with 1 member(s)
  subcells = [
     [212873],[237036],[263036],[269924],[296638],[305519],[316960],[329599],[332475],[341575],[351058],[357648],[365340],[368289],[383523],[386399],[391250],[399979],[400471],[409523],[415209],[417800],[420749],[425381],[433784],[440057],[442648],[448030],[450077],[450569],[457865],[459621],[471342],[473389],[473881],[477303],[478880],[480734],[487007],[489598],[497120],[498765],[500342],[502196],[505785],[514504],[516551],[517043],[523350],[523736],[525165],[531262],[536024],[537669],[539246],[541100],[547064],[548416],[553178],[557708],[558094],[559523],[567524],[572580],[572966],[576770],[578122],[589387],[592643],[603105]
   ]
cell #2682 :
  |C| = 175
  W-rep = phi[[1, 1, 1, 1],[2, 1]]+phi[[1, 1, 1],[2, 1, 1]]
  special rep = phi[[1, 1, 1],[2, 1, 1]] , dim = 105
  orbit = [3, 3, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [393995],[425005],[447654],[457206],[470966],[478221],[487453],[499683],[505746],[506584],[514128],[518799],[525126],[525964],[531409],[538587],[542702],[543078],[548563],[559484],[560322],[562833],[563751],[564410],[577350],[578269],[581180],[581219],[582018],[593306],[593345],[596417],[596564],[606308],[606455],
     [201597,476933],[226445,498395],[257846,522980],[278905,537299],[292756,546109],[311770,557338],[319351,515096],[328630,566843],[338726,572210],[344731,532174],[347176,575815],[364553,545986],[371445,549328],[373890,588432],[378442,554119],[382554,591962],[392650,597329],[402227,600333],[404442,568991],[408554,602424],[412794,573667],[417013,575692],[423905,579034],[426350,609179],[435386,585308],[435762,612120],[437642,586284],[441861,588309],[445885,553996],[452325,617045],[454540,594110],[458652,619136],[465933,621220],[466851,599905],[467510,600210],[469197,568868],[475637,623721],[482336,606055],[482712,625223],[484592,607031],[488811,609056],[495416,547025],[495455,611670],[496254,585185],[503798,614522],[504174,630340],[509095,631195],[510013,616617],[510672,616922],[512359,593987],[522068,599625],[522215,567671],[528475,634997],[529393,623293],[530052,623598],[534320,576731],[534359,624773],[535158,605932],[547644,589967],[551474,589348],[551513,629890],[552312,614399],[556426,616337],[556573,592790],[568187,603768],[568226,603807],[571298,623013],[571445,603252],[585561,614775],[585708,614922]
   ]
cell #2683 :
  |C| = 105
  W-rep = phi[[1, 1],[2, 2, 1]]
  special rep = phi[[1, 1],[2, 2, 1]] , dim = 105
  orbit = [3, 3, 3, 3, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [215783],[247364],[272375],[282285],[299089],[307708],[318327],[334664],[341806],[343707],[353509],[354480],[368520],[370421],[377498],[379364],[388588],[393701],[400702],[403498],[405364],[412047],[412250],[420980],[422881],[427570],[428801],[434442],[436895],[437098],[445257],[450800],[453596],[455462],[458096],[459997],[460841],[466104],[466307],[468569],[474112],[479111],[481392],[483845],[484048],[487851],[488278],[490144],[490943],[495626],[500573],[502854],[506982],[507409],[509266],[509469],[511731],[515425],[515637],[515840],[517274],[526362],[526789],[528646],[528849],[532503],[532715],[532918],[534530],[539477],[539820],[540305],[541758],[549657],[549869],[550072],[551684],[553881],[554760],[555245],[560720],[561147],[563004],[563207],[564641],[568753],[569632],[570117],[573548],[573581],[579363],[579575],[579778],[581390],[582416],[582843],[586165],[586198],[593872],[594751],[595236],[597658],[606912],[606945],[609820]
   ]
cell #2684 :
  |C| = 105
  W-rep = phi[[1, 1],[2, 2, 1]]
  special rep = phi[[1, 1],[2, 2, 1]] , dim = 105
  orbit = [3, 3, 3, 3, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [215784],[247365],[272376],[282286],[299090],[307709],[318337],[334665],[341807],[343717],[353510],[354488],[368521],[370431],[377508],[379372],[388589],[393702],[400703],[403508],[405372],[412120],[412258],[420981],[422891],[427571],[428802],[434452],[436968],[437106],[445319],[450801],[453606],[455470],[458097],[460007],[460842],[466177],[466315],[468631],[474113],[479112],[481402],[483918],[484056],[487852],[488288],[490152],[490953],[495688],[500574],[502864],[506983],[507419],[509339],[509477],[511793],[515435],[515710],[515848],[517275],[526363],[526799],[528719],[528857],[532513],[532788],[532926],[534592],[539478],[539875],[540367],[541768],[549667],[549942],[550080],[551746],[554219],[554815],[555307],[560721],[561157],[563077],[563215],[564642],[569091],[569687],[570179],[573813],[573853],[579373],[579648],[579786],[581452],[582417],[582853],[586430],[586470],[594210],[594806],[595298],[597668],[607177],[607217],[609875]
   ]
cell #2685 :
  |C| = 105
  W-rep = phi[[1, 1],[2, 2, 1]]
  special rep = phi[[1, 1],[2, 2, 1]] , dim = 105
  orbit = [3, 3, 3, 3, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [215794],[247375],[272386],[282296],[299100],[307719],[318319],[334675],[341817],[343699],[353520],[354472],[368531],[370413],[377490],[379356],[388599],[393712],[400713],[403490],[405356],[412039],[412242],[420991],[422873],[427581],[428812],[434434],[436887],[437090],[445249],[450811],[453588],[455454],[458107],[459989],[460852],[466096],[466299],[468561],[474123],[479122],[481384],[483837],[484040],[487862],[488270],[490136],[490935],[495618],[500584],[502846],[506993],[507401],[509258],[509461],[511723],[515417],[515629],[515832],[517285],[526373],[526781],[528638],[528841],[532495],[532707],[532910],[534522],[539488],[539776],[540297],[541750],[549649],[549861],[550064],[551676],[553873],[554716],[555237],[560731],[561139],[562996],[563199],[564652],[568745],[569588],[570109],[573504],[573573],[579355],[579567],[579770],[581382],[582427],[582835],[586121],[586190],[593864],[594707],[595228],[597650],[606868],[606937],[609776]
   ]
cell #2686 :
  |C| = 105
  W-rep = phi[[1, 1],[2, 2, 1]]
  special rep = phi[[1, 1],[2, 2, 1]] , dim = 105
  orbit = [3, 3, 3, 3, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [215806],[247387],[272398],[282403],[299112],[307826],[318430],[334782],[341924],[343810],[353532],[354574],[368638],[370524],[377601],[379458],[388706],[393724],[400820],[403601],[405458],[412058],[412344],[421098],[422984],[427688],[428824],[434545],[436906],[437192],[445264],[450918],[453699],[455556],[458214],[460100],[460959],[466115],[466401],[468576],[474230],[479229],[481495],[483856],[484142],[488381],[488540],[490238],[491046],[495633],[500691],[502957],[507512],[507671],[509277],[509563],[511738],[515648],[515934],[516042],[517392],[518737],[526892],[527051],[528657],[528943],[532726],[533012],[533120],[534537],[539595],[540312],[540328],[541861],[542020],[543140],[549880],[550166],[550274],[551691],[553892],[555252],[555268],[561250],[561409],[563015],[563301],[563409],[568764],[570124],[570140],[573588],[573604],[579586],[579872],[579980],[581397],[581413],[586205],[586221],[593883],[595243],[595259],[606952],[606968]
   ]
cell #2687 :
  |C| = 105
  W-rep = phi[[1, 1],[2, 2, 1]]
  special rep = phi[[1, 1],[2, 2, 1]] , dim = 105
  orbit = [3, 3, 3, 3, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [358242],[390538],[414497],[424457],[424495],[439345],[447106],[447144],[456996],[470418],[470456],[476586],[476624],[478011],[486295],[498048],[498086],[499473],[505028],[505148],[513580],[513618],[518087],[522633],[522671],[524408],[524528],[530839],[536952],[536990],[538377],[542154],[542192],[543335],[546307],[546427],[547993],[556991],[557029],[558766],[558886],[562116],[562154],[563541],[564273],[567101],[571863],[571901],[574913],[574951],[576013],[576133],[577699],[580369],[580462],[580582],[582507],[587530],[587568],[588630],[588750],[591091],[591184],[591304],[592220],[595892],[595994],[596982],[597020],[601553],[601646],[601766],[602682],[604058],[604668],[604770],[608277],[608315],[608488],[609377],[609497],[612525],[613135],[613237],[615177],[615495],[618265],[618358],[618478],[619394],[620382],[621853],[622171],[623900],[625628],[626238],[626340],[627730],[627943],[629017],[631828],[632146],[633424],[636367],[637427]
   ]
cell #2688 :
  |C| = 189
  W-rep = phi[[2, 1, 1, 1],[1, 1]]+phi[[2, 1, 1],[1, 1, 1]]
  special rep = phi[[2, 1, 1],[1, 1, 1]] , dim = 105
  orbit = [4, 2, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     21 tau_infinity subcells with 1 member(s)
     84 tau_infinity subcells with 2 member(s)
  subcells = [
     [564443],[581252],[582691],[593378],[596612],[596666],[597903],[606503],[606557],[609221],[609239],[617087],[617105],[619097],[619235],[625184],[625322],[626931],[631065],[631503],[635850],
     [364586,433817],[395141,461855],[399786,465740],[417046,480767],[432971,494687],[433602,495273],[441894,502229],[449884,508902],[465506,522002],[467543,523769],[473196,528282],[479921,533591],[480552,534177],[488844,541133],[495488,547097],[496927,547451],[501383,550745],[502014,551331],[508668,556360],[510705,558127],[516358,562640],[520869,566054],[522263,567719],[522317,567773],[523554,568044],[528048,571232],[530085,572999],[534392,576803],[535831,577157],[540918,581037],[543857,583300],[546151,585350],[546169,585368],[547217,585495],[551546,589420],[552985,589774],[556621,592838],[556675,592892],[557912,593163],[562406,596351],[565029,598433],[566739,599440],[566804,599866],[566942,600004],[568259,603840],[571493,603300],[571547,603354],[572784,603625],[575857,606097],[575875,606115],[576923,606242],[583219,610794],[584470,611507],[584614,611854],[585756,614970],[585810,615024],[588474,614564],[588492,614582],[589540,614709],[591858,616152],[591923,616578],[592061,616716],[599359,621108],[600375,623763],[600393,623781],[602320,622828],[602385,623254],[602523,623392],[605217,624610],[605361,624957],[611376,628461],[612081,630301],[612219,630439],[613684,629727],[613828,630074],[616071,631083],[620925,633979],[621090,634867],[621528,635305],[622747,634885],[628222,637971],[628380,637989],[628500,638579],[633851,640761]
   ]
cell #2689 :
  |C| = 70
  W-rep = phi[[1, 1, 1],[2, 2]]
  special rep = phi[[1, 1, 1],[2, 2]] , dim = 70
  orbit = [3, 3, 3, 3, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     70 tau_infinity subcells with 1 member(s)
  subcells = [
     [282251],[307674],[334630],[341772],[368486],[377349],[388554],[400668],[403349],[412101],[420946],[427536],[434293],[436949],[450766],[453447],[458062],[465743],[466158],[474078],[479077],[481243],[483899],[488129],[495294],[500539],[502705],[507260],[508905],[509320],[515691],[517240],[526640],[528285],[528700],[531514],[532769],[534198],[539443],[541609],[547454],[548668],[549923],[551352],[554200],[560998],[562643],[563058],[567776],[568065],[569072],[573713],[577160],[578374],[579629],[581058],[585389],[586330],[589777],[592895],[593184],[594191],[599951],[603357],[603646],[606136],[607077],[614603],[616663],[623339]
   ]
cell #2690 :
  |C| = 105
  W-rep = phi[[1, 1],[2, 2, 1]]
  special rep = phi[[1, 1],[2, 2, 1]] , dim = 105
  orbit = [3, 3, 3, 3, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [250088],[282738],[308161],[318367],[335117],[343747],[354483],[370461],[377538],[379367],[389041],[390054],[403538],[405367],[412253],[414013],[422921],[428023],[434482],[437101],[438861],[445260],[445439],[453636],[455465],[460037],[461294],[466310],[468572],[468751],[476390],[481432],[484051],[485811],[488318],[490147],[490983],[495629],[495808],[497852],[502894],[507449],[509472],[511734],[511913],[515465],[515843],[517603],[518379],[522437],[526829],[528852],[532543],[532921],[534533],[534712],[536756],[540125],[540308],[540487],[541798],[549697],[550075],[551687],[551866],[555065],[555248],[555427],[556795],[561187],[561506],[561920],[563210],[569937],[570120],[570299],[571667],[573584],[574303],[574717],[579403],[579781],[581393],[581572],[582883],[586201],[586920],[587334],[590233],[590259],[595056],[595239],[595418],[596786],[597698],[598076],[600695],[600721],[606948],[607667],[608081],[610125],[617407],[617433],[619772]
   ]
cell #2691 :
  |C| = 105
  W-rep = phi[[1, 1],[2, 2, 1]]
  special rep = phi[[1, 1],[2, 2, 1]] , dim = 105
  orbit = [3, 3, 3, 3, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [460693],[487703],[506834],[515039],[515065],[526214],[532117],[532143],[539786],[549271],[549297],[553797],[553823],[554726],[560572],[568669],[568695],[569598],[573433],[573514],[578977],[579003],[582268],[584986],[585012],[586050],[586131],[590144],[593788],[593814],[594717],[597272],[597298],[598168],[599671],[599752],[600606],[605733],[605759],[606797],[606878],[608857],[608883],[609786],[610313],[611706],[614200],[614226],[615864],[615890],[616383],[616464],[617318],[618902],[618983],[619058],[620171],[622540],[622566],[623059],[623140],[624349],[624430],[624505],[624809],[626783],[626883],[627303],[627329],[627919],[629466],[629547],[629622],[629926],[630656],[630896],[630996],[632515],[632541],[632725],[633034],[633115],[633190],[633590],[634458],[634698],[634798],[635568],[635733],[636816],[636897],[636972],[637276],[637376],[638297],[638462],[639075],[639679],[639919],[640019],[640249],[640959],[641854],[642019],[643268]
   ]
cell #2692 :
  |C| = 140
  W-rep = phi[[1, 1, 1],[2, 1, 1]]+phi[[1],[2, 2, 2]]
  special rep = phi[[1, 1, 1],[2, 1, 1]] , dim = 105
  orbit = [3, 3, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     70 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [445239],[465663],[468551],[495236],[495608],[508825],[511713],[522083],[528205],[534140],[534512],[540287],[547374],[551294],[551666],[555227],[556441],[562563],[567371],[568007],[570099],[571313],[573563],[577080],[581000],[581372],[585026],[585066],[585576],[586180],[589697],[590148],[592490],[593126],[595218],[596432],[599782],[599801],[600610],[602952],[603588],[603966],[605773],[605813],[606323],[606927],[611710],[611767],[612433],[613507],[614240],[614280],[614790],[616494],[616513],[617322],[621248],[622580],[622620],[623170],[623189],[624813],[624870],[625536],[629577],[629930],[629987],[631223],[634759],[635025],
     [490939,610287],[515421,619032],[532499,624479],[539816,626787],[549653,629596],[554756,630900],[561478,632722],[569628,634702],[573544,635572],[574275,635730],[579359,636946],[582614,610444],[582839,627893],[586161,638301],[586892,638459],[590205,639072],[594747,639923],[596264,619664],[597654,633164],[597866,620300],[600667,640956],[605040,626610],[606908,641858],[607639,642016],[608897,627343],[608937,627383],[609816,637280],[615904,632555],[615944,632595],[617379,643265],[619013,633145],[619744,640246],[624460,636927],[626844,637337],[630957,639980]
   ]
cell #2693 :
  |C| = 126
  W-rep = phi[[2, 1, 1],[1, 1, 1]]+phi[[],[3, 2, 2]]
  special rep = phi[[2, 1, 1],[1, 1, 1]] , dim = 105
  orbit = [4, 2, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     84 tau_infinity subcells with 1 member(s)
     21 tau_infinity subcells with 2 member(s)
  subcells = [
     [292677],[328718],[347097],[364621],[373811],[382642],[395206],[399617],[402148],[408642],[417081],[426271],[433036],[434687],[435850],[441929],[449715],[452246],[458740],[466377],[466535],[467578],[473027],[475558],[479986],[481637],[482800],[488879],[495864],[495975],[496758],[501448],[503099],[504262],[509539],[509697],[510740],[516189],[520934],[521558],[522373],[522581],[527034],[528919],[529077],[530120],[534768],[534879],[535662],[544132],[545479],[546240],[550142],[550300],[551922],[552033],[552816],[555916],[556731],[556939],[565237],[566441],[570355],[570466],[570788],[571603],[571811],[575185],[575946],[583363],[583936],[587270],[587478],[587802],[588563],[591560],[598844],[600538],[601579],[602022],[610998],[611078],[612374],[620730],
     [460942,518720],[488523,542003],[491072,543166],[507654,561392],[515910,563277],[516068,563435],[518456,564478],[532988,579848],[533146,580006],[540543,581628],[540654,581739],[555483,595474],[555594,595585],[561856,596722],[562064,596930],[574653,608017],[574861,608225],[580395,609310],[590076,617250],[591117,618291],[603907,625477]
   ]
cell #2694 :
  |C| = 189
  W-rep = phi[[2, 1, 1, 1],[1, 1]]+phi[[2, 1, 1],[1, 1, 1]]
  special rep = phi[[2, 1, 1],[1, 1, 1]] , dim = 105
  orbit = [4, 2, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     21 tau_infinity subcells with 1 member(s)
     84 tau_infinity subcells with 2 member(s)
  subcells = [
     [491188],[516755],[518604],[536228],[541158],[541316],[543018],[558152],[558310],[562662],[562773],[577179],[577290],[580822],[581030],[592948],[593156],[596295],[605145],[606186],[616012],
     [257067,399996],[292561,433821],[310991,450094],[328570,465695],[337947,473406],[346981,480771],[359631,491967],[364382,495075],[366930,497137],[373695,502233],[382494,508857],[391871,516568],[399109,521677],[400183,523367],[402032,523773],[408494,528237],[416842,533979],[419390,536041],[426155,541137],[433842,547122],[434000,547101],[435702,547406],[441690,551133],[444238,553195],[449207,556035],[450281,557725],[452130,558131],[458592,562595],[465762,567795],[465873,567728],[467339,567846],[472519,570907],[473593,572597],[475442,573003],[480792,576828],[480950,576807],[482652,577112],[488640,580839],[493855,584055],[494571,584415],[495058,585106],[495266,585361],[497324,553382],[502254,589445],[502412,589424],[504114,589729],[508924,592914],[509035,592847],[510501,592965],[519832,598581],[521395,599292],[521946,599849],[523794,573024],[523952,573182],[528304,603376],[528415,603309],[529881,603427],[533475,605162],[533962,605853],[534170,606108],[543969,610867],[545440,611434],[547473,589796],[547584,589907],[550629,613629],[551116,614320],[551324,614575],[555753,616004],[556304,616561],[565198,620649],[565938,620870],[567829,603410],[568037,603618],[570625,622680],[571176,623237],[575146,624537],[583773,628313],[584398,613612],[585439,614653],[587763,629654],[598564,620853],[598805,633906],[599300,622688],[610875,628321]
   ]
cell #2695 :
  |C| = 105
  W-rep = phi[[2, 1],[1, 1, 1, 1]]+phi[[],[3, 2, 1, 1]]
  special rep = phi[[2, 1],[1, 1, 1, 1]] , dim = 70
  orbit = [4, 2, 2, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     35 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [434500],[466356],[481450],[495797],[502912],[509518],[519358],[522390],[526847],[528898],[534701],[545706],[549715],[550121],[551855],[556748],[569983],[570004],[570288],[571620],[575412],[587169],[587236],[587287],[588029],[599071],[600555],[601246],[601501],[611015],[612366],[612923],[620722],[621748],[628240],
     [488336,541816],[491001,582901],[491558,583088],[507467,561205],[515483,597716],[515889,563256],[518425,598122],[518446,598143],[518982,598301],[532561,579421],[532967,579827],[540171,610171],[540192,610192],[540476,581561],[542840,610476],[542907,610543],[555111,595102],[555132,595123],[555416,595407],[561755,620021],[561822,620088],[561873,596739],[564221,620330],[574552,607916],[574619,607983],[574670,608034],[580062,627423],[580317,627678],[590093,617267],[590784,617958],[591039,618213],[595680,633212],[603899,625469],[604456,626026],[615072,631723]
   ]
cell #2696 :
  |C| = 105
  W-rep = phi[[1, 1],[2, 2, 1]]
  special rep = phi[[1, 1],[2, 2, 1]] , dim = 105
  orbit = [3, 3, 3, 3, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [321959],[354975],[379859],[390091],[405859],[414050],[424433],[438898],[445476],[447082],[455957],[457011],[468788],[470394],[476562],[478026],[485848],[490639],[495845],[498024],[499488],[505119],[505163],[511950],[513556],[517640],[518871],[522609],[524499],[524543],[530918],[534749],[536928],[538392],[540524],[542130],[542888],[546398],[546442],[548072],[551903],[555464],[556967],[558857],[558901],[561803],[562092],[563556],[564249],[567180],[570336],[571839],[574600],[574889],[576104],[576148],[577778],[580345],[580553],[580597],[581609],[587217],[587506],[588721],[588765],[591067],[591275],[591319],[592299],[595455],[595782],[596073],[596958],[601529],[601737],[601781],[602761],[604429],[604558],[604849],[607964],[608253],[609468],[609512],[610524],[612896],[613025],[613316],[615433],[615459],[618241],[618449],[618493],[619473],[620069],[620358],[622109],[622135],[625999],[626128],[626419],[627706],[632084],[632110],[633314]
   ]
cell #2697 :
  |C| = 140
  W-rep = phi[[1, 1, 1],[2, 1, 1]]+phi[[1],[2, 2, 2]]
  special rep = phi[[1, 1, 1],[2, 1, 1]] , dim = 105
  orbit = [3, 3, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     70 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [445304],[468616],[495673],[511778],[522104],[522148],[534577],[540352],[546018],[551731],[555292],[556462],[556506],[570164],[571334],[571378],[573838],[575724],[581437],[585597],[585641],[586455],[588341],[590356],[595283],[596453],[596497],[599822],[600076],[600242],[600818],[604110],[606344],[606388],[607202],[609088],[611795],[611821],[611918],[612577],[614811],[614855],[616534],[616788],[616954],[617530],[621312],[621392],[623210],[623464],[623630],[624898],[624924],[625021],[625680],[628636],[629617],[630015],[630041],[630138],[631287],[631367],[634787],[634813],[635089],[635169],[635986],[638523],[638715],[641092],
     [542851,582522],[561766,595907],[574563,604683],[580109,608549],[587180,613150],[590831,615556],[595705,618734],[601293,622232],[604030,624101],[604481,624181],[607927,626253],[610308,627914],[610487,627958],[612497,629218],[612948,629298],[615153,630705],[618005,632207],[619053,633185],[620032,633439],[620186,633605],[621829,634507],[624500,636967],[625600,636568],[626051,636648],[626872,637365],[626898,637391],[627470,637488],[630985,640008],[631011,640034],[631804,639728],[632786,640310],[633237,640390],[635794,642080],[637085,642272],[639208,643401]
   ]
cell #2698 :
  |C| = 126
  W-rep = phi[[2, 1, 1],[1, 1, 1]]+phi[[],[3, 2, 2]]
  special rep = phi[[2, 1, 1],[1, 1, 1]] , dim = 105
  orbit = [4, 2, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     84 tau_infinity subcells with 1 member(s)
     21 tau_infinity subcells with 2 member(s)
  subcells = [
     [399884],[429429],[433719],[449982],[465009],[465623],[473294],[480669],[495111],[497025],[502131],[508171],[508785],[516456],[522803],[523671],[527551],[528165],[534015],[535929],[541035],[545000],[546557],[546611],[547334],[551169],[553083],[557161],[558029],[562523],[565129],[567313],[567331],[567882],[572033],[572901],[576263],[576317],[577040],[580875],[583236],[584570],[584841],[584979],[587700],[588880],[588934],[589657],[592432],[592450],[593001],[598416],[599376],[599639],[601896],[601950],[602894],[602912],[603463],[605317],[605588],[605726],[611490],[613449],[613467],[613784],[614055],[614193],[616088],[616351],[621025],[622395],[622533],[622764],[623027],[624593],[628397],[628996],[629434],[629710],[633888],[633962],[634371],[637934],
     [542983,582789],[562286,597152],[564345,598020],[575083,608447],[580712,609627],[580766,609681],[582574,610404],[591434,618608],[591488,618662],[596206,619606],[596224,619624],[604982,626552],[605000,626570],[608712,627158],[608850,627296],[615719,632370],[615857,632508],[618870,633002],[623879,636346],[624317,636784],[630569,639592]
   ]
cell #2699 :
  |C| = 70
  W-rep = phi[[1, 1, 1],[2, 2]]
  special rep = phi[[1, 1, 1],[2, 2]] , dim = 70
  orbit = [3, 3, 3, 3, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     70 tau_infinity subcells with 1 member(s)
  subcells = [
     [246891],[271902],[298616],[305694],[332650],[341604],[353036],[365515],[368318],[377322],[386574],[393228],[400500],[403322],[417975],[420778],[425556],[433813],[434266],[442823],[448205],[450598],[453420],[457894],[465716],[471517],[473910],[478909],[480763],[481216],[488102],[489773],[500371],[502225],[502678],[505814],[507233],[508878],[514679],[517072],[523765],[525194],[526613],[528258],[531487],[539275],[541129],[541582],[547093],[547427],[548641],[554002],[558123],[559552],[560971],[562616],[567749],[568874],[572995],[576799],[577133],[578347],[585191],[589416],[589750],[592868],[593993],[603330],[605938],[614405]
   ]
cell #2700 :
  |C| = 105
  W-rep = phi[[1, 1],[2, 2, 1]]
  special rep = phi[[1, 1],[2, 2, 1]] , dim = 105
  orbit = [3, 3, 3, 3, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [285690],[318826],[344206],[354521],[370920],[379405],[390064],[405405],[412291],[414023],[423380],[424423],[437139],[438871],[445449],[447072],[455503],[460496],[466348],[468761],[470384],[476445],[476552],[484089],[485821],[490185],[491442],[495818],[497907],[498014],[505064],[509510],[511923],[513546],[515881],[517613],[518417],[522492],[522599],[524444],[528890],[532959],[534722],[536811],[536918],[540163],[540497],[542120],[542861],[546343],[550113],[551876],[555103],[555437],[556850],[556957],[558802],[561776],[561975],[562082],[563248],[569975],[570309],[571722],[571829],[574573],[574772],[574879],[576049],[579819],[580147],[580498],[581582],[587190],[587389],[587496],[588666],[590475],[590869],[591220],[595094],[595428],[596841],[596948],[598114],[600937],[601331],[601682],[604187],[604213],[607937],[608136],[608243],[609413],[610163],[610497],[612654],[612680],[617649],[618043],[618394],[620042],[625757],[625783],[627508]
   ]
cell #2701 :
  |C| = 105
  W-rep = phi[[1, 1],[2, 2, 1]]
  special rep = phi[[1, 1],[2, 2, 1]] , dim = 105
  orbit = [3, 3, 3, 3, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [490844],[515326],[532404],[539790],[539808],[549558],[554730],[554748],[561481],[569602],[569620],[573518],[573536],[574278],[579264],[586135],[586153],[586895],[590163],[590208],[594721],[594739],[597559],[599756],[599774],[600625],[600670],[603979],[606882],[606900],[607642],[609790],[609808],[610574],[611725],[611770],[612446],[616468],[616486],[617337],[617382],[618987],[619005],[619747],[620193],[621261],[623144],[623162],[624434],[624452],[624828],[624873],[625549],[626802],[626847],[626905],[627808],[629551],[629569],[629945],[629990],[630915],[630960],[631018],[631236],[632735],[632799],[633119],[633137],[633612],[634717],[634762],[634820],[635038],[635622],[635743],[635807],[636901],[636919],[637063],[637295],[637340],[637398],[637711],[638351],[638472],[638536],[639105],[639186],[639938],[639983],[640041],[640259],[640323],[640989],[641070],[641494],[641908],[642029],[642093],[642250],[642738],[643298],[643379],[644154]
   ]
cell #2702 :
  |C| = 140
  W-rep = phi[[1, 1, 1],[2, 1, 1]]+phi[[1],[2, 2, 2]]
  special rep = phi[[1, 1, 1],[2, 1, 1]] , dim = 105
  orbit = [3, 3, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     70 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [476379],[495240],[497841],[522101],[522426],[534144],[536745],[546007],[551298],[556459],[556784],[561909],[568011],[571331],[571656],[574706],[575713],[581004],[585070],[585594],[587323],[588330],[590248],[593130],[596450],[596775],[599786],[599819],[600231],[600710],[603592],[603983],[605817],[606341],[608070],[609077],[611792],[611810],[612450],[614284],[614808],[615128],[616498],[616531],[616943],[617422],[621265],[621294],[621804],[622624],[623174],[623207],[623619],[624895],[624913],[625553],[628611],[629581],[629614],[630012],[630030],[631240],[631269],[631779],[634784],[635042],[635071],[635961],[638505],[638690],
     [518376,620175],[540122,626887],[555062,631000],[561503,632739],[569934,634802],[574300,635747],[580091,637060],[586917,638476],[590230,639109],[590813,639183],[595053,640023],[597870,620304],[598073,633594],[600692,640993],[601275,641067],[604012,641491],[607664,642033],[608941,627387],[610122,637380],[610305,627911],[612479,642735],[615948,632599],[617404,643302],[617987,643376],[619017,633149],[619050,633182],[619769,640263],[624464,636931],[624497,636964],[625582,644151],[626869,637362],[627452,642247],[630982,640005],[632768,640292],[635776,642062]
   ]
cell #2703 :
  |C| = 175
  W-rep = phi[[1, 1, 1, 1],[2, 1]]+phi[[1, 1, 1],[2, 1, 1]]
  special rep = phi[[1, 1, 1],[2, 1, 1]] , dim = 105
  orbit = [3, 3, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [564239],[580335],[591057],[595744],[601519],[604520],[608510],[612987],[615276],[615517],[618231],[620241],[620348],[621952],[622193],[623978],[626090],[627114],[627696],[627859],[629095],[631686],[631927],[632168],[632943],[632969],[633276],[636266],[636292],[636445],[637208],[637449],[639536],[640187],[641752],
     [412091,530871],[436939,548025],[466148,567133],[483889,577731],[495177,546073],[495284,584695],[509310,592252],[515681,596026],[522049,566915],[528690,602714],[532759,604802],[534081,575779],[534188,605442],[549913,613269],[551235,588396],[551342,613909],[554190,615293],[556407,592034],[563048,619426],[567948,600297],[568055,621609],[569062,621969],[571279,602496],[573675,623970],[579619,626372],[580941,609143],[581048,627012],[584797,612037],[585379,628776],[585542,612192],[586292,629087],[590317,630624],[593067,617009],[593174,631584],[594181,631944],[596398,619208],[599580,621469],[599606,621495],[599913,634184],[600779,634426],[603529,623685],[603636,635386],[605544,625140],[606126,636126],[606289,625295],[607039,636437],[611638,628759],[611879,638114],[614011,630257],[614593,638855],[614756,630412],[616292,631444],[616318,631470],[616625,639405],[617491,639647],[621189,634192],[621711,635488],[622968,635246],[622994,635272],[623301,641289],[624741,636109],[624982,641671],[628916,638995],[628942,639021],[629858,638838],[630099,642915],[631164,639413],[634315,641420],[634966,641297],[638195,642996]
   ]
cell #2704 :
  |C| = 147
  W-rep = phi[[1, 1],[2, 1, 1, 1]]+phi[[1],[2, 2, 1, 1]]
  special rep = phi[[1, 1],[2, 1, 1, 1]] , dim = 84
  orbit = [3, 3, 2, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 84
     21 tau_infinity subcells with 1 member(s)
     63 tau_infinity subcells with 2 member(s)
  subcells = [
     [466352],[495842],[505017],[509514],[522588],[524397],[528894],[534746],[546296],[550117],[551900],[556946],[558755],[569979],[570333],[571818],[576002],[587160],[587214],[587485],[588619],
     [216156,543430],[250154,564210],[282804,580306],[285694,582450],[308227,591028],[318830,595835],[321956,564228],[335183,601490],[344210,604611],[354525,608485],[354972,580324],[370924,613078],[379409,615492],[379856,591046],[389107,618202],[390088,595697],[405409,622168],[405856,601508],[412295,623897],[414047,604473],[423384,626181],[424412,580451],[428089,627667],[437143,629014],[438895,612940],[445473,615145],[447061,591173],[455507,632143],[455954,618220],[460500,633367],[461360,633738],[468785,621821],[470373,601635],[476541,604047],[484093,636364],[485845,626043],[490189,637424],[490636,627685],[491446,637789],[491606,628127],[498003,612514],[511947,631796],[513535,618347],[515885,563252],[517637,633229],[518421,598118],[518868,620337],[518978,620552],[532963,579823],[536907,625617],[540167,610167],[540521,581606],[542109,609366],[542831,628073],[542885,610521],[555107,595098],[555461,595452],[561746,620012],[561800,620066],[562071,596937],[574543,607907],[574597,607961],[574868,608232]
   ]
cell #2705 :
  |C| = 154
  W-rep = phi[[2],[2, 1, 1, 1]]+phi[[1],[3, 1, 1, 1]]
  special rep = phi[[2],[2, 1, 1, 1]] , dim = 84
  orbit = [4, 4, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     14 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [335273],[371012],[405330],[405947],[436550],[438822],[463029],[468260],[470302],[492922],[497544],[520075],[524015],[544194],
     [216166,358886],[250244,394424],[250527,394510],[282894,428179],[285762,428271],[285782,428703],[308317,389197],[318898,457491],[318918,460588],[321975,460731],[322047,461181],[344278,478506],[344298,423472],[354446,490110],[354991,487741],[355063,490727],[358241,490870],[370992,499968],[379330,455428],[379875,506872],[379947,456045],[390015,517564],[390107,515292],[390537,515352],[405875,526252],[411702,483500],[413974,485772],[414066,532370],[414496,532430],[423452,538872],[424341,542038],[424456,539996],[438914,549524],[439344,549584],[444948,511422],[445492,506191],[446990,513464],[447105,554936],[455973,560610],[456992,561612],[460568,564036],[468804,525571],[470417,569808],[476082,536448],[476585,531826],[478007,574409],[485864,579230],[486294,579290],[490655,582306],[491514,583002],[498047,548980],[499469,587026],[504635,558373],[505144,554433],[511966,559929],[513579,594927],[517656,597525],[518086,597585],[518887,598206],[519046,598331],[524524,569305],[530814,573900],[536951,578686],[538373,607773],[542153,609996],[543334,610600],[547968,586517],[558882,594424],[563537,619878],[577674,607264]
   ]
cell #2706 :
  |C| = 105
  W-rep = phi[[1, 1],[2, 2, 1]]
  special rep = phi[[1, 1],[2, 2, 1]] , dim = 105
  orbit = [3, 3, 3, 3, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [285700],[318836],[344216],[354531],[354577],[370930],[379415],[379461],[390050],[405415],[405461],[412301],[412347],[414009],[423390],[437149],[437195],[438857],[445267],[445435],[455513],[455559],[460506],[466358],[466404],[468579],[468747],[476386],[484099],[484145],[485807],[490195],[490241],[491452],[495636],[495804],[497848],[509520],[509566],[511741],[511909],[515891],[515937],[517599],[518427],[522433],[528900],[528946],[532969],[533015],[534540],[534708],[536752],[540173],[540315],[540483],[542847],[550123],[550169],[551694],[551862],[555113],[555255],[555423],[556791],[561762],[561916],[563258],[563304],[569985],[570127],[570295],[571663],[573591],[574559],[574713],[579829],[579875],[580084],[581400],[581568],[586208],[587176],[587330],[590255],[590806],[595104],[595246],[595414],[596782],[598124],[600717],[601268],[604005],[606955],[607923],[608077],[610173],[610483],[612472],[617429],[617980],[620028],[625575],[627445]
   ]
cell #2707 :
  |C| = 189
  W-rep = phi[[2, 1, 1, 1],[1, 1]]+phi[[2, 1, 1],[1, 1, 1]]
  special rep = phi[[2, 1, 1],[1, 1, 1]] , dim = 105
  orbit = [4, 2, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     21 tau_infinity subcells with 1 member(s)
     84 tau_infinity subcells with 2 member(s)
  subcells = [
     [564444],[581253],[582690],[593379],[596613],[596665],[597902],[606504],[606556],[609220],[609238],[617086],[617104],[619096],[619232],[625183],[625319],[626928],[631064],[631500],[635847],
     [364587,433818],[395140,461854],[399785,465739],[417047,480768],[432970,494686],[433601,495272],[441895,502230],[449883,508901],[465505,522001],[467544,523770],[473195,528281],[479920,533590],[480551,534176],[488845,541134],[495489,547098],[496926,547450],[501382,550744],[502013,551330],[508667,556359],[510706,558128],[516357,562639],[520868,566053],[522264,567720],[522316,567772],[523553,568043],[528047,571231],[530086,573000],[534393,576804],[535830,577156],[540917,581036],[543856,583299],[546150,585349],[546168,585367],[547216,585494],[551547,589421],[552984,589773],[556622,592839],[556674,592891],[557911,593162],[562405,596350],[565028,598432],[566738,599439],[566803,599865],[566939,600001],[568260,603841],[571494,603301],[571546,603353],[572783,603624],[575856,606096],[575874,606114],[576922,606241],[583216,610791],[584469,611506],[584611,611851],[585757,614971],[585809,615023],[588473,614563],[588491,614581],[589539,614708],[591857,616151],[591922,616577],[592058,616713],[599356,621105],[600374,623762],[600392,623780],[602319,622827],[602384,623253],[602520,623389],[605216,624609],[605358,624954],[611375,628460],[612080,630300],[612216,630436],[613683,629726],[613825,630071],[616068,631080],[620924,633978],[621089,634866],[621525,635302],[622744,634882],[628221,637970],[628377,637986],[628497,638576],[633848,640758]
   ]
cell #2708 :
  |C| = 105
  W-rep = phi[[1, 1],[2, 2, 1]]
  special rep = phi[[1, 1],[2, 2, 1]] , dim = 105
  orbit = [3, 3, 3, 3, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [250099],[282749],[308172],[318378],[335128],[343758],[354476],[370472],[377549],[379360],[389052],[390047],[403549],[405360],[412246],[414006],[422932],[428034],[434493],[437094],[438854],[445253],[445432],[453647],[455458],[460048],[461305],[466303],[468565],[468744],[476383],[481443],[484044],[485804],[488329],[490140],[490994],[495622],[495801],[497845],[502905],[507460],[509465],[511727],[511906],[515476],[515836],[517596],[518372],[522430],[526840],[528845],[532554],[532914],[534526],[534705],[536749],[540118],[540301],[540480],[541809],[549708],[550068],[551680],[551859],[555058],[555241],[555420],[556788],[561198],[561471],[561913],[563203],[569930],[570113],[570292],[571660],[573577],[574268],[574710],[579414],[579774],[581386],[581565],[582894],[586194],[586885],[587327],[590198],[590252],[595049],[595232],[595411],[596779],[597709],[598069],[600660],[600714],[606941],[607632],[608074],[610118],[617372],[617426],[619737]
   ]
cell #2709 :
  |C| = 105
  W-rep = phi[[1, 1],[2, 2, 1]]
  special rep = phi[[1, 1],[2, 2, 1]] , dim = 105
  orbit = [3, 3, 3, 3, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [393875],[424885],[447534],[457110],[470846],[478125],[487382],[499587],[505262],[506513],[514008],[515038],[524642],[525893],[531013],[532116],[538491],[542582],[546541],[548167],[549270],[553695],[553796],[559000],[560251],[563655],[564701],[567275],[568567],[568668],[573432],[576247],[577873],[578976],[580696],[581947],[582621],[584884],[584985],[586049],[588864],[591418],[592394],[593686],[593787],[596168],[596271],[597271],[597847],[599670],[601880],[602856],[604944],[605047],[605631],[605732],[606796],[608755],[608856],[608918],[609611],[610451],[613411],[613514],[614098],[614199],[615762],[615863],[615925],[616382],[618592],[618901],[618909],[619568],[619671],[620281],[622438],[622539],[622601],[623058],[624013],[624348],[624356],[626514],[626617],[627201],[627302],[627364],[629130],[629465],[629473],[630655],[630663],[632413],[632514],[632576],[633033],[633041],[634457],[634465],[636480],[636815],[636823],[639678],[639686]
   ]
cell #2710 :
  |C| = 140
  W-rep = phi[[1, 1, 1],[2, 1, 1]]+phi[[1],[2, 2, 2]]
  special rep = phi[[1, 1, 1],[2, 1, 1]] , dim = 105
  orbit = [3, 3, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     70 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [445238],[465654],[468550],[495227],[495607],[508816],[511712],[522082],[528196],[534131],[534511],[540286],[547365],[551285],[551665],[555226],[556440],[562554],[567362],[567998],[570098],[571312],[573562],[577071],[580991],[581371],[584972],[585057],[585575],[586179],[589688],[590147],[592481],[593117],[595217],[596431],[599737],[599800],[600609],[602943],[603579],[603963],[605719],[605804],[606322],[606926],[611709],[611736],[612430],[613498],[614186],[614271],[614789],[616449],[616512],[617321],[621245],[622526],[622611],[623125],[623188],[624812],[624839],[625533],[629532],[629929],[629956],[631220],[634728],[635022],
     [490930,610286],[515412,619031],[532490,624478],[539771,626786],[549644,629595],[554711,630899],[561447,632719],[569583,634701],[573499,635571],[574244,635727],[579350,636945],[582605,610435],[582830,627892],[586116,638300],[586861,638456],[590174,639069],[594702,639922],[596255,619655],[597645,633163],[597857,620291],[600636,640953],[605031,626601],[606863,641857],[607608,642013],[608843,627289],[608928,627374],[609771,637279],[615850,632501],[615935,632586],[617348,643262],[618968,633100],[619713,640243],[624415,636882],[626813,637306],[630926,639949]
   ]
cell #2711 :
  |C| = 126
  W-rep = phi[[2, 1, 1],[1, 1, 1]]+phi[[],[3, 2, 2]]
  special rep = phi[[2, 1, 1],[1, 1, 1]] , dim = 105
  orbit = [4, 2, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     84 tau_infinity subcells with 1 member(s)
     21 tau_infinity subcells with 2 member(s)
  subcells = [
     [364674],[395145],[399865],[417134],[432975],[433678],[441982],[449963],[465510],[467631],[473275],[479925],[480628],[488932],[496028],[497006],[501387],[502090],[508672],[510793],[516437],[520873],[522652],[522784],[523630],[528052],[530173],[534932],[535910],[540994],[543861],[546475],[546570],[547221],[552086],[553064],[557010],[557142],[557988],[562410],[565048],[566743],[567088],[567204],[570519],[571882],[572014],[572860],[576181],[576276],[576927],[583226],[584489],[584831],[587549],[587681],[588798],[588893],[589544],[591862],[592207],[592323],[599366],[601814],[601909],[602324],[602669],[602785],[605236],[605578],[611380],[613224],[613340],[613703],[614045],[616078],[620944],[621784],[622385],[622754],[628276],[628387],[628986],[633878],
     [518509,564531],[540707,581792],[542964,582770],[555647,595638],[562135,597001],[562267,597133],[564304,597979],[574932,608296],[575064,608428],[580630,609545],[580725,609640],[591352,618526],[591447,618621],[595981,619381],[596097,619497],[604757,626327],[604873,626443],[608702,627148],[615108,631759],[615709,632360],[623869,636336]
   ]
cell #2712 :
  |C| = 189
  W-rep = phi[[2, 1, 1, 1],[1, 1]]+phi[[2, 1, 1],[1, 1, 1]]
  special rep = phi[[2, 1, 1],[1, 1, 1]] , dim = 105
  orbit = [4, 2, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     21 tau_infinity subcells with 1 member(s)
     84 tau_infinity subcells with 2 member(s)
  subcells = [
     [543071],[562826],[564424],[577343],[581101],[581233],[582650],[593227],[593359],[596530],[596625],[606421],[606516],[608996],[609112],[616862],[616978],[619087],[624573],[625174],[631055],
     [328623,465759],[359561,543719],[364567,495317],[382547,508921],[399039,566601],[399745,522129],[408547,528301],[417027,534221],[433543,545914],[435755,547470],[441875,551375],[449137,591720],[449843,556487],[458645,562659],[465926,567792],[467524,568088],[472449,602182],[473155,571359],[480493,575620],[482705,577176],[488825,581081],[493785,611238],[495337,585432],[495469,585412],[496886,585622],[501955,588237],[504167,589793],[509088,592911],[510686,593207],[516317,596478],[519497,620673],[522181,600109],[522276,600057],[523495,600138],[528468,603373],[530066,603669],[534241,606179],[534373,606159],[535790,606369],[540859,608984],[543731,628198],[545845,611458],[545926,611847],[546042,612006],[547637,589960],[551395,614646],[551527,614626],[552944,614836],[556539,616821],[556634,616769],[557853,616850],[565019,633839],[566613,621066],[566794,621355],[568108,603689],[568240,603821],[571411,623497],[571506,623445],[572725,623526],[575551,624561],[575632,624950],[575748,625109],[584460,628488],[585674,614888],[585769,614983],[588168,629678],[588249,630067],[588365,630226],[591732,631041],[591913,631330],[599210,633930],[600150,623538],[600266,623654],[602194,634843],[602375,635132],[605207,635838],[611250,637947],[611470,629690],[612071,630291],[613674,638567],[620685,633942],[620915,640749],[621080,634857],[628212,637961]
   ]
cell #2713 :
  |C| = 105
  W-rep = phi[[2, 1],[1, 1, 1, 1]]+phi[[],[3, 2, 1, 1]]
  special rep = phi[[2, 1],[1, 1, 1, 1]] , dim = 70
  orbit = [4, 2, 2, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     35 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [495861],[522632],[534765],[546423],[551919],[556990],[565036],[567076],[570352],[571862],[576129],[584477],[587233],[587529],[588746],[592195],[601552],[601572],[601762],[602657],[605224],[613131],[613183],[613212],[613691],[620932],[621772],[622161],[622320],[628264],[628972],[629261],[633864],[634359],[637922],
     [540540,581625],[542904,610540],[543449,610707],[555480,595471],[561819,620085],[562115,596981],[564272,620381],[564292,620401],[564794,620533],[574616,607980],[574912,608276],[580368,627729],[580388,627749],[580578,609493],[582503,627939],[582555,627991],[591090,618264],[591110,618284],[591300,618474],[595888,633420],[595940,633472],[595969,619369],[597776,633629],[604664,626234],[604716,626286],[604745,626315],[608478,637417],[608637,637576],[615096,631747],[615485,632136],[615644,632295],[618697,640353],[623855,636322],[624144,636611],[630557,639580]
   ]
cell #2714 :
  |C| = 126
  W-rep = phi[[2, 1, 1],[1, 1, 1]]+phi[[],[3, 2, 2]]
  special rep = phi[[2, 1, 1],[1, 1, 1]] , dim = 105
  orbit = [4, 2, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     84 tau_infinity subcells with 1 member(s)
     21 tau_infinity subcells with 2 member(s)
  subcells = [
     [399885],[429428],[433718],[449983],[465008],[465622],[473295],[480668],[495110],[497026],[502130],[508170],[508784],[516457],[522804],[523670],[527550],[528164],[534014],[535930],[541034],[544999],[546558],[546610],[547333],[551168],[553084],[557162],[558028],[562522],[565128],[567312],[567330],[567881],[572034],[572900],[576264],[576316],[577039],[580874],[583235],[584569],[584840],[584976],[587701],[588881],[588933],[589656],[592431],[592449],[593000],[598413],[599375],[599636],[601897],[601949],[602893],[602911],[603462],[605316],[605587],[605723],[611487],[613448],[613466],[613783],[614054],[614190],[616087],[616348],[621024],[622394],[622530],[622763],[623024],[624590],[628396],[628995],[629431],[629707],[633887],[633959],[634368],[637931],
     [542984,582790],[562287,597153],[564344,598019],[575084,608448],[580713,609628],[580765,609680],[582573,610403],[591435,618609],[591487,618661],[596205,619605],[596223,619623],[604981,626551],[604999,626569],[608711,627157],[608847,627293],[615718,632369],[615854,632505],[618867,632999],[623878,636345],[624314,636781],[630566,639589]
   ]
cell #2715 :
  |C| = 105
  W-rep = phi[[1, 1],[2, 2, 1]]
  special rep = phi[[1, 1],[2, 2, 1]] , dim = 105
  orbit = [3, 3, 3, 3, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [393876],[424886],[447535],[457111],[470847],[478126],[487389],[499588],[505263],[506520],[514009],[515043],[524643],[525900],[531020],[532121],[538492],[542583],[546542],[548174],[549275],[553730],[553801],[559001],[560258],[563656],[564702],[567282],[568602],[568673],[573458],[576248],[577880],[578981],[580697],[581954],[582622],[584919],[584990],[586075],[588865],[591419],[592401],[593721],[593792],[596175],[596272],[597276],[597854],[599696],[601881],[602863],[604951],[605048],[605666],[605737],[606822],[608790],[608861],[608925],[609612],[610452],[613418],[613515],[614133],[614204],[615797],[615868],[615932],[616408],[618593],[618927],[618937],[619575],[619672],[620288],[622473],[622544],[622608],[623084],[624132],[624374],[624384],[626521],[626618],[627236],[627307],[627371],[629249],[629491],[629501],[630737],[630747],[632448],[632519],[632583],[633059],[633069],[634539],[634549],[636599],[636841],[636851],[639760],[639770]
   ]
cell #2716 :
  |C| = 140
  W-rep = phi[[1, 1, 1],[2, 1, 1]]+phi[[1],[2, 2, 2]]
  special rep = phi[[1, 1, 1],[2, 1, 1]] , dim = 105
  orbit = [3, 3, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     70 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [445243],[468555],[495612],[511717],[522087],[522097],[534516],[540291],[546011],[551670],[555231],[556445],[556455],[570103],[571317],[571327],[573567],[575717],[581376],[585580],[585590],[586184],[588334],[590167],[595222],[596436],[596446],[599805],[599815],[600235],[600629],[603973],[606327],[606337],[606931],[609081],[611729],[611760],[611814],[612440],[614794],[614804],[616517],[616527],[616947],[617341],[621255],[621284],[623193],[623203],[623623],[624832],[624863],[624917],[625543],[628618],[629610],[629949],[629980],[630034],[631230],[631259],[634752],[634806],[635032],[635061],[635968],[638495],[638697],[641074],
     [542844,610291],[561759,619036],[574556,624483],[580081,626806],[587173,629600],[590803,630919],[595687,632729],[601265,634721],[604002,635626],[604463,635737],[607920,636950],[610301,627907],[610480,627897],[612469,638355],[612930,638466],[615135,639099],[617977,639942],[619046,633178],[620025,633168],[620179,633598],[621811,640983],[624493,636960],[625572,641912],[626033,642023],[626837,637330],[626891,637384],[627442,637299],[630950,639973],[631004,640027],[631786,643292],[632758,640282],[633219,640253],[635766,642052],[637067,642254],[639190,643383]
   ]
cell #2717 :
  |C| = 105
  W-rep = phi[[1, 1],[2, 2, 1]]
  special rep = phi[[1, 1],[2, 2, 1]] , dim = 105
  orbit = [3, 3, 3, 3, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [428211],[457431],[478446],[487412],[499908],[506543],[515046],[525923],[531043],[532124],[538812],[539789],[548197],[549278],[553804],[554729],[560281],[563976],[567305],[568676],[569601],[573461],[573517],[577903],[578984],[581977],[582942],[584993],[586078],[586134],[590162],[592424],[593795],[594720],[596198],[597279],[597877],[599699],[599755],[600624],[602886],[604974],[605740],[606825],[606881],[608864],[608948],[609789],[610294],[611724],[613441],[614207],[615871],[615955],[616411],[616467],[617336],[618930],[618986],[619039],[619598],[620311],[622547],[622631],[623087],[623143],[624377],[624433],[624486],[624827],[626544],[626801],[626809],[627310],[627394],[627900],[629494],[629550],[629603],[629944],[630740],[630914],[630922],[632522],[632606],[633062],[633118],[633171],[634542],[634716],[634724],[635621],[635629],[636844],[636900],[636953],[637294],[637302],[638350],[638358],[639763],[639937],[639945],[641907],[641915]
   ]
cell #2718 :
  |C| = 140
  W-rep = phi[[1, 1, 1],[2, 1, 1]]+phi[[1],[2, 2, 2]]
  special rep = phi[[1, 1, 1],[2, 1, 1]] , dim = 105
  orbit = [3, 3, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     70 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [476378],[495232],[497840],[522093],[522425],[534136],[536744],[546006],[551290],[556451],[556783],[561908],[568003],[571323],[571655],[574705],[575712],[580996],[585062],[585586],[587322],[588329],[590247],[593122],[596442],[596774],[599742],[599811],[600230],[600709],[603584],[603982],[605809],[606333],[608069],[609076],[611756],[611809],[612449],[614276],[614800],[615125],[616454],[616523],[616942],[617421],[621264],[621270],[621801],[622616],[623130],[623199],[623618],[624859],[624912],[625552],[628608],[629537],[629606],[629976],[630029],[631239],[631245],[631776],[634748],[635041],[635047],[635958],[638481],[638687],
     [518368,620174],[540114,626886],[555054,630999],[561467,632738],[569926,634801],[574264,635746],[580067,637057],[586881,638475],[590194,639108],[590789,639180],[595045,640022],[597862,620296],[598065,633593],[600656,640992],[601251,641064],[603988,641488],[607628,642032],[608933,627379],[610114,637379],[610297,627903],[612455,642732],[615940,632591],[617368,643301],[617963,643373],[618973,633105],[619042,633174],[619733,640262],[624420,636887],[624489,636956],[625558,644148],[626833,637326],[627428,642244],[630946,639969],[632744,640268],[635752,642038]
   ]
cell #2719 :
  |C| = 105
  W-rep = phi[[1, 1],[2, 2, 1]]
  special rep = phi[[1, 1],[2, 2, 1]] , dim = 105
  orbit = [3, 3, 3, 3, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [358256],[390552],[414511],[424543],[439359],[447192],[457077],[470504],[476672],[478092],[486309],[487379],[498134],[499554],[505229],[506510],[513666],[518101],[522719],[524609],[525890],[530885],[531010],[537038],[538458],[542240],[543349],[546508],[548039],[548164],[553692],[557077],[558967],[560248],[562202],[563622],[564359],[567147],[567272],[568564],[571949],[574999],[576214],[577745],[577870],[580663],[580780],[581944],[582588],[584881],[587616],[588831],[591385],[591502],[592266],[592391],[593683],[596040],[596165],[596238],[597068],[598034],[601847],[601964],[602728],[602853],[604816],[604941],[605014],[605628],[608363],[608752],[608762],[609578],[609695],[610418],[613283],[613408],[613481],[614095],[615307],[615759],[615769],[618559],[618676],[619440],[619565],[619638],[621983],[622435],[622445],[624010],[624020],[626386],[626511],[626584],[627198],[627208],[629127],[629137],[631958],[632410],[632420],[636477],[636487]
   ]
cell #2720 :
  |C| = 175
  W-rep = phi[[1, 1, 1, 1],[2, 1]]+phi[[1, 1, 1],[2, 1, 1]]
  special rep = phi[[1, 1, 1],[2, 1, 1]] , dim = 105
  orbit = [3, 3, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [597844],[608915],[615922],[618906],[620234],[620278],[622598],[624353],[626777],[627107],[627361],[627852],[629470],[630660],[630890],[631679],[632573],[632908],[632962],[633038],[634462],[634692],[635562],[636231],[636285],[636820],[637180],[637270],[638291],[639508],[639683],[639913],[640169],[641734],[641848],
     [412021,573425],[436869,586042],[466078,599663],[483819,606789],[495170,584709],[495214,611598],[509240,616375],[515611,618894],[522042,599535],[528620,623051],[532689,624341],[534074,605456],[534118,624701],[549843,629458],[551228,613923],[551272,629818],[553855,630648],[556400,616247],[562978,633026],[567941,621623],[567985,634275],[568727,634450],[571272,622923],[573437,635548],[579549,636808],[580934,627026],[580978,637168],[584790,628790],[585044,638138],[585535,628871],[586054,638277],[590138,639060],[593060,631598],[593104,639496],[593846,639671],[596391,632898],[599545,634234],[599599,634224],[599675,640844],[600600,640944],[603522,635400],[603566,641380],[605537,636140],[605791,641695],[606282,636221],[606801,641834],[611610,638150],[611700,642653],[614004,638869],[614258,642939],[614749,638950],[616257,639455],[616311,639445],[616387,643153],[617312,643253],[621171,640858],[621704,635481],[622933,641339],[622987,641329],[623063,643933],[624713,641707],[624803,644069],[628881,638960],[628935,639014],[629830,642951],[629920,644529],[631146,643167],[634287,641392],[634948,643947],[638177,642978]
   ]
cell #2721 :
  |C| = 147
  W-rep = phi[[1, 1],[2, 1, 1, 1]]+phi[[1],[2, 2, 1, 1]]
  special rep = phi[[1, 1],[2, 1, 1, 1]] , dim = 84
  orbit = [3, 3, 2, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 84
     21 tau_infinity subcells with 1 member(s)
     63 tau_infinity subcells with 2 member(s)
  subcells = [
     [466353],[495841],[505016],[509515],[522587],[524396],[528895],[534745],[546295],[550118],[551899],[556945],[558754],[569980],[570332],[571817],[576001],[587161],[587213],[587484],[588618],
     [216157,543429],[250155,564209],[282805,580305],[285695,582447],[308228,591027],[318831,595832],[321955,564227],[335184,601489],[344211,604608],[354526,608482],[354971,580323],[370925,613075],[379410,615489],[379855,591045],[389108,618201],[390087,595696],[405410,622165],[405855,601507],[412296,623894],[414046,604472],[423385,626178],[424411,580450],[428090,627666],[437144,629011],[438894,612939],[445472,615144],[447060,591172],[455508,632140],[455953,618219],[460501,633364],[461361,633737],[468784,621820],[470372,601634],[476540,604046],[484094,636361],[485844,626042],[490190,637421],[490635,627684],[491447,637786],[491607,628126],[498002,612513],[511946,631795],[513534,618346],[515886,563253],[517636,633228],[518422,598119],[518867,620336],[518979,620553],[532964,579824],[536906,625616],[540168,610168],[540520,581605],[542108,609365],[542832,628074],[542884,610520],[555108,595099],[555460,595451],[561747,620013],[561799,620065],[562070,596936],[574544,607908],[574596,607960],[574867,608231]
   ]
cell #2722 :
  |C| = 154
  W-rep = phi[[2],[2, 1, 1, 1]]+phi[[1],[3, 1, 1, 1]]
  special rep = phi[[2],[2, 1, 1, 1]] , dim = 84
  orbit = [4, 4, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     14 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [370989],[405851],[438818],[439326],[468256],[470336],[492918],[497578],[499423],[520109],[524153],[544332],[547732],[565436],
     [216160,543425],[250158,564205],[250524,519043],[282808,580301],[285731,542808],[285759,491511],[308231,591023],[318867,561723],[318895,460565],[321951,518863],[321989,564191],[335187,601485],[344247,574520],[344275,423449],[354741,539992],[354967,490631],[355005,580287],[358223,543316],[370961,587137],[379625,554932],[379851,455949],[379889,591009],[389111,618197],[390011,517560],[390288,561646],[390519,518068],[405625,569804],[405889,601471],[413082,531822],[413970,485768],[414247,574443],[414478,486276],[423421,607884],[424375,542072],[424564,580207],[428093,627662],[437930,548976],[439095,587060],[444944,511418],[446187,554467],[447024,513498],[447213,590929],[455723,594923],[455987,618183],[456946,563491],[460537,619989],[461364,633733],[469499,569339],[470525,601391],[476116,536482],[477145,574038],[477961,538327],[484880,578682],[486045,607807],[490405,609992],[490669,627648],[491483,628050],[491610,637890],[498607,586655],[504773,558511],[505377,590555],[512661,594458],[513687,618103],[517837,619912],[518901,633719],[524757,601017],[530578,577438],[537511,607402],[542261,627568],[559115,617729]
   ]
cell #2723 :
  |C| = 154
  W-rep = phi[[2],[2, 1, 1, 1]]+phi[[1],[3, 1, 1, 1]]
  special rep = phi[[2],[2, 1, 1, 1]] , dim = 84
  orbit = [4, 4, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     14 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [370996],[405852],[438819],[439325],[468257],[470335],[492919],[497577],[499418],[520108],[524148],[544327],[547706],[565410],
     [216165,491532],[250163,518340],[250531,461439],[282813,540086],[285720,542809],[285766,491518],[308236,555026],[318856,561724],[318902,460572],[321952,518864],[321977,564190],[335192,569898],[344236,574521],[344282,423456],[354638,539993],[354968,490632],[354993,580286],[358222,543315],[370950,587138],[379522,554933],[379852,455950],[379877,591008],[389116,595017],[390012,517561],[390189,561645],[390518,518067],[405522,569805],[405877,601470],[412408,531823],[413971,485769],[414148,574442],[414477,486275],[423410,607885],[424374,542071],[424479,580202],[428098,610086],[428936,628144],[437256,548977],[438996,587059],[444945,511419],[445574,554466],[447023,513497],[447128,590924],[455620,594924],[455975,618182],[456941,563486],[460526,619990],[461369,620471],[468886,569338],[470440,601386],[476115,536481],[476608,574033],[477956,538322],[484206,578683],[485946,607806],[490302,609993],[490657,627647],[491472,628051],[498070,586650],[504768,558506],[504963,590529],[512048,594457],[513602,618098],[517738,619911],[518889,633718],[524343,600991],[530552,577412],[536974,607397],[542176,627563],[558701,617703]
   ]
cell #2724 :
  |C| = 55
  W-rep = phi[[3],[1, 1, 1, 1]]+phi[[],[4, 1, 1, 1]]
  special rep = phi[[3],[1, 1, 1, 1]] , dim = 35
  orbit = [6, 2, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 1
  number of tau_infinity subcells = 35
     15 tau_infinity subcells with 1 member(s)
     20 tau_infinity subcells with 2 member(s)
  subcells = [
     [371877],[406779],[439705],[440239],[468457],[471170],[493119],[497753],[500152],[520284],[524262],[544441],[547678],[565382],[583134],
     [250545,322553],[285947,358700],[319783,393082],[322179,394287],[345163,424337],[355895,427342],[358450,428618],[380779,456877],[390898,459269],[391432,459803],[414857,486655],[415391,487189],[425209,489426],[445145,511619],[447858,514332],[457675,516853],[476291,536657],[478690,539056],[504882,558620],[530524,577384]
   ]
cell #2725 :
  |C| = 154
  W-rep = phi[[2],[2, 1, 1, 1]]+phi[[1],[3, 1, 1, 1]]
  special rep = phi[[2],[2, 1, 1, 1]] , dim = 84
  orbit = [4, 4, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     14 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [371089],[405955],[438830],[439429],[468268],[470344],[492930],[497586],[499415],[520117],[524145],[544324],[547703],[565407],
     [216169,428876],[250247,460752],[250537,394554],[282897,487762],[285807,490878],[285859,428780],[308320,506893],[318943,515360],[318995,460665],[322055,461189],[322069,518312],[335276,526273],[344323,532438],[344375,423549],[354551,540004],[355071,490735],[355085,540058],[358326,491325],[358889,610728],[371037,549592],[379435,554944],[379955,456053],[379969,554998],[389200,560631],[390023,517572],[390109,561654],[390622,518171],[394427,598227],[405435,569816],[405969,569870],[412321,531834],[413982,485780],[414068,574451],[414581,486379],[423497,579298],[424383,542080],[424404,580199],[428182,582327],[428728,610608],[437169,548988],[438916,587068],[444956,511430],[445494,554475],[447032,513506],[447053,590921],[455533,594935],[456067,594989],[456938,563483],[460613,597593],[461203,620443],[468806,569347],[470365,601383],[476124,536490],[476533,574030],[477953,538319],[484119,578694],[485866,607815],[490215,610004],[490749,610058],[497995,586647],[504765,558503],[504960,590526],[511968,594466],[513527,618095],[517658,619920],[524340,600988],[530549,577409],[536899,607394],[542101,627560],[558698,617700]
   ]
cell #2726 :
  |C| = 154
  W-rep = phi[[2],[2, 1, 1, 1]]+phi[[1],[3, 1, 1, 1]]
  special rep = phi[[2],[2, 1, 1, 1]] , dim = 84
  orbit = [4, 4, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     14 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [336035],[371804],[406122],[406745],[436642],[439591],[463121],[468343],[471027],[493005],[497610],[520141],[524018],[544197],
     [216170,286218],[250320,322392],[250528,322521],[283656,357494],[285763,358314],[285874,358627],[309079,389959],[318899,390610],[319710,393009],[321987,393904],[322145,394253],[344279,414569],[345090,424264],[355003,424914],[355238,426685],[355861,427308],[358252,428229],[370993,439417],[379887,447563],[380122,456220],[380745,456843],[390199,457291],[390548,457449],[390784,459155],[405887,470875],[411794,483592],[414158,478306],[414507,478464],[414743,486541],[423453,486367],[424539,487565],[425066,489283],[439006,499768],[439355,499926],[445031,511505],[445584,506283],[447188,506696],[447715,514189],[455985,514037],[457058,515151],[460569,518159],[468896,525663],[470500,526076],[476148,536514],[476668,531909],[478073,532229],[485956,538672],[486305,538830],[490667,542611],[491515,543407],[498130,549063],[499535,549383],[504638,558376],[505210,554499],[512058,560021],[513662,560434],[517748,563836],[518097,563994],[518899,564730],[519047,564867],[524590,569371],[530817,573903],[537034,578769],[538439,579089],[542236,582130],[543345,582960],[547971,586520],[558948,594490],[563603,597384],[577677,607267]
   ]
cell #2727 :
  |C| = 55
  W-rep = phi[[3],[1, 1, 1, 1]]+phi[[],[4, 1, 1, 1]]
  special rep = phi[[3],[1, 1, 1, 1]] , dim = 35
  orbit = [6, 2, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 1
  number of tau_infinity subcells = 35
     15 tau_infinity subcells with 1 member(s)
     20 tau_infinity subcells with 2 member(s)
  subcells = [
     [336037],[371817],[406135],[406756],[436655],[439602],[463134],[468354],[471024],[493016],[497607],[520138],[524000],[544179],[564902],
     [216172,286220],[250322,322394],[283658,357496],[285887,358640],[309081,389961],[319723,393022],[322156,394264],[345103,424277],[355251,426698],[355872,427319],[380135,456233],[380756,456854],[390795,459166],[411807,483605],[414754,486552],[425063,489280],[445042,511516],[447712,514186],[476145,536511],[504620,558358]
   ]
cell #2728 :
  |C| = 50
  W-rep = phi[[3, 1, 1, 1, 1],[]]+phi[[3],[1, 1, 1, 1]]
  special rep = phi[[3],[1, 1, 1, 1]] , dim = 35
  orbit = [6, 2, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 1
  number of tau_infinity subcells = 35
     20 tau_infinity subcells with 1 member(s)
     15 tau_infinity subcells with 2 member(s)
  subcells = [
     [250547],[286021],[320543],[322247],[349768],[356663],[358525],[385283],[391586],[392207],[419105],[419726],[425883],[448911],[451858],[458333],[479712],[482393],[507936],[533193],
     [295348,376482],[331359,411283],[366645,443953],[367266,444574],[398813,472223],[401760,475170],[430272,493559],[432762,501174],[435443,503855],[462567,520660],[464774,527316],[492481,544765],[494289,550347],[519550,565656],[543542,583143]
   ]
cell #2729 :
  |C| = 98
  W-rep = phi[[2, 2, 1, 1, 1],[]]+phi[[2],[2, 1, 1, 1]]
  special rep = phi[[2],[2, 1, 1, 1]] , dim = 84
  orbit = [4, 4, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     70 tau_infinity subcells with 1 member(s)
     14 tau_infinity subcells with 2 member(s)
  subcells = [
     [216173],[250386],[250529],[284381],[285764],[285958],[313686],[318900],[320480],[321999],[322237],[344280],[349705],[355015],[356037],[356653],[358264],[370994],[379899],[384657],[385273],[390298],[390560],[391576],[405899],[414257],[414519],[415967],[419095],[423454],[424631],[425829],[439105],[439367],[446197],[447280],[448901],[451804],[455997],[457135],[460570],[469509],[470592],[477212],[478150],[479658],[486055],[486317],[490679],[491516],[498674],[499612],[505675],[507719],[512671],[513754],[517847],[518109],[518911],[519048],[525055],[531168],[537578],[538516],[542328],[543357],[548322],[559413],[563680],[578028],
     [259762,340642],[295285,376419],[330733,410657],[331349,411273],[363507,440815],[366635,443943],[396099,463734],[398803,472213],[401706,475116],[430262,493549],[432708,501120],[462513,520606],[464557,527099],[492264,544548]
   ]
cell #2730 :
  |C| = 50
  W-rep = phi[[3, 1, 1, 1, 1],[]]+phi[[3],[1, 1, 1, 1]]
  special rep = phi[[3],[1, 1, 1, 1]] , dim = 35
  orbit = [6, 2, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 1
  number of tau_infinity subcells = 35
     20 tau_infinity subcells with 1 member(s)
     15 tau_infinity subcells with 2 member(s)
  subcells = [
     [216174],[250387],[284382],[285959],[313687],[320481],[322236],[349706],[356038],[356652],[384658],[385272],[391575],[415968],[419094],[425824],[448900],[451799],[479653],[507693],
     [259763,340643],[295286,376420],[330734,410658],[331348,411272],[363508,440816],[366634,443942],[396100,463735],[398802,472212],[401701,475111],[430261,493548],[432703,501115],[462508,520601],[464531,527073],[492238,544522],[519094,564920]
   ]
cell #2731 :
  |C| = 105
  W-rep = phi[[1, 1],[2, 2, 1]]
  special rep = phi[[1, 1],[2, 2, 1]] , dim = 105
  orbit = [3, 3, 3, 3, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [321982],[354998],[379882],[390194],[405882],[414153],[424506],[439001],[445579],[447155],[455980],[457073],[468891],[470467],[476635],[478088],[485951],[490662],[495948],[498097],[499550],[505075],[505225],[512053],[513629],[517743],[518894],[522682],[524455],[524605],[530881],[534852],[537001],[538454],[540627],[542203],[542991],[546354],[546504],[548035],[552006],[555567],[557040],[558813],[558963],[562165],[562294],[563618],[564322],[567143],[570439],[571912],[574962],[575091],[576060],[576210],[577741],[580509],[580659],[580743],[581712],[582797],[587579],[587708],[588677],[588827],[591231],[591381],[591465],[592262],[595558],[596036],[596048],[597031],[597160],[597997],[601693],[601843],[601927],[602724],[604224],[604812],[604824],[608326],[608455],[609424],[609574],[609658],[612691],[613279],[613291],[615303],[615315],[618405],[618555],[618639],[619436],[619448],[621979],[621991],[625794],[626382],[626394],[631954],[631966]
   ]
cell #2732 :
  |C| = 105
  W-rep = phi[[1, 1],[2, 2, 1]]
  special rep = phi[[1, 1],[2, 2, 1]] , dim = 105
  orbit = [3, 3, 3, 3, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [393874],[424884],[447533],[457109],[470845],[478124],[487376],[499586],[505261],[506507],[514007],[515034],[524641],[525887],[531007],[532112],[538490],[542581],[546540],[548161],[549266],[553668],[553792],[558999],[560245],[563654],[564700],[567269],[568540],[568664],[573413],[576246],[577867],[578972],[580695],[581941],[582620],[584857],[584981],[586030],[588863],[591417],[592388],[593659],[593783],[596162],[596270],[597267],[597841],[599651],[601879],[602850],[604938],[605046],[605604],[605728],[606777],[608728],[608852],[608912],[609610],[610450],[613405],[613513],[614071],[614195],[615735],[615859],[615919],[616363],[618591],[618882],[618888],[619562],[619670],[620275],[622411],[622535],[622595],[623039],[623930],[624329],[624335],[626508],[626616],[627174],[627298],[627358],[629047],[629446],[629452],[630601],[630607],[632386],[632510],[632570],[633014],[633020],[634403],[634409],[636397],[636796],[636802],[639624],[639630]
   ]
cell #2733 :
  |C| = 105
  W-rep = phi[[1, 1],[2, 2, 1]]
  special rep = phi[[1, 1],[2, 2, 1]] , dim = 105
  orbit = [3, 3, 3, 3, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [460694],[487704],[506835],[515066],[526215],[532144],[539791],[549298],[553824],[554731],[560573],[561480],[568696],[569603],[573519],[574277],[579004],[582269],[585013],[586136],[586894],[590164],[590207],[593815],[594722],[597299],[598169],[599757],[600626],[600669],[603978],[605760],[606883],[607641],[608884],[609791],[610314],[611726],[611769],[612445],[614227],[615891],[616469],[617338],[617381],[618988],[619059],[619746],[620176],[621260],[622567],[623145],[624435],[624506],[624829],[624872],[625548],[626803],[626846],[626888],[627330],[627920],[629552],[629623],[629946],[629989],[630916],[630959],[631001],[631235],[632542],[632734],[632740],[633120],[633191],[633595],[634718],[634761],[634803],[635037],[635623],[635742],[635748],[636902],[636973],[637296],[637339],[637381],[638352],[638471],[638477],[639104],[639110],[639939],[639982],[640024],[640258],[640264],[640988],[640994],[641909],[642028],[642034],[643297],[643303]
   ]
cell #2734 :
  |C| = 175
  W-rep = phi[[1, 1, 1, 1],[2, 1]]+phi[[1, 1, 1],[2, 1, 1]]
  special rep = phi[[1, 1, 1],[2, 1, 1]] , dim = 105
  orbit = [3, 3, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [358268],[390564],[414523],[424635],[439371],[447284],[457157],[470596],[477216],[478172],[486321],[498678],[499634],[505697],[513758],[518113],[525077],[537582],[538538],[542332],[543361],[559435],[562746],[563702],[564451],[577263],[581131],[581260],[582668],[593257],[593386],[596643],[606534],[609063],[616929],
     [235691,445880],[261691,469192],[282465,487448],[294156,496249],[307888,506579],[315615,512354],[328913,522210],[334844,525959],[342645,531404],[348576,535153],[364594,545981],[369359,548558],[375290,552307],[378072,553991],[382837,556568],[388768,560317],[399763,522060],[401541,567666],[404072,568863],[408837,571440],[412745,531254],[417054,575687],[421819,578264],[427750,582013],[435016,585180],[436045,585703],[437593,548408],[441902,588304],[449861,556418],[451639,592785],[454170,593982],[458935,596559],[465846,523263],[466802,567516],[467551,600205],[473173,571290],[474951,603247],[481966,605927],[482995,606450],[484543,578114],[488852,609051],[495367,546976],[495496,611665],[496904,585553],[503428,614394],[504457,614917],[509008,557621],[509964,592635],[510713,616917],[516335,596409],[522294,599617],[528388,572493],[529344,603097],[530093,623593],[534271,576682],[534400,624768],[535808,606300],[545993,611677],[547557,589880],[551425,589299],[551554,629885],[552962,614767],[556652,616329],[568138,603719],[568267,603848],[571524,623005],[575699,624780],[585787,615001],[588316,629897],[600217,623605]
   ]
cell #2735 :
  |C| = 189
  W-rep = phi[[2, 1, 1, 1],[1, 1]]+phi[[2, 1, 1],[1, 1, 1]]
  special rep = phi[[2, 1, 1],[1, 1, 1]] , dim = 105
  orbit = [4, 2, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     21 tau_infinity subcells with 1 member(s)
     84 tau_infinity subcells with 2 member(s)
  subcells = [
     [543059],[562814],[564414],[577331],[581026],[581223],[582656],[593152],[593349],[596466],[596631],[606357],[606522],[609023],[609067],[616889],[616933],[619102],[624656],[625189],[631105],
     [287055,491931],[327743,521641],[328611,465675],[364453,545935],[364557,495244],[381667,555999],[382535,508837],[399751,522075],[407667,570871],[408535,528217],[416913,575641],[417017,534148],[431830,584019],[435743,547386],[441761,588258],[441865,551302],[449849,556433],[458633,562575],[462135,598461],[465914,567383],[467410,600159],[467514,568015],[473161,571305],[482693,577092],[488711,609005],[488815,581008],[491949,610787],[494967,611535],[495262,585092],[495459,585074],[496892,585568],[504155,589709],[509076,592502],[510572,616871],[510676,593134],[516323,596424],[519299,620602],[521659,621101],[522117,599835],[522282,599793],[528456,602964],[529952,623547],[530056,603596],[533871,624638],[534166,605839],[534363,605821],[535796,606315],[545647,628508],[545953,611686],[545997,611800],[547625,589948],[551025,629755],[551320,614306],[551517,614288],[552950,614782],[556017,631076],[556475,616547],[556640,616505],[566334,634007],[566809,621236],[568033,603614],[568230,603811],[570889,634878],[571347,623223],[571512,623181],[575353,635858],[575659,624789],[575703,624903],[584037,637982],[585610,614824],[585775,614989],[587970,638587],[588276,629906],[588320,630020],[591928,631211],[598479,634025],[599012,640769],[600177,623565],[600221,623609],[602390,635013],[610816,638011],[611553,629773],[612086,630306],[621130,634907]
   ]
cell #2736 :
  |C| = 175
  W-rep = phi[[1, 1, 1, 1],[2, 1]]+phi[[1, 1, 1],[2, 1, 1]]
  special rep = phi[[1, 1, 1],[2, 1, 1]] , dim = 105
  orbit = [3, 3, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [518470],[540668],[555608],[561934],[564421],[564492],[570480],[574731],[580441],[581230],[581753],[582671],[587348],[590273],[591163],[593356],[595599],[596473],[596646],[596800],[600735],[601625],[604037],[606364],[606537],[608095],[609102],[609356],[612504],[616968],[617447],[618337],[619151],[625238],[625607],
     [269595,476371],[296309,497833],[329270,522418],[350729,536737],[364564,495251],[364635,545999],[383194,556776],[390921,561901],[399766,522108],[409194,571648],[414880,574698],[417024,534155],[417095,575705],[439728,587315],[441872,551309],[441943,588322],[445620,590240],[449864,556466],[459292,596767],[467521,568022],[467592,600223],[468932,600702],[473176,571338],[476404,603959],[486678,608062],[488822,581015],[488893,609069],[495466,585081],[495989,611802],[496907,585601],[497866,612426],[505007,615116],[510683,593141],[510754,616935],[512094,617414],[516338,596457],[522124,599842],[522297,599826],[522451,621241],[524387,621792],[530063,603603],[530134,623611],[534370,605828],[534893,624905],[535811,606348],[536770,625529],[546032,611835],[546286,628599],[551524,614295],[552047,630022],[552965,614815],[556482,616554],[556655,616538],[556809,631216],[558745,631767],[566858,621319],[568237,603818],[571354,623230],[571527,623214],[571681,635018],[575738,624938],[575992,635949],[585617,614831],[585790,615004],[588355,630055],[588609,638678],[591977,631294],[600256,623644],[602439,635096],[612135,630355]
   ]
cell #2737 :
  |C| = 105
  W-rep = phi[[1, 1],[2, 2, 1]]
  special rep = phi[[1, 1],[2, 2, 1]] , dim = 105
  orbit = [3, 3, 3, 3, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [285713],[318849],[344229],[354631],[370943],[379515],[390145],[405515],[412401],[414104],[423403],[424494],[437249],[438952],[445530],[447143],[455613],[460519],[466458],[468842],[470455],[476401],[476623],[484199],[485902],[490295],[491465],[495899],[497863],[498085],[505027],[509620],[512004],[513617],[515991],[517694],[518527],[522448],[522670],[524407],[529000],[533069],[534803],[536767],[536989],[540578],[540725],[542191],[542942],[546306],[550223],[551957],[555518],[555665],[556806],[557028],[558765],[561931],[562153],[562245],[563358],[564549],[570390],[570537],[571678],[571900],[574728],[574950],[575042],[576012],[579929],[580461],[580473],[581663],[581810],[582748],[587345],[587567],[587659],[588629],[590270],[591183],[591195],[595509],[595656],[596797],[597019],[597111],[600732],[601645],[601657],[604057],[604069],[608092],[608314],[608406],[609376],[609388],[612524],[612536],[617444],[618357],[618369],[625627],[625639]
   ]
cell #2738 :
  |C| = 175
  W-rep = phi[[1, 1, 1, 1],[2, 1]]+phi[[1, 1, 1],[2, 1, 1]]
  special rep = phi[[1, 1, 1],[2, 1, 1]] , dim = 105
  orbit = [3, 3, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [564310],[580731],[591453],[596008],[597925],[597985],[601915],[604784],[608717],[609261],[609646],[610351],[613251],[615191],[615724],[617127],[618627],[619183],[619306],[619408],[621867],[622400],[623919],[625270],[625393],[626354],[626994],[627163],[629036],[631566],[631842],[632375],[632863],[636186],[636386],
     [341475,530835],[368189,547989],[400371,567097],[420649,577695],[433624,546029],[433684,584659],[450469,592216],[457765,595990],[465570,566878],[473781,602678],[478780,604766],[480574,575735],[480634,605406],[500242,613233],[502036,588352],[502096,613873],[505297,615173],[508732,591997],[516943,619390],[523576,600253],[523636,621573],[524677,621849],[528112,602459],[530853,623890],[539146,626336],[540940,609099],[541000,626976],[546191,611832],[546576,628656],[547281,612155],[548007,629007],[553657,630577],[557934,616965],[557994,631548],[559035,631824],[562470,619171],[566890,621351],[567013,621339],[567115,634104],[568529,634379],[572806,623641],[572866,635350],[575897,624935],[576282,636006],[576987,625258],[577713,636357],[584677,628674],[584846,638067],[588514,630052],[588899,638735],[589604,630375],[592009,631326],[592132,631314],[592234,639325],[593648,639600],[599500,634133],[600415,623803],[602471,635128],[602594,635116],[602696,641209],[605424,636024],[605593,641624],[612167,630387],[612290,630510],[613891,638753],[614060,642868],[616212,639354],[621591,635368],[622888,641238],[628836,638915]
   ]
cell #2739 :
  |C| = 189
  W-rep = phi[[2, 1, 1, 1],[1, 1]]+phi[[2, 1, 1],[1, 1, 1]]
  special rep = phi[[2, 1, 1],[1, 1, 1]] , dim = 105
  orbit = [4, 2, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     21 tau_infinity subcells with 1 member(s)
     84 tau_infinity subcells with 2 member(s)
  subcells = [
     [518600],[541312],[543052],[558306],[562586],[562807],[564398],[577103],[577324],[581019],[581207],[593145],[593333],[596369],[596425],[606260],[606316],[609006],[616170],[616872],[624639],
     [251455,519298],[291647,545646],[292557,495252],[328490,566808],[328604,522107],[346067,575352],[346977,534156],[364541,545996],[372781,587969],[373691,551310],[382414,591927],[382528,556465],[397792,599011],[402028,568023],[408414,602389],[408528,571337],[417001,575702],[426151,581016],[429761,610815],[433996,585082],[435622,612085],[435736,585600],[441849,588319],[452126,593142],[458512,619101],[458626,596456],[461873,620601],[465341,621129],[465686,567394],[465907,599825],[467498,600220],[475438,603604],[480946,605829],[482572,625188],[482686,606347],[488799,609066],[491932,610788],[494705,628507],[495255,585085],[495443,611799],[502408,614296],[504034,630305],[504148,614814],[508503,631104],[508848,592513],[509069,616537],[510660,616932],[521642,621102],[522020,621235],[522076,599794],[523948,573178],[527883,634906],[528228,602975],[528449,623213],[530040,623608],[533609,635857],[534159,605832],[534347,624902],[545332,638010],[545936,611687],[547397,589720],[547618,589941],[550763,638586],[551313,614299],[551501,630019],[556000,631077],[556378,631210],[556434,616506],[566072,640768],[568026,603607],[568214,603795],[570872,634879],[571250,635012],[571306,623182],[575642,624790],[583318,628479],[584020,637983],[585513,614727],[585569,614783],[588259,629907],[598462,634008],[599458,622846],[600160,623548],[611536,629756]
   ]
cell #2740 :
  |C| = 175
  W-rep = phi[[1, 1, 1, 1],[2, 1]]+phi[[1, 1, 1],[2, 1, 1]]
  special rep = phi[[1, 1, 1],[2, 1, 1]] , dim = 105
  orbit = [3, 3, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [491040],[516036],[533114],[540322],[543058],[543134],[550268],[555262],[561902],[562813],[563403],[564415],[570134],[573598],[574699],[577330],[579974],[581025],[581224],[581407],[586215],[587316],[590241],[593151],[593350],[595253],[596467],[596768],[600703],[606358],[606962],[608063],[609070],[616936],[617415],
     [234764,505006],[260764,524386],[293229,546285],[314688,558744],[328610,522115],[328686,566857],[347649,575991],[355376,580440],[364558,546023],[374363,588608],[380260,591162],[382534,556473],[382610,591976],[406260,601624],[408534,571345],[408610,602438],[412446,604036],[417018,575729],[426823,609355],[435742,585608],[435818,612134],[437294,612503],[441866,588346],[445274,615115],[456358,618336],[458632,596464],[458708,619150],[465913,599833],[466503,621318],[467515,600247],[468586,621791],[476372,603960],[482692,606355],[482768,625237],[484244,625606],[488816,609093],[495261,585091],[495460,611826],[495643,628598],[497834,612427],[504154,614822],[504230,630354],[509075,616545],[509665,631293],[510677,616959],[511748,631766],[522118,599836],[522419,621242],[528455,623221],[529045,635095],[530057,623635],[534165,605838],[534364,624929],[534547,635948],[536738,625530],[546000,611803],[547624,589947],[551319,614305],[551518,630046],[551701,638677],[556476,616548],[556777,631217],[568032,603613],[568231,603812],[571348,623224],[571649,635019],[575706,624906],[585611,614825],[588323,630023],[600224,623612]
   ]
cell #2741 :
  |C| = 105
  W-rep = phi[[1, 1],[2, 2, 1]]
  special rep = phi[[1, 1],[2, 2, 1]] , dim = 105
  orbit = [3, 3, 3, 3, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [285800],[318936],[344316],[354544],[371030],[379428],[390058],[405428],[412314],[414017],[423490],[424415],[428721],[437162],[438865],[445443],[447064],[455526],[460606],[460936],[466371],[468755],[470376],[476394],[476544],[484112],[485815],[488517],[490208],[491044],[495812],[497856],[498006],[505020],[507648],[509533],[511917],[513538],[515904],[516040],[517607],[518714],[522441],[522591],[524400],[527028],[528913],[532982],[533118],[534716],[536760],[536910],[540326],[540491],[541997],[542112],[543138],[546299],[550136],[550272],[551870],[555266],[555431],[556799],[556949],[558758],[561386],[561924],[562074],[563271],[563407],[570138],[570303],[571671],[571821],[573602],[574721],[574871],[576005],[579842],[579978],[580454],[581411],[581576],[586219],[587338],[587488],[588622],[590263],[591176],[595257],[595422],[596790],[596940],[600725],[601638],[604050],[606966],[608085],[608235],[609369],[612517],[617437],[618350],[625620]
   ]
cell #2742 :
  |C| = 175
  W-rep = phi[[1, 1, 1, 1],[2, 1]]+phi[[1, 1, 1],[2, 1, 1]]
  special rep = phi[[1, 1, 1],[2, 1, 1]] , dim = 105
  orbit = [3, 3, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [518472],[540670],[555610],[561936],[564419],[564494],[570482],[574733],[580448],[581228],[581755],[582673],[587350],[590275],[591170],[593354],[595601],[596471],[596648],[596802],[600737],[601632],[604044],[606362],[606539],[608097],[609104],[609363],[612511],[616970],[617449],[618344],[619158],[625245],[625614],
     [269597,530834],[296311,547988],[329272,567096],[350731,577694],[364562,546022],[364637,584658],[383196,592215],[390923,595989],[399768,566871],[409196,602677],[414882,604765],[417022,575728],[417097,605405],[439730,613232],[441870,588345],[441945,613872],[445622,615172],[449866,591990],[459294,619389],[467519,600246],[467594,621572],[468934,621848],[473178,602452],[476406,623889],[486680,626335],[488820,609092],[488895,626975],[495464,611825],[495991,628655],[496909,612148],[497868,629006],[505014,615132],[510681,616958],[510756,631547],[512096,631823],[516340,619164],[522122,599840],[522299,621332],[522453,634103],[524394,621808],[530061,623634],[530136,635349],[534368,624928],[534895,636005],[535813,625251],[536772,636356],[546034,611837],[546293,628615],[551522,630045],[552049,638734],[552967,630368],[556480,616552],[556657,631307],[556811,639324],[558752,631783],[566865,621326],[568235,603816],[571352,623228],[571529,635109],[571683,641208],[575740,624940],[575999,635965],[585615,614829],[585792,615006],[588357,630057],[588616,638694],[591984,631301],[600258,623646],[602446,635103],[612142,630362]
   ]
cell #2743 :
  |C| = 175
  W-rep = phi[[1, 1, 1, 1],[2, 1]]+phi[[1, 1, 1],[2, 1, 1]]
  special rep = phi[[1, 1, 1],[2, 1, 1]] , dim = 105
  orbit = [3, 3, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [542938],[562241],[575038],[580469],[582676],[582744],[587655],[591191],[595991],[596651],[597107],[597921],[601653],[604065],[604767],[606542],[608402],[609107],[609257],[609384],[612532],[613234],[615174],[616973],[617123],[618365],[619179],[619391],[621850],[625266],[625635],[626337],[626977],[631549],[631825],
     [305379,553656],[332335,568528],[365200,584845],[386259,593647],[399771,566883],[399839,599499],[417660,605592],[425241,608716],[433620,584670],[442508,614059],[447890,615723],[449869,592002],[449937,616211],[471202,622399],[473181,602464],[473249,622887],[476711,623918],[480570,605417],[489458,627162],[496912,612160],[496980,628835],[498173,629035],[502032,613884],[505035,630576],[514364,632374],[516343,619176],[516411,632862],[522302,621344],[522758,634132],[523572,621584],[524415,634378],[530836,623891],[535816,625263],[535884,636185],[537077,636385],[540936,626987],[546037,611840],[546187,628667],[546314,638066],[547990,629008],[552970,630380],[553038,638914],[556660,631319],[557116,639353],[557930,631559],[558773,639599],[566886,621347],[567098,634105],[571532,635121],[571988,641237],[572802,635361],[575743,624943],[575893,636017],[576020,641623],[577696,636358],[584660,628657],[585795,615009],[588360,630060],[588510,638746],[588637,642867],[592005,631322],[592217,639326],[600261,623649],[600411,623799],[602467,635124],[602679,641210],[605407,636007],[612163,630383],[613874,638736],[621574,635351]
   ]
cell #2744 :
  |C| = 189
  W-rep = phi[[2, 1, 1, 1],[1, 1]]+phi[[2, 1, 1],[1, 1, 1]]
  special rep = phi[[2, 1, 1],[1, 1, 1]] , dim = 105
  orbit = [4, 2, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     21 tau_infinity subcells with 1 member(s)
     84 tau_infinity subcells with 2 member(s)
  subcells = [
     [491175],[516742],[518593],[536215],[541065],[541305],[543025],[558059],[558299],[562579],[562780],[577096],[577297],[580857],[580967],[592983],[593093],[596316],[605180],[606207],[616033],
     [257054,465676],[287063,543716],[292550,495243],[310978,508838],[327751,566598],[328577,522072],[337934,528218],[346970,534147],[364461,545911],[366917,547387],[373684,551301],[381675,591717],[382501,556430],[391858,562576],[400170,567384],[402021,568014],[407675,602179],[408501,571302],[416921,575617],[419377,577093],[426144,581007],[431838,611235],[433749,546641],[433989,585073],[435709,585565],[441769,588234],[444225,589710],[450268,592503],[452119,593133],[458599,596421],[462143,620670],[465679,567387],[465880,599790],[467418,600135],[473580,602965],[475431,603595],[480699,576347],[480939,605820],[482659,606312],[488719,608981],[491985,628192],[494975,611455],[495093,611680],[495203,585033],[497311,553369],[502161,588964],[502401,614287],[504121,614779],[508841,592506],[509042,616502],[510580,616847],[519323,620643],[521695,621060],[521967,599633],[523701,572931],[523941,573171],[528221,602968],[528422,623178],[529960,623523],[533879,624558],[533997,624783],[534107,605780],[545671,611428],[547390,589713],[547591,589914],[551033,629675],[551151,629900],[551261,614247],[556053,631035],[556325,616345],[566342,633927],[567864,603445],[567974,603555],[570925,634837],[571197,623021],[575377,624531],[584073,637941],[584433,613647],[585460,614674],[587994,629648],[598599,620888],[599036,633900],[599321,622709],[610896,628342]
   ]
cell #2745 :
  |C| = 175
  W-rep = phi[[1, 1, 1, 1],[2, 1]]+phi[[1, 1, 1],[2, 1, 1]]
  special rep = phi[[1, 1, 1],[2, 1, 1]] , dim = 105
  orbit = [3, 3, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [564318],[580739],[591461],[596044],[597933],[597993],[601923],[604820],[608741],[609269],[609654],[610359],[613287],[615311],[615748],[617135],[618635],[619227],[619314],[619444],[621987],[622424],[623999],[625314],[625401],[626390],[627030],[627187],[629116],[631602],[631962],[632399],[632887],[636210],[636466],
     [341483,573422],[368197,586039],[400379,599660],[420657,606786],[433632,584710],[433692,611595],[450477,616372],[457773,618891],[465578,599534],[473789,623048],[478788,624338],[480582,605457],[480642,624698],[500250,629455],[502044,613924],[502104,629815],[505305,630645],[508740,616246],[516951,633023],[523584,621624],[523644,634272],[524685,634447],[528120,622922],[530889,635542],[539154,636805],[540948,627027],[541008,637165],[546199,628791],[546584,638135],[547289,628870],[548043,638271],[553681,630618],[557942,631599],[558002,639493],[559043,639668],[562478,632897],[566934,621514],[567021,634223],[567151,640838],[568553,634420],[572814,635401],[572874,641377],[575905,636141],[576290,641692],[576995,636220],[577749,641828],[584713,628794],[584870,638108],[588522,638870],[588907,642936],[589612,638949],[592053,631489],[592140,639444],[592270,643147],[593672,639641],[599524,634213],[600423,623811],[602515,635291],[602602,641328],[602732,643927],[605460,636144],[605617,641665],[612211,630431],[612298,630518],[613927,638873],[614084,642909],[616236,639434],[621627,635404],[622912,641318],[628860,638939]
   ]
cell #2746 :
  |C| = 189
  W-rep = phi[[2, 1, 1, 1],[1, 1]]+phi[[2, 1, 1],[1, 1, 1]]
  special rep = phi[[2, 1, 1],[1, 1, 1]] , dim = 105
  orbit = [4, 2, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     21 tau_infinity subcells with 1 member(s)
     84 tau_infinity subcells with 2 member(s)
  subcells = [
     [518601],[541313],[543051],[558307],[562587],[562806],[564390],[577104],[577323],[581018],[581199],[593144],[593325],[596333],[596422],[606224],[606313],[608982],[616050],[616848],[624559],
     [292558,433738],[323315,519322],[328603,465667],[346978,480688],[363761,545670],[364533,495202],[373692,502150],[382527,508829],[399679,521966],[402029,523690],[408527,528209],[416221,575376],[416993,534106],[426152,541054],[433997,546630],[435735,547378],[441069,587993],[441841,551260],[449777,556324],[452127,558048],[458625,562567],[463988,599035],[465687,567395],[465906,567375],[467490,567973],[473089,571196],[475439,572920],[480947,576336],[482685,577084],[488791,580966],[492175,610895],[495254,585084],[495435,585032],[496820,585459],[502409,588953],[504147,589701],[508849,592514],[509068,592494],[510652,593092],[516251,596315],[519340,620642],[521885,599320],[521984,599632],[522073,599791],[523949,573179],[528229,602976],[528448,602956],[530032,603554],[534158,605831],[534339,605779],[535724,606206],[543717,628193],[545688,611427],[545912,611681],[547398,589721],[547617,589940],[551312,614298],[551493,614246],[552878,614673],[556243,616032],[556342,616344],[556431,616503],[566599,621061],[568025,603606],[568206,603787],[571115,622708],[571214,623020],[571303,623179],[575394,624530],[575618,624784],[584263,628341],[585477,614691],[585566,614780],[588011,629647],[588235,629901],[591718,631036],[599053,633899],[599338,622726],[600136,623524],[602180,634838],[610913,628359],[611236,637942],[611456,629676],[620671,633928]
   ]
cell #2747 :
  |C| = 175
  W-rep = phi[[1, 1, 1, 1],[2, 1]]+phi[[1, 1, 1],[2, 1, 1]]
  special rep = phi[[1, 1, 1],[2, 1, 1]] , dim = 105
  orbit = [3, 3, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [582584],[596234],[605010],[608758],[610363],[610414],[613477],[615765],[618892],[619318],[619634],[620230],[622441],[624016],[624339],[625405],[626580],[627034],[627103],[627204],[629133],[629456],[630646],[631606],[631675],[632416],[632904],[633024],[634448],[636227],[636483],[636806],[637166],[639494],[639669],
     [377239,553680],[403239,568552],[434183,584869],[453337,593671],[465582,566926],[465633,599523],[481133,605616],[488019,608740],[495166,584705],[502595,614083],[507150,615747],[508744,592045],[508795,616235],[526530,622423],[528124,602507],[528175,622911],[531079,623998],[534070,605452],[541499,627186],[547293,612203],[547344,628859],[548233,629115],[551224,613919],[553698,630617],[560888,632398],[562482,619219],[562533,632886],[567025,621506],[567341,634212],[567937,621619],[568570,634419],[573423,635543],[576999,625306],[577050,636209],[577939,636465],[580930,627022],[584717,628798],[584786,628786],[584887,638107],[586040,638272],[589616,630423],[589667,638938],[592144,631481],[592460,639433],[593056,631594],[593689,639640],[599541,634230],[599661,640839],[602606,635283],[602922,641317],[603518,635396],[605464,636148],[605533,636136],[605634,641664],[606787,641829],[611596,638136],[612302,630522],[613931,638877],[614000,638865],[614101,642908],[616253,639451],[616373,643148],[621631,635408],[621700,635477],[622929,641335],[623049,643928],[624699,641693],[628877,638956],[629816,642937],[634273,641378]
   ]
cell #2748 :
  |C| = 105
  W-rep = phi[[1, 1],[2, 2, 1]]
  special rep = phi[[1, 1],[2, 2, 1]] , dim = 105
  orbit = [3, 3, 3, 3, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [285702],[318838],[344218],[354533],[370932],[379417],[390065],[405417],[412303],[414024],[423392],[424422],[437151],[438872],[445450],[447071],[455515],[460508],[466360],[468762],[470383],[476446],[476551],[484101],[485822],[490197],[491454],[495819],[497908],[498013],[505063],[509522],[511924],[513545],[515893],[517614],[518429],[522493],[522598],[524443],[528902],[532971],[534723],[536812],[536917],[540175],[540498],[542119],[542862],[546342],[550125],[551877],[555115],[555438],[556851],[556956],[558801],[561777],[561976],[562081],[563260],[569987],[570310],[571723],[571828],[574574],[574773],[574878],[576048],[579831],[580148],[580497],[581583],[587191],[587390],[587495],[588665],[590476],[590870],[591219],[595106],[595429],[596842],[596947],[598126],[600938],[601332],[601681],[604188],[604212],[607938],[608137],[608242],[609412],[610175],[610498],[612655],[612679],[617650],[618044],[618393],[620043],[625758],[625782],[627509]
   ]
cell #2749 :
  |C| = 189
  W-rep = phi[[2, 1, 1, 1],[1, 1]]+phi[[2, 1, 1],[1, 1, 1]]
  special rep = phi[[2, 1, 1],[1, 1, 1]] , dim = 105
  orbit = [4, 2, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     21 tau_infinity subcells with 1 member(s)
     84 tau_infinity subcells with 2 member(s)
  subcells = [
     [491176],[516743],[518592],[536216],[541066],[541304],[543017],[558060],[558298],[562578],[562772],[577095],[577289],[580821],[580964],[592947],[593090],[596292],[605144],[606183],[616009],
     [257055,399897],[292549,433729],[310979,449995],[328569,465618],[337935,473307],[346969,480679],[359630,491962],[364381,495070],[366918,497038],[373683,502141],[382493,508780],[391859,516469],[399108,521672],[400171,522816],[402020,523681],[408493,528160],[416841,533974],[419378,535942],[426143,541045],[433750,546642],[433988,546621],[435701,547329],[441689,551128],[444226,553096],[449206,556030],[450269,557174],[452118,558039],[458591,562518],[465678,567386],[465872,567326],[467338,567841],[472518,570902],[473581,572046],[475430,572911],[480700,576348],[480938,576327],[482651,577035],[488639,580834],[493854,584050],[494570,584410],[495057,584826],[495200,585030],[497312,553370],[502162,588965],[502400,588944],[504113,589652],[508840,592505],[509034,592445],[510500,592960],[519831,598576],[521394,599277],[521943,599630],[523702,572932],[523940,573170],[528220,602967],[528414,602907],[529880,603422],[533474,605157],[533961,605573],[534104,605777],[543968,610852],[545437,611425],[547389,589712],[547583,589906],[550628,613624],[551115,614040],[551258,614244],[555752,615989],[556301,616342],[565195,620640],[565937,620865],[567828,603409],[567971,603552],[570624,622665],[571173,623018],[575143,624528],[583772,628298],[584397,613611],[585436,614650],[587760,629645],[598563,620852],[598802,633897],[599297,622685],[610872,628318]
   ]
cell #2750 :
  |C| = 175
  W-rep = phi[[1, 1, 1, 1],[2, 1]]+phi[[1, 1, 1],[2, 1, 1]]
  special rep = phi[[1, 1, 1],[2, 1, 1]] , dim = 105
  orbit = [3, 3, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [564238],[580334],[591056],[595743],[601518],[604519],[608507],[612986],[615275],[615514],[618230],[620242],[620347],[621951],[622190],[623975],[626089],[627115],[627695],[627858],[629092],[631687],[631926],[632165],[632944],[632968],[633275],[636267],[636291],[636442],[637207],[637446],[639535],[640184],[641749],
     [412090,530866],[436938,548020],[466147,567128],[483888,577726],[495178,546074],[495283,584690],[509309,592247],[515680,596021],[522048,566914],[528689,602709],[532758,604797],[534082,575780],[534187,605437],[549912,613264],[551236,588397],[551341,613904],[554189,615288],[556406,592033],[563047,619421],[567949,600298],[568054,621604],[569061,621964],[571278,602495],[573674,623955],[579618,626367],[580942,609144],[581047,627007],[584798,612038],[585378,628771],[585541,612191],[586291,629072],[590314,630615],[593068,617010],[593173,631579],[594180,631939],[596397,619207],[599581,621470],[599605,621494],[599912,634169],[600776,634417],[603530,623686],[603635,635381],[605545,625141],[606125,636121],[606288,625294],[607038,636422],[611637,628758],[611876,638105],[614012,630258],[614592,638850],[614755,630411],[616293,631445],[616317,631469],[616624,639390],[617488,639638],[621186,634189],[621712,635489],[622969,635247],[622993,635271],[623300,641274],[624740,636108],[624979,641662],[628917,638996],[628941,639020],[629857,638837],[630096,642906],[631161,639410],[634314,641419],[634963,641294],[638192,642993]
   ]
cell #2751 :
  |C| = 126
  W-rep = phi[[2, 1, 1],[1, 1, 1]]+phi[[],[3, 2, 2]]
  special rep = phi[[2, 1, 1],[1, 1, 1]] , dim = 105
  orbit = [4, 2, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     84 tau_infinity subcells with 1 member(s)
     21 tau_infinity subcells with 2 member(s)
  subcells = [
     [433726],[461850],[465657],[480676],[494682],[495205],[502138],[508819],[521997],[523678],[528199],[533586],[534109],[541042],[546618],[547368],[550740],[551263],[556355],[558036],[562557],[566049],[567320],[567365],[567976],[571227],[572908],[576324],[577074],[580969],[583295],[585020],[585035],[585490],[588941],[589691],[592439],[592484],[593095],[596346],[598418],[599435],[599641],[599746],[601957],[602901],[602946],[603557],[605767],[605782],[606237],[610785],[611492],[611684],[613456],[613501],[614234],[614249],[614704],[616147],[616353],[616458],[621099],[622574],[622589],[622823],[623029],[623134],[624595],[624787],[628456],[629436],[629541],[629712],[629904],[631074],[633964],[634373],[634676],[634876],[637936],[637980],[638245],[640742],
     [564352,598027],[580773,609688],[582608,610438],[591495,618669],[596213,619613],[596258,619658],[597835,620269],[604989,626559],[605034,626604],[608891,627337],[608906,627352],[615898,632549],[615913,632564],[618872,633004],[618977,633109],[624319,636786],[624424,636891],[626761,637254],[630571,639594],[630874,639897],[635516,641802]
   ]
cell #2752 :
  |C| = 140
  W-rep = phi[[1, 1, 1],[2, 1, 1]]+phi[[1],[2, 2, 2]]
  special rep = phi[[1, 1, 1],[2, 1, 1]] , dim = 105
  orbit = [3, 3, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     70 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [445234],[465664],[468546],[495235],[495603],[508826],[511708],[522078],[528206],[534139],[534507],[540282],[547375],[551293],[551661],[555222],[556436],[562564],[567372],[568006],[570094],[571308],[573558],[577081],[580999],[581367],[585027],[585065],[585571],[586175],[589698],[590133],[592491],[593125],[595213],[596427],[599781],[599796],[600595],[602953],[603587],[603957],[605774],[605812],[606318],[606922],[611695],[611764],[612424],[613508],[614241],[614279],[614785],[616493],[616508],[617307],[621239],[622581],[622619],[623169],[623184],[624798],[624867],[625527],[629576],[629915],[629984],[631214],[634756],[635016],
     [490938,610282],[515420,619027],[532498,624474],[539815,626772],[549652,629591],[554755,630885],[561475,632713],[569627,634687],[573543,635537],[574272,635721],[579358,636941],[582615,610445],[582838,627888],[586160,638266],[586889,638450],[590202,639053],[594746,639908],[596265,619665],[597653,633159],[597865,620299],[600664,640937],[605041,626611],[606907,641823],[607636,642007],[608898,627344],[608936,627382],[609815,637265],[615905,632556],[615943,632594],[617376,643246],[619012,633144],[619741,640237],[624459,636926],[626841,637334],[630954,639977]
   ]
cell #2753 :
  |C| = 105
  W-rep = phi[[1, 1],[2, 2, 1]]
  special rep = phi[[1, 1],[2, 2, 1]] , dim = 105
  orbit = [3, 3, 3, 3, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [250100],[282750],[308173],[318379],[335129],[343759],[354484],[370473],[377550],[379368],[389053],[390053],[403550],[405368],[412254],[414012],[422933],[428035],[434494],[437102],[438860],[445261],[445438],[453648],[455466],[460049],[461306],[466311],[468573],[468750],[476389],[481444],[484052],[485810],[488330],[490148],[490995],[495630],[495807],[497851],[502906],[507461],[509473],[511735],[511912],[515477],[515844],[517602],[518380],[522436],[526841],[528853],[532555],[532922],[534534],[534711],[536755],[540126],[540309],[540486],[541810],[549709],[550076],[551688],[551865],[555066],[555249],[555426],[556794],[561199],[561507],[561919],[563211],[569938],[570121],[570298],[571666],[573585],[574304],[574716],[579415],[579782],[581394],[581571],[582895],[586202],[586921],[587333],[590234],[590258],[595057],[595240],[595417],[596785],[597710],[598077],[600696],[600720],[606949],[607668],[608080],[610126],[617408],[617432],[619773]
   ]
cell #2754 :
  |C| = 140
  W-rep = phi[[1, 1, 1],[2, 1, 1]]+phi[[1],[2, 2, 2]]
  special rep = phi[[1, 1, 1],[2, 1, 1]] , dim = 105
  orbit = [3, 3, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     70 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [505012],[522105],[524392],[546017],[546291],[556463],[558750],[566863],[571335],[575723],[575997],[580446],[585598],[588340],[588614],[591168],[591982],[596454],[599823],[600241],[601630],[602444],[604042],[606345],[609087],[609361],[611796],[611820],[612140],[612509],[614812],[615130],[616535],[616953],[618342],[619156],[621311],[621324],[621806],[623211],[623629],[623888],[624899],[624923],[625243],[625612],[628613],[628633],[629005],[629618],[630016],[630040],[630360],[631286],[631299],[631781],[634102],[634788],[634812],[635088],[635101],[635963],[635983],[636355],[638522],[638692],[638712],[639323],[641089],[641207],
     [542850,627807],[561765,632798],[574562,635806],[580108,637062],[587179,638535],[590830,639185],[595702,640097],[601292,641069],[604029,641493],[604478,641537],[607926,642092],[610309,627915],[610486,637710],[612496,642737],[612945,642781],[615150,643051],[618004,643378],[619054,633186],[620031,640322],[620185,633604],[621826,643831],[624501,636968],[625599,644153],[626048,644197],[626873,637366],[626897,637390],[627469,642249],[630986,640009],[631010,640033],[631801,644642],[632785,640309],[633234,643516],[635793,642079],[637082,642269],[639205,643398]
   ]
cell #2755 :
  |C| = 189
  W-rep = phi[[2, 1, 1, 1],[1, 1]]+phi[[2, 1, 1],[1, 1, 1]]
  special rep = phi[[2, 1, 1],[1, 1, 1]] , dim = 105
  orbit = [4, 2, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     21 tau_infinity subcells with 1 member(s)
     84 tau_infinity subcells with 2 member(s)
  subcells = [
     [461037],[489238],[491168],[511099],[516480],[516735],[518564],[535953],[536208],[541058],[541276],[558052],[558270],[562388],[562520],[576905],[577037],[580836],[591679],[592962],[605159],
     [222725,433739],[251464,519321],[257047,465666],[275185,480689],[291656,545669],[292521,495201],[301899,502151],[310971,508828],[328499,521965],[331015,523691],[337927,528208],[346076,575375],[346941,534105],[356319,541055],[364980,546631],[366910,547377],[372790,587992],[373655,551259],[382423,556323],[384939,558049],[391851,562566],[397801,599034],[399908,522827],[400163,567374],[401992,567972],[408423,571195],[410939,572921],[417440,576337],[419370,577083],[426115,580965],[429770,610894],[433742,546634],[433960,585031],[435631,585458],[442288,588954],[444218,589700],[450006,557185],[450261,592493],[452090,593091],[458521,596314],[461918,620641],[465350,599319],[465488,599631],[465620,567328],[467937,530479],[473318,572057],[473573,602955],[475402,603553],[480692,576340],[480910,605778],[482581,606205],[491964,610854],[494750,611426],[495072,584828],[497049,553107],[497304,553362],[502154,588957],[502372,614245],[504043,614672],[508512,616031],[508650,616343],[508782,592447],[521674,599279],[523694,572924],[523912,573142],[527892,622707],[528030,623019],[528162,602909],[533654,624529],[533976,605575],[545341,628340],[547199,589522],[547331,589654],[550808,629646],[551130,614042],[556032,615991],[566117,633898],[566560,602141],[567843,603424],[570904,622667],[583482,611197],[584052,628300],[584412,613626],[598578,620867]
   ]
cell #2756 :
  |C| = 175
  W-rep = phi[[1, 1, 1, 1],[2, 1]]+phi[[1, 1, 1],[2, 1, 1]]
  special rep = phi[[1, 1, 1],[2, 1, 1]] , dim = 105
  orbit = [3, 3, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [542947],[562250],[575047],[580514],[582685],[582753],[587664],[591236],[596023],[596660],[597116],[597930],[601698],[604229],[604799],[606551],[608411],[609161],[609266],[609429],[612696],[613266],[615290],[617027],[617132],[618410],[619224],[619423],[621966],[625311],[625799],[626369],[627009],[631581],[631941],
     [305388,553679],[332344,568551],[365209,584868],[386268,593670],[399780,566919],[399848,599522],[417669,605615],[425250,608739],[433629,584698],[442517,614082],[447899,615746],[449878,592038],[449946,616234],[471211,622422],[473190,602500],[473258,622910],[476720,623997],[480579,605445],[489467,627185],[496921,612196],[496989,628858],[498182,629114],[502041,613912],[505080,630616],[514373,632397],[516352,619212],[516420,632885],[522311,621499],[522767,634211],[523581,621612],[524460,634418],[530868,623957],[535825,625299],[535893,636208],[537086,636464],[540945,627015],[546091,612055],[546196,628779],[546359,638106],[548022,629074],[552979,630416],[553047,638937],[556669,631474],[557125,639432],[557939,631587],[558818,639639],[566931,621511],[567130,634171],[571541,635276],[571997,641316],[572811,635389],[575797,625158],[575902,636129],[576065,641663],[577728,636424],[584692,628773],[585804,615018],[588414,630275],[588519,638858],[588682,642907],[592050,631486],[592249,639392],[600315,623703],[600420,623808],[602512,635288],[602711,641276],[605439,636123],[612208,630428],[613906,638852],[621606,635383]
   ]
cell #2757 :
  |C| = 35
  W-rep = phi[[1, 1, 1, 1],[1, 1, 1]]
  special rep = phi[[1, 1, 1, 1],[1, 1, 1]] , dim = 35
  orbit = [2, 2, 2, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 35
     35 tau_infinity subcells with 1 member(s)
  subcells = [
     [222709],[275169],[301883],[330999],[356303],[364964],[384923],[399812],[410923],[417424],[433617],[442272],[449910],[461021],[467921],[473222],[480567],[489222],[496953],[502029],[511083],[516384],[522343],[523569],[530463],[535857],[540933],[546184],[553011],[556701],[557927],[571573],[572799],[575890],[588507]
   ]
cell #2758 :
  |C| = 189
  W-rep = phi[[2, 1, 1, 1],[1, 1]]+phi[[2, 1, 1],[1, 1, 1]]
  special rep = phi[[2, 1, 1],[1, 1, 1]] , dim = 105
  orbit = [4, 2, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     21 tau_infinity subcells with 1 member(s)
     84 tau_infinity subcells with 2 member(s)
  subcells = [
     [461038],[489239],[491167],[511100],[516481],[516734],[518555],[535954],[536207],[541057],[541267],[558051],[558261],[562343],[562516],[576860],[577033],[580804],[591634],[592930],[605127],
     [222726,364698],[257046,399888],[275186,417158],[292512,433674],[301900,442006],[310970,449986],[323395,461891],[328410,465461],[331016,467655],[337926,473298],[346932,480624],[356320,488956],[363841,494723],[364981,496052],[366909,497029],[373646,502086],[382334,508623],[384940,510817],[391850,516460],[399909,522828],[400162,522807],[401983,523626],[408334,528003],[410940,530197],[416301,533627],[417441,534956],[419369,535933],[426106,540990],[433741,546633],[433951,546566],[435542,547172],[441149,550781],[442289,552110],[444217,553087],[450007,557186],[450260,557165],[452081,557984],[458432,562361],[464068,566090],[464873,566533],[465443,567069],[465616,567324],[467938,530480],[473319,572058],[473572,572037],[475393,572856],[480691,576339],[480901,576272],[482492,576878],[492580,583455],[494380,584351],[495040,584824],[497050,553108],[497303,553361],[502153,588956],[502363,588889],[503954,589495],[508035,591652],[508605,592188],[508778,592443],[519641,598517],[521377,599275],[523693,572923],[523903,573133],[527415,602114],[527985,602650],[528158,602905],[533284,605098],[533944,605571],[543951,610850],[544864,611170],[547154,589477],[547327,589650],[550438,613565],[551098,614038],[555735,615987],[565747,620806],[566515,602096],[567811,603392],[570607,622663],[583437,611152],[583755,628296],[584380,613594],[598546,620835]
   ]
cell #2759 :
  |C| = 189
  W-rep = phi[[2, 1, 1, 1],[1, 1]]+phi[[2, 1, 1],[1, 1, 1]]
  special rep = phi[[2, 1, 1],[1, 1, 1]] , dim = 105
  orbit = [4, 2, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     21 tau_infinity subcells with 1 member(s)
     84 tau_infinity subcells with 2 member(s)
  subcells = [
     [461048],[489249],[491180],[511110],[516578],[516747],[518565],[536051],[536220],[541150],[541277],[558144],[558271],[562389],[562597],[576906],[577114],[580841],[591680],[592967],[605164],
     [222736,433819],[251465,519324],[257059,465738],[275196,480769],[291657,545672],[292522,495267],[301910,502231],[310983,508900],[328500,521968],[331026,523771],[337939,528280],[346077,575378],[346942,534171],[356330,541135],[364991,547099],[366922,547449],[372791,587995],[373656,551325],[382424,556326],[384950,558129],[391863,562638],[397802,599037],[400006,523377],[400175,567771],[401993,568038],[408424,571198],[410950,573001],[417451,576805],[419382,577155],[426116,581031],[429771,610897],[433834,547114],[433961,585362],[435632,585461],[442299,589422],[444230,589772],[450104,557735],[450273,592890],[452091,593157],[458522,596317],[461919,620650],[465351,599322],[465489,599850],[465697,567730],[467948,530490],[473416,572607],[473585,603352],[475403,603619],[480784,576820],[480911,606109],[482582,606208],[491969,610869],[494751,611435],[495077,585108],[497147,553205],[497316,553374],[502246,589437],[502373,614576],[504044,614675],[508513,616034],[508651,616562],[508859,592849],[521679,599294],[523786,573016],[523913,573143],[527893,622710],[528031,623238],[528239,603311],[533655,624538],[533981,605855],[545342,628343],[547200,589523],[547408,589731],[550809,629655],[551135,614322],[556037,616006],[566118,633907],[566561,602142],[567848,603429],[570909,622682],[583483,611198],[584057,628315],[584417,613631],[598583,620872]
   ]
cell #2760 :
  |C| = 189
  W-rep = phi[[2, 1, 1, 1],[1, 1]]+phi[[2, 1, 1],[1, 1, 1]]
  special rep = phi[[2, 1, 1],[1, 1, 1]] , dim = 105
  orbit = [4, 2, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     21 tau_infinity subcells with 1 member(s)
     84 tau_infinity subcells with 2 member(s)
  subcells = [
     [461049],[489250],[491179],[511111],[516579],[516746],[518556],[536052],[536219],[541149],[541268],[558143],[558262],[562344],[562592],[576861],[577109],[580808],[591635],[592934],[605131],
     [222737,433831],[257058,465749],[275197,480781],[292513,495264],[301911,502243],[310982,508911],[323396,565196],[328411,521944],[331027,523783],[337938,528291],[346933,534168],[356331,541147],[363842,545438],[364992,547111],[366921,547460],[373647,551322],[382335,556302],[384951,558141],[391862,562649],[400007,523378],[400174,567782],[401984,568035],[408335,571174],[410951,573013],[416302,575144],[417452,576817],[419381,577166],[426107,581028],[433833,547113],[433952,585359],[435543,585437],[441150,587761],[442300,589434],[444229,589783],[450105,557736],[450272,592901],[452082,593154],[458433,596293],[464069,598803],[464874,599298],[465444,599847],[465692,567725],[467949,530491],[473417,572608],[473584,603363],[475394,603616],[480783,576819],[480902,606106],[482493,606184],[492581,610873],[494381,611432],[495044,585103],[497148,553206],[497315,553373],[502245,589436],[502364,614573],[503955,614651],[508036,616010],[508606,616559],[508854,592844],[519642,620647],[521381,599289],[523785,573015],[523904,573134],[527416,622686],[527986,623235],[528234,603306],[533285,624535],[533948,605850],[543955,610864],[544865,628319],[547155,589478],[547403,589726],[550439,629652],[551102,614317],[555739,616001],[565748,633904],[566516,602097],[567815,603396],[570611,622677],[583438,611153],[583759,628310],[584384,613598],[598550,620839]
   ]
cell #2761 :
  |C| = 189
  W-rep = phi[[2, 1, 1, 1],[1, 1]]+phi[[2, 1, 1],[1, 1, 1]]
  special rep = phi[[2, 1, 1],[1, 1, 1]] , dim = 105
  orbit = [4, 2, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     21 tau_infinity subcells with 1 member(s)
     84 tau_infinity subcells with 2 member(s)
  subcells = [
     [461050],[489251],[491178],[511112],[516580],[516745],[518548],[536053],[536218],[541148],[541260],[558142],[558254],[562336],[562591],[576853],[577108],[580807],[591627],[592933],[605130],
     [222738,364802],[257057,399986],[275198,417262],[292505,433754],[301912,442110],[310981,450084],[328331,465425],[331028,467759],[337937,473396],[346925,480704],[356332,489060],[363191,494362],[364993,496670],[366920,497127],[373639,502166],[382255,508587],[384952,510921],[391861,516558],[395783,519623],[400008,523379],[400173,523357],[401976,523706],[408255,527967],[410952,530301],[415651,533266],[417453,535574],[419380,536031],[426099,541070],[433832,547112],[433944,547034],[435463,547136],[440499,550420],[442301,552728],[444228,553185],[450106,557737],[450271,557715],[452074,558064],[458353,562325],[463418,565729],[464794,566497],[465436,567409],[465691,567724],[467950,530492],[473418,572609],[473583,572587],[475386,572936],[480782,576818],[480894,576740],[482413,576842],[492501,583419],[494373,584366],[495043,585102],[497149,553207],[497314,553372],[502244,589435],[502356,589357],[503875,589459],[507956,591616],[508598,592528],[508853,592843],[519634,598532],[521380,599288],[523784,573014],[523896,573126],[527336,602078],[527978,602990],[528233,603305],[533277,605113],[533947,605849],[543954,610863],[544785,611134],[547147,589470],[547402,589725],[550431,613580],[551101,614316],[555738,616000],[565740,620821],[566508,602089],[567814,603395],[570610,622676],[583430,611145],[583758,628309],[584383,613597],[598549,620838]
   ]
cell #2762 :
  |C| = 189
  W-rep = phi[[2, 1, 1, 1],[1, 1]]+phi[[2, 1, 1],[1, 1, 1]]
  special rep = phi[[2, 1, 1],[1, 1, 1]] , dim = 105
  orbit = [4, 2, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     21 tau_infinity subcells with 1 member(s)
     84 tau_infinity subcells with 2 member(s)
  subcells = [
     [461060],[489261],[491190],[511122],[516682],[516757],[518549],[536155],[536230],[541247],[541261],[558241],[558255],[562337],[562676],[576854],[577193],[580812],[591628],[592938],[605135],
     [222748,292795],[257069,328836],[275208,347215],[292506,364714],[301922,373929],[310993,382760],[328332,399564],[331038,402266],[337949,408760],[346926,417174],[356342,426389],[363192,432531],[365003,435425],[366932,435968],[373640,442022],[382256,449662],[384962,452364],[391873,458858],[395784,462336],[400110,467149],[400185,467224],[401977,467671],[408256,472974],[410962,475676],[415652,479481],[417463,482375],[419392,482918],[426100,488972],[433931,496568],[433945,496582],[435464,496705],[440500,500943],[442311,503837],[444240,504380],[450208,510311],[450283,510386],[452075,510833],[458354,516136],[463419,520429],[464795,521505],[465437,522854],[465776,523193],[467960,530502],[473520,529691],[473595,529766],[475387,530213],[480881,535472],[480895,535486],[482414,535609],[492502,544079],[494374,545508],[495048,546657],[497251,553309],[497326,553384],[502343,552626],[502357,552640],[503876,552763],[507957,555863],[508599,557212],[508938,557551],[519635,565266],[521385,566470],[523883,573113],[523897,573127],[527337,570735],[527979,572084],[528318,572423],[533278,575214],[533952,576363],[543959,583392],[544786,583883],[547148,589471],[547487,589810],[550432,587831],[551106,588980],[555743,591589],[565741,598873],[566509,602090],[567819,603400],[570615,602051],[583431,611146],[583763,611107],[584388,613602],[598554,620843]
   ]
cell #2763 :
  |C| = 126
  W-rep = phi[[2, 1, 1],[1, 1, 1]]+phi[[],[3, 2, 2]]
  special rep = phi[[2, 1, 1],[1, 1, 1]] , dim = 105
  orbit = [4, 2, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     84 tau_infinity subcells with 1 member(s)
     21 tau_infinity subcells with 2 member(s)
  subcells = [
     [222842],[257166],[275302],[292617],[302016],[311090],[323405],[328420],[331132],[338046],[347037],[356436],[363851],[365756],[367029],[373751],[382344],[385056],[391970],[400729],[400902],[402088],[408344],[411056],[416311],[418216],[419489],[426211],[434503],[434627],[435552],[441159],[443064],[444337],[450827],[451000],[452186],[458442],[464078],[464883],[466003],[466291],[471758],[474139],[474312],[475498],[481453],[481577],[482502],[492590],[494426],[495529],[500600],[500773],[502915],[503039],[503964],[508045],[509165],[509453],[519687],[521414],[526850],[526974],[527425],[528545],[528833],[533330],[534433],[543988],[544874],[549768],[550056],[550484],[551587],[555772],[565793],[568442],[570020],[570644],[583644],[583792],[585940],[598702],
     [394128,461154],[425797,490014],[428456,491287],[448446,514920],[458123,517301],[458296,517474],[460882,518660],[479138,539504],[479311,539677],[488339,541819],[488463,541943],[507470,561208],[507594,561332],[515536,562903],[515824,563191],[532614,579474],[532902,579762],[540208,581293],[553570,593561],[555148,595139],[573323,606687]
   ]
cell #2764 :
  |C| = 126
  W-rep = phi[[2, 1, 1],[1, 1, 1]]+phi[[],[3, 2, 2]]
  special rep = phi[[2, 1, 1],[1, 1, 1]] , dim = 105
  orbit = [4, 2, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     84 tau_infinity subcells with 1 member(s)
     21 tau_infinity subcells with 2 member(s)
  subcells = [
     [222843],[257165],[275303],[292608],[302017],[311089],[328339],[331133],[338045],[347028],[356437],[363199],[365757],[367028],[373742],[382263],[385057],[391969],[395791],[400730],[400901],[402079],[408263],[411057],[415659],[418217],[419488],[426202],[434502],[434618],[435471],[440507],[443065],[444336],[450828],[450999],[452177],[458361],[463426],[464802],[465994],[466290],[471759],[474140],[474311],[475489],[481452],[481568],[482421],[492509],[494417],[495528],[500601],[500772],[502914],[503030],[503883],[507964],[509156],[509452],[519678],[521413],[526849],[526965],[527344],[528536],[528832],[533321],[534432],[543987],[544793],[549759],[550055],[550475],[551586],[555771],[565784],[568433],[570019],[570643],[583635],[583791],[585939],[598701],
     [394129,461155],[425798,490015],[428455,491286],[448447,514921],[458124,517302],[458295,517473],[460873,518651],[479139,539505],[479310,539676],[488338,541818],[488454,541934],[507469,561207],[507585,561323],[515527,562894],[515823,563190],[532605,579465],[532901,579761],[540207,581292],[553561,593552],[555147,595138],[573322,606686]
   ]
cell #2765 :
  |C| = 105
  W-rep = phi[[1, 1],[2, 2, 1]]
  special rep = phi[[1, 1],[2, 2, 1]] , dim = 105
  orbit = [3, 3, 3, 3, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [250191],[282841],[308264],[318390],[335220],[343770],[354477],[370484],[377561],[379361],[389144],[390046],[394371],[403561],[405361],[412247],[414005],[422944],[428126],[428458],[434505],[437095],[438853],[445254],[445431],[453659],[455459],[458298],[460060],[460903],[466304],[468566],[468743],[476382],[479313],[481455],[484045],[485803],[488341],[488484],[490141],[491289],[495623],[495800],[497844],[500775],[502917],[507472],[507615],[509466],[511728],[511905],[515656],[515837],[517476],[517595],[518681],[522429],[526852],[526995],[528846],[532734],[532915],[534527],[534704],[536748],[539679],[540302],[540479],[541821],[541964],[549888],[550069],[551681],[551858],[553900],[555242],[555419],[556787],[561210],[561353],[561912],[563023],[563204],[568772],[570114],[570291],[571659],[573578],[574709],[579594],[579775],[581387],[581564],[586195],[587326],[590251],[593891],[595233],[595410],[596778],[600713],[606942],[608073],[617425]
   ]
cell #2766 :
  |C| = 175
  W-rep = phi[[1, 1, 1, 1],[2, 1]]+phi[[1, 1, 1],[2, 1, 1]]
  special rep = phi[[1, 1, 1],[2, 1, 1]] , dim = 105
  orbit = [3, 3, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [491042],[516038],[533116],[540324],[543056],[543136],[550270],[555264],[561911],[562811],[563405],[564417],[570136],[573600],[574708],[577328],[579976],[581023],[581226],[581409],[586217],[587325],[590250],[593149],[593352],[595255],[596469],[596777],[600712],[606360],[606964],[608072],[609079],[616945],[617424],
     [234766,505011],[260766,524391],[293231,546290],[314690,558749],[328608,522098],[328688,566862],[347651,575996],[355378,580445],[364560,546010],[374365,588613],[380262,591167],[382532,556456],[382612,591981],[406262,601629],[408532,571328],[408612,602443],[412448,604041],[417020,575716],[426825,609360],[435740,585591],[435820,612139],[437296,612508],[441868,588333],[445276,615129],[456360,618341],[458630,596447],[458710,619155],[465911,599816],[466505,621323],[467517,600234],[468588,621805],[476381,603985],[482690,606338],[482770,625242],[484246,625611],[488818,609080],[495259,585089],[495462,611813],[495645,628612],[497843,612452],[504152,614805],[504232,630359],[509073,616528],[509667,631298],[510679,616946],[511750,631780],[522120,599838],[522428,621267],[528453,623204],[529047,635100],[530059,623622],[534163,605836],[534366,624916],[534549,635962],[536747,625555],[546009,611812],[547622,589945],[551317,614303],[551520,630033],[551703,638691],[556478,616550],[556786,631242],[568030,603611],[568233,603814],[571350,623226],[571658,635044],[575715,624915],[585613,614827],[588332,630032],[600233,623621]
   ]
cell #2767 :
  |C| = 175
  W-rep = phi[[1, 1, 1, 1],[2, 1]]+phi[[1, 1, 1],[2, 1, 1]]
  special rep = phi[[1, 1, 1],[2, 1, 1]] , dim = 105
  orbit = [3, 3, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [491052],[516048],[533126],[540388],[543146],[550280],[555328],[561956],[563415],[564427],[570200],[573874],[574753],[579986],[581236],[581473],[582666],[586491],[587370],[590456],[593362],[595319],[596533],[596641],[596822],[600918],[606424],[606532],[607238],[608117],[609061],[609124],[616927],[616990],[617630],
     [234776,505047],[260776,524427],[293241,546326],[314700,558785],[328698,566898],[347661,576032],[355388,580481],[364570,584640],[374375,588649],[380272,591203],[382622,592017],[399761,566842],[406272,601665],[408622,602479],[412458,604196],[417030,605387],[426835,609396],[435830,612175],[437306,612663],[441878,613854],[445340,615213],[449859,591961],[456370,618377],[458720,619191],[466515,621478],[467527,621554],[468652,621889],[473171,602423],[476426,604104],[482780,625278],[484256,625766],[488828,626957],[495472,628581],[495709,628696],[496902,612119],[497888,612571],[504242,630395],[509677,631453],[510689,631529],[511814,631864],[516333,619135],[522184,600112],[522292,621219],[522473,621386],[529057,635255],[530069,635331],[534376,635931],[534613,636046],[535806,625222],[536792,625674],[545991,611675],[546054,612018],[551530,638660],[551767,638775],[552960,630339],[556542,616824],[556650,631194],[556831,631361],[568243,603824],[571414,623500],[571522,634996],[571703,635163],[575697,624778],[575760,625121],[585677,614891],[585785,614999],[588314,629895],[588377,630238],[600215,623603],[600278,623666]
   ]
cell #2768 :
  |C| = 70
  W-rep = phi[[1, 1, 1],[2, 2]]
  special rep = phi[[1, 1, 1],[2, 2]] , dim = 70
  orbit = [3, 3, 3, 3, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     70 tau_infinity subcells with 1 member(s)
  subcells = [
     [318437],[343817],[370531],[377608],[403608],[412128],[422991],[434552],[436976],[445307],[453706],[460107],[466185],[468619],[481502],[483926],[488388],[495321],[495676],[502964],[507519],[509347],[511781],[515718],[522151],[526899],[528727],[532796],[534225],[534580],[540355],[541868],[549950],[551379],[551734],[554227],[555295],[556509],[561257],[563085],[568092],[569099],[570167],[571381],[573841],[579656],[581085],[581440],[585416],[585644],[586458],[590359],[593211],[594218],[595286],[596500],[600079],[600821],[603673],[606163],[606391],[607205],[611921],[614630],[614858],[616791],[617533],[623467],[625024],[630141]
   ]
cell #2769 :
  |C| = 105
  W-rep = phi[[1, 1],[2, 2, 1]]
  special rep = phi[[1, 1],[2, 2, 1]] , dim = 105
  orbit = [3, 3, 3, 3, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [322073],[355089],[379973],[390113],[405973],[414072],[424420],[438920],[445498],[447069],[456071],[456998],[461207],[468810],[470381],[476549],[478013],[485870],[490753],[491075],[495867],[498011],[499475],[505025],[505150],[511972],[513543],[516071],[517662],[518474],[522596],[524405],[524530],[530841],[533149],[534771],[536915],[538379],[540546],[540672],[542117],[543169],[546304],[546429],[547995],[550303],[551925],[555486],[555612],[556954],[558763],[558888],[561938],[562079],[563438],[563543],[564496],[567103],[570358],[570484],[571826],[574735],[574876],[576010],[576135],[577701],[580009],[580459],[580584],[581631],[581757],[587352],[587493],[588627],[588752],[590277],[591181],[591306],[592222],[595477],[595603],[595996],[596804],[596945],[600739],[601643],[601768],[602684],[604055],[604772],[608099],[608240],[609374],[609499],[612522],[613239],[615179],[617451],[618355],[618480],[619396],[621855],[625625],[626342],[631830]
   ]
cell #2770 :
  |C| = 175
  W-rep = phi[[1, 1, 1, 1],[2, 1]]+phi[[1, 1, 1],[2, 1, 1]]
  special rep = phi[[1, 1, 1],[2, 1, 1]] , dim = 105
  orbit = [3, 3, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [491053],[516049],[533127],[540389],[543147],[550281],[555329],[561962],[563416],[564428],[570201],[573875],[574759],[579987],[581237],[581474],[582675],[586492],[587376],[590462],[593363],[595320],[596534],[596650],[596828],[600924],[606425],[606541],[607239],[608123],[609106],[609130],[616972],[616996],[617636],
     [234777,505051],[260777,524431],[293242,546330],[314701,558789],[328699,566902],[347662,576036],[355389,580485],[364571,584665],[374376,588653],[380273,591207],[382623,592021],[399770,566876],[406273,601669],[408623,602483],[412459,604200],[417031,605412],[426836,609400],[435831,612179],[437307,612667],[441879,613879],[445341,615227],[449868,591995],[456371,618381],[458721,619195],[466516,621482],[467528,621579],[468653,621903],[473180,602457],[476432,604125],[482781,625282],[484257,625770],[488829,626982],[495473,628662],[495710,628710],[496911,612153],[497894,612592],[504243,630399],[509678,631457],[510690,631554],[511815,631878],[516342,619169],[522185,600113],[522301,621337],[522479,621407],[529058,635259],[530070,635356],[534377,636012],[534614,636060],[535815,625256],[536798,625695],[546036,611839],[546060,612024],[551531,638741],[551768,638789],[552969,630373],[556543,616825],[556659,631312],[556837,631382],[568244,603825],[571415,623501],[571531,635114],[571709,635184],[575742,624942],[575766,625127],[585678,614892],[585794,615008],[588359,630059],[588383,630244],[600260,623648],[600284,623672]
   ]
cell #2771 :
  |C| = 175
  W-rep = phi[[1, 1, 1, 1],[2, 1]]+phi[[1, 1, 1],[2, 1, 1]]
  special rep = phi[[1, 1, 1],[2, 1, 1]] , dim = 105
  orbit = [3, 3, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [428328],[457548],[478563],[487497],[500025],[506628],[515101],[526008],[531453],[532179],[538929],[543253],[548607],[549333],[554124],[560366],[564093],[564439],[568996],[578313],[579039],[581248],[582062],[582667],[593374],[594115],[596608],[596642],[597334],[606499],[606533],[609062],[609184],[616928],[617050],
     [234883,505484],[260883,524864],[293348,546763],[314807,559222],[328805,566947],[347768,576469],[355495,539833],[364582,584644],[374482,589086],[380379,554773],[382729,592066],[399762,566848],[406379,569645],[408729,602528],[413136,573771],[417042,605391],[426942,609833],[435937,612224],[437984,586388],[441890,613858],[445929,590322],[449860,591967],[456477,594764],[458827,619240],[467193,600009],[467539,621558],[469241,600784],[473172,602429],[476938,573672],[482887,625327],[484934,607135],[488840,626961],[495484,628585],[496298,611884],[496903,612125],[498400,586289],[504349,630444],[510355,616721],[510701,631533],[512403,617496],[516334,619141],[522259,567715],[522293,621225],[522985,599910],[529735,623397],[530081,635335],[534388,635935],[535202,624987],[535807,625228],[537304,607036],[545992,611676],[546114,585313],[551542,638664],[552356,630104],[552961,630345],[556617,592834],[556651,631200],[557343,616622],[568255,603836],[571489,603296],[571523,635002],[572215,623298],[575698,624779],[575820,606060],[585752,614966],[585786,615000],[588315,629896],[588437,614527],[600216,623604],[600338,623726]
   ]
cell #2772 :
  |C| = 105
  W-rep = phi[[1, 1],[2, 2, 1]]
  special rep = phi[[1, 1],[2, 2, 1]] , dim = 105
  orbit = [3, 3, 3, 3, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [250089],[282739],[308162],[318368],[335118],[343748],[354492],[370462],[377539],[379376],[389042],[390061],[403539],[405376],[412262],[414020],[422922],[428024],[434483],[437110],[438868],[445323],[445446],[453637],[455474],[460038],[461295],[466319],[468635],[468758],[476442],[481433],[484060],[485818],[488319],[490156],[490984],[495692],[495815],[497904],[502895],[507450],[509481],[511797],[511920],[515466],[515852],[517610],[518388],[522489],[526830],[528861],[532544],[532930],[534596],[534719],[536808],[540134],[540371],[540494],[541799],[549698],[550084],[551750],[551873],[555074],[555311],[555434],[556847],[561188],[561551],[561972],[563219],[569946],[570183],[570306],[571719],[573857],[574348],[574769],[579404],[579790],[581456],[581579],[582884],[586474],[586965],[587386],[590439],[590472],[595065],[595302],[595425],[596838],[597699],[598085],[600901],[600934],[607221],[607712],[608133],[610134],[617613],[617646],[619817]
   ]
cell #2773 :
  |C| = 154
  W-rep = phi[[2],[2, 1, 1, 1]]+phi[[1],[3, 1, 1, 1]]
  special rep = phi[[2],[2, 1, 1, 1]] , dim = 84
  orbit = [4, 4, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     14 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [405940],[439332],[470342],[470815],[497584],[499439],[520115],[524169],[525778],[544348],[547787],[565491],[568305],[583507],
     [250535,518977],[285770,542830],[286197,491599],[318906,561745],[321988,564197],[322040,518952],[344286,574542],[355004,580293],[355056,490720],[358229,543322],[358251,582473],[371000,587159],[379888,591015],[379940,456038],[390200,561652],[390525,518074],[390547,595858],[393844,564670],[405888,601477],[414159,574449],[414484,486282],[414506,604634],[423460,607906],[424381,542078],[424538,580223],[424854,542551],[439007,587066],[439354,613101],[445585,554473],[447030,513504],[447187,590945],[447503,513977],[455986,618189],[456962,563507],[457054,595788],[460576,620011],[461443,620551],[468897,569345],[470499,601407],[476122,536488],[476667,574054],[477977,538343],[478069,604564],[485957,607813],[486304,626204],[487267,581832],[490668,627654],[491522,628072],[498129,586671],[499531,613031],[504789,558527],[505206,590610],[506398,560136],[512059,594464],[513661,618119],[517749,619918],[518096,633390],[518900,633725],[524586,601072],[530633,577493],[530798,604254],[537033,607418],[538435,626134],[542235,627584],[543344,637812],[547952,612721],[553433,593424],[558944,617784],[563599,633320],[577658,625824]
   ]
cell #2774 :
  |C| = 189
  W-rep = phi[[2, 1, 1, 1],[1, 1]]+phi[[2, 1, 1],[1, 1, 1]]
  special rep = phi[[2, 1, 1],[1, 1, 1]] , dim = 105
  orbit = [4, 2, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     21 tau_infinity subcells with 1 member(s)
     84 tau_infinity subcells with 2 member(s)
  subcells = [
     [582697],[596672],[597938],[606563],[609227],[609274],[610341],[617093],[617140],[619277],[619296],[625364],[625383],[626948],[627041],[631520],[631613],[632841],[635887],[636164],[639277],
     [359557,491939],[399035,521649],[399792,465746],[433539,545943],[433637,495308],[449133,556007],[449890,508908],[465560,522137],[472445,570879],[473202,528288],[480489,575649],[480587,534212],[493781,584027],[496933,547457],[501951,588266],[502049,551366],[508722,556495],[516364,562646],[519493,598469],[522323,567779],[523491,600167],[523589,568079],[528102,571367],[535837,577163],[540855,609013],[540953,581072],[543712,610811],[545841,611543],[546157,585356],[546204,585403],[547271,585630],[552991,589780],[556681,592898],[557849,616879],[557947,593198],[562460,596486],[565012,620614],[566594,621125],[566984,600046],[567003,600065],[571553,603360],[572721,623555],[572819,603660],[575547,624646],[575863,606103],[575910,606150],[576977,606377],[584453,628520],[584631,611871],[584724,611964],[585816,615030],[588164,629763],[588480,614570],[588527,614617],[589594,614844],[591713,631100],[592103,616758],[592122,616777],[599206,634015],[599478,621367],[600381,623769],[600428,623816],[602175,634902],[602565,623434],[602584,623453],[605200,635870],[605378,624974],[605471,625067],[611231,638006],[612261,630481],[612280,630500],[613667,638599],[613845,630091],[613938,630184],[616190,631342],[620631,640798],[620908,640781],[621545,635322],[621638,635415],[622866,635144],[628185,642630],[628537,638616],[628814,638893],[634056,641161]
   ]
cell #2775 :
  |C| = 105
  W-rep = phi[[1, 1],[2, 2, 1]]
  special rep = phi[[1, 1],[2, 2, 1]] , dim = 105
  orbit = [3, 3, 3, 3, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [428209],[457429],[478444],[487375],[487410],[499906],[506506],[506541],[515035],[525886],[525921],[531006],[531041],[532113],[538810],[548160],[548195],[549267],[553667],[553793],[560244],[560279],[563974],[567268],[567303],[568539],[568665],[573414],[577866],[577901],[578973],[581940],[581975],[582940],[584856],[584982],[586031],[592387],[592422],[593658],[593784],[596161],[596196],[597268],[597875],[599652],[602849],[602884],[604937],[604972],[605603],[605729],[606778],[608727],[608853],[608946],[610283],[613404],[613439],[614070],[614196],[615734],[615860],[615953],[616364],[618883],[619028],[619561],[619596],[620309],[622410],[622536],[622629],[623040],[623929],[624330],[624475],[626507],[626542],[626773],[627173],[627299],[627392],[627889],[629046],[629447],[629592],[630602],[630886],[632385],[632511],[632604],[633015],[633160],[634404],[634688],[635538],[636396],[636797],[636942],[637266],[638267],[639625],[639909],[641824]
   ]
cell #2776 :
  |C| = 140
  W-rep = phi[[1, 1, 1],[2, 1, 1]]+phi[[1],[2, 2, 2]]
  special rep = phi[[1, 1, 1],[2, 1, 1]] , dim = 105
  orbit = [3, 3, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     70 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [412017],[433725],[436865],[465658],[466074],[480675],[483815],[495210],[502137],[508820],[509236],[515607],[523677],[528200],[528616],[532685],[534114],[541041],[546617],[547369],[549839],[551268],[553851],[558035],[562558],[562974],[567319],[567366],[567981],[568723],[572907],[573418],[576323],[577075],[579545],[580974],[585021],[585040],[586035],[588940],[589692],[590131],[592438],[592485],[593100],[593842],[599656],[599749],[600593],[601956],[602900],[602947],[603562],[605768],[605787],[606782],[611693],[613455],[613502],[614235],[614254],[616368],[616461],[617305],[622575],[623044],[623137],[624796],[629544],[629913],
     [460794,597840],[487804,608911],[506935,615918],[515074,618887],[526315,622594],[532152,624334],[539783,626770],[549306,629451],[553832,630606],[554723,630883],[560673,632569],[564351,598026],[564594,620274],[568704,634408],[569595,634685],[573511,635535],[579012,636801],[580772,609687],[582369,627357],[582609,610439],[586128,638264],[591494,618668],[593823,639629],[594714,639906],[596212,619612],[596259,619659],[597307,633019],[604988,626558],[605035,626605],[606875,641821],[608892,627338],[609783,637263],[615899,632550],[618980,633112],[624427,636894]
   ]
cell #2777 :
  |C| = 105
  W-rep = phi[[2, 1],[1, 1, 1, 1]]+phi[[],[3, 2, 1, 1]]
  special rep = phi[[2, 1],[1, 1, 1, 1]] , dim = 70
  orbit = [4, 2, 2, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     35 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [466464],[495944],[509626],[522660],[529006],[534848],[543748],[546268],[550229],[552002],[557018],[566630],[570435],[570543],[571890],[575974],[587557],[587704],[587725],[588591],[591749],[601607],[601905],[601972],[602211],[611267],[612402],[613205],[613460],[620758],[621765],[622378],[628257],[628979],[633871],
     [515997,563364],[518533,564555],[519003,564838],[533075,579935],[540623,581708],[540731,581816],[542987,582793],[543008,582814],[543452,583067],[555563,595554],[555671,595662],[562143,597009],[562290,597156],[562311,597177],[564300,597975],[564367,598042],[574940,608304],[575087,608451],[575108,608472],[580423,609338],[580721,609636],[580788,609703],[582567,610397],[591145,618319],[591443,618617],[591510,618684],[595962,619362],[596217,619617],[603935,625505],[604738,626308],[604993,626563],[608695,627141],[615089,631740],[615702,632353],[623862,636329]
   ]
cell #2778 :
  |C| = 175
  W-rep = phi[[1, 1, 1, 1],[2, 1]]+phi[[1, 1, 1],[2, 1, 1]]
  special rep = phi[[1, 1, 1],[2, 1, 1]] , dim = 105
  orbit = [3, 3, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [542858],[561773],[574570],[580144],[587187],[590866],[595726],[601328],[604184],[604502],[607934],[610371],[610494],[612651],[612969],[615258],[618040],[619326],[620039],[620238],[621934],[625413],[625754],[626072],[627078],[627111],[627505],[631650],[631683],[631909],[632940],[633258],[636263],[637190],[639518],
     [377319,505053],[403319,524433],[434263,546332],[453417,558791],[465590,522167],[465713,566904],[481213,576038],[488099,580487],[495174,546070],[502675,588655],[507230,591209],[508752,556525],[508875,592023],[526610,601671],[528132,571397],[528255,602485],[531484,604202],[534078,575776],[541579,609402],[547301,585660],[547424,612181],[548638,612669],[551232,588393],[553999,615229],[560968,618383],[562490,596516],[562613,619197],[567033,600095],[567746,621484],[567945,600294],[568871,621905],[573657,623953],[577007,606407],[577130,625284],[578344,625772],[580938,609140],[584761,612001],[584794,612034],[585188,628712],[586274,629070],[589624,614874],[589747,630401],[592152,616807],[592865,631459],[593064,617006],[593990,631880],[599577,621466],[599895,634167],[602614,623483],[603327,635261],[603526,623682],[605508,625104],[605541,625137],[605935,636062],[607021,636420],[611620,628741],[612310,630530],[613975,630221],[614008,630254],[614402,638791],[616289,631441],[616607,639388],[621675,635452],[621708,635485],[622965,635243],[623283,641272],[624723,636091],[628913,638992],[629840,638820],[634297,641402]
   ]
cell #2779 :
  |C| = 147
  W-rep = phi[[1, 1],[2, 1, 1, 1]]+phi[[1],[2, 2, 1, 1]]
  special rep = phi[[1, 1],[2, 1, 1, 1]] , dim = 84
  orbit = [3, 3, 2, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 84
     21 tau_infinity subcells with 1 member(s)
     63 tau_infinity subcells with 2 member(s)
  subcells = [
     [495848],[522623],[530843],[534752],[546431],[547997],[551906],[556981],[567105],[570339],[571853],[576137],[577703],[587220],[587520],[588754],[592224],[601496],[601543],[601770],[602686],
     [250525,564785],[285760,582492],[318896,595877],[321962,597734],[344276,604653],[354978,608595],[358232,582511],[370990,613120],[379862,615602],[390094,618709],[390528,595896],[405862,622278],[414053,624156],[414487,604672],[423450,626223],[424447,608502],[438901,629273],[439335,613139],[445479,630589],[447096,615509],[455960,632253],[457000,595998],[460566,633409],[468791,634391],[470408,622185],[476576,623914],[478015,604774],[485851,636623],[486285,626242],[490642,637534],[491512,637831],[498038,629031],[499477,613241],[505152,615181],[511953,639612],[513570,632160],[517643,640365],[518077,633428],[518874,640636],[519044,633791],[524532,621857],[536942,636381],[538381,626344],[540527,581612],[542144,637441],[542891,610527],[543325,627947],[543436,628133],[555467,595458],[558890,631832],[561806,620072],[562106,596972],[563545,619398],[564216,633744],[564263,620372],[574603,607967],[574903,608267],[580312,627673],[580359,627720],[580586,609501],[591034,618208],[591081,618255],[591308,618482]
   ]
cell #2780 :
  |C| = 105
  W-rep = phi[[1, 1],[2, 2, 1]]
  special rep = phi[[1, 1],[2, 2, 1]] , dim = 105
  orbit = [3, 3, 3, 3, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [321968],[354984],[379868],[390100],[390142],[405868],[414059],[414101],[424413],[438907],[438949],[445485],[445527],[447062],[455966],[468797],[468839],[470374],[476398],[476542],[485857],[485899],[490648],[495854],[495896],[497860],[498004],[505018],[511959],[512001],[513536],[517649],[517691],[518880],[522445],[522589],[524398],[534758],[534800],[536764],[536908],[540533],[540575],[542110],[542897],[546297],[551912],[551954],[555473],[555515],[556803],[556947],[558756],[561812],[561928],[562072],[564229],[570345],[570387],[571675],[571819],[574609],[574725],[574869],[576003],[580325],[580452],[581618],[581660],[587226],[587342],[587486],[588620],[590267],[591047],[591174],[595464],[595506],[595698],[596794],[596938],[600729],[601509],[601636],[604048],[604474],[607973],[608089],[608233],[609367],[610533],[612515],[612941],[615146],[617441],[618221],[618348],[620078],[620338],[621822],[625618],[626044],[627686],[631797],[633230]
   ]
cell #2781 :
  |C| = 105
  W-rep = phi[[1, 1],[2, 2, 1]]
  special rep = phi[[1, 1],[2, 2, 1]] , dim = 105
  orbit = [3, 3, 3, 3, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [285701],[318837],[344217],[354532],[370931],[379416],[390057],[405416],[412302],[414016],[423391],[424416],[437150],[438864],[445442],[447065],[455514],[460507],[466359],[468754],[470377],[476393],[476545],[484100],[485814],[490196],[491453],[495811],[497855],[498007],[505021],[509521],[511916],[513539],[515892],[517606],[518428],[522440],[522592],[524401],[528901],[532970],[534715],[536759],[536911],[540174],[540490],[542113],[542854],[546300],[550124],[551869],[555114],[555430],[556798],[556950],[558759],[561769],[561923],[562075],[563259],[569986],[570302],[571670],[571822],[574566],[574720],[574872],[576006],[579830],[580112],[580455],[581575],[587183],[587337],[587489],[588623],[590262],[590834],[591177],[595105],[595421],[596789],[596941],[598125],[600724],[601296],[601639],[604033],[604051],[607930],[608084],[608236],[609370],[610174],[610490],[612500],[612518],[617436],[618008],[618351],[620035],[625603],[625621],[627473]
   ]
cell #2782 :
  |C| = 126
  W-rep = phi[[2, 1, 1],[1, 1, 1]]+phi[[],[3, 2, 2]]
  special rep = phi[[2, 1, 1],[1, 1, 1]] , dim = 105
  orbit = [4, 2, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     84 tau_infinity subcells with 1 member(s)
     21 tau_infinity subcells with 2 member(s)
  subcells = [
     [328727],[364665],[382651],[399825],[408651],[417125],[429478],[433489],[435859],[441973],[449923],[458749],[465058],[466544],[467622],[473235],[480439],[482809],[488923],[495873],[496019],[496966],[501901],[504271],[508220],[509706],[510784],[516397],[522643],[522744],[523441],[527600],[529086],[530164],[534777],[534923],[535870],[540805],[545049],[545581],[546251],[546421],[550309],[551931],[552077],[553024],[557001],[557102],[557799],[565339],[566452],[567059],[570364],[570510],[571873],[571974],[572671],[575287],[575957],[576127],[583374],[584341],[587540],[587641],[587904],[588574],[588744],[591571],[592178],[598507],[598946],[601590],[601760],[602033],[602640],[605088],[611089],[612385],[613195],[613555],[620741],[620796],[621755],[628247],
     [491081,543175],[516077,563444],[518500,564522],[533155,580015],[540552,581637],[540698,581783],[542924,582730],[555492,595483],[555638,595629],[562126,596992],[562227,597093],[574923,608287],[575024,608388],[580406,609321],[580576,609491],[591128,618302],[591298,618472],[595952,619352],[603918,625488],[604728,626298],[615079,631730]
   ]
cell #2783 :
  |C| = 189
  W-rep = phi[[2, 1, 1, 1],[1, 1]]+phi[[2, 1, 1],[1, 1, 1]]
  special rep = phi[[2, 1, 1],[1, 1, 1]] , dim = 105
  orbit = [4, 2, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     21 tau_infinity subcells with 1 member(s)
     84 tau_infinity subcells with 2 member(s)
  subcells = [
     [518613],[541325],[543062],[558319],[562671],[562817],[564384],[577188],[577334],[581092],[581193],[593218],[593319],[596306],[596476],[606197],[606367],[608967],[616023],[616833],[624544],
     [292570,433830],[328614,465750],[346990,480780],[364527,495268],[373704,502242],[382538,508912],[395199,519325],[399610,521969],[402041,523782],[408538,528292],[416987,534172],[426164,541146],[433029,545673],[434009,547110],[435746,547461],[441835,551326],[449708,556327],[452139,558140],[458636,562650],[465771,567804],[465917,567783],[467484,568039],[473020,571199],[475451,573012],[479979,575379],[480959,576816],[482696,577167],[488785,581032],[495328,585423],[495429,585363],[496751,585462],[501441,587996],[502421,589433],[504158,589784],[508933,592923],[509079,592902],[510646,593158],[516182,596318],[520927,599038],[521551,599323],[521957,599851],[522127,600055],[523961,573191],[528313,603385],[528459,603364],[530026,603620],[534232,606170],[534333,606110],[535655,606209],[544125,610898],[545451,611436],[545897,611845],[547482,589805],[547628,589951],[551386,614637],[551487,614577],[552809,614676],[555909,616035],[556315,616563],[556485,616767],[565209,620651],[566423,621064],[568099,603680],[568200,603781],[570781,622711],[571187,623239],[571357,623443],[575157,624539],[575603,624948],[583345,628196],[583929,628344],[585450,614664],[585620,614834],[587774,629656],[588220,630065],[591542,631039],[598816,633908],[599311,622699],[600121,623509],[602004,634841],[610886,628332],[611060,637945],[611441,629661],[620656,633913]
   ]
cell #2784 :
  |C| = 105
  W-rep = phi[[2, 1],[1, 1, 1, 1]]+phi[[],[3, 2, 1, 1]]
  special rep = phi[[2, 1],[1, 1, 1, 1]] , dim = 70
  orbit = [4, 2, 2, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     35 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [466365],[495852],[509527],[522583],[528907],[534756],[543743],[546263],[550130],[551910],[556941],[566625],[569992],[570343],[571813],[575969],[587224],[587245],[587480],[588586],[591744],[601503],[601563],[601602],[602206],[611262],[612397],[612925],[613129],[620753],[621750],[622159],[628242],[628970],[633862],
     [515898,563265],[518434,598131],[518991,598310],[532976,579836],[540180,610180],[540531,581616],[542895,610531],[542916,610552],[543440,610698],[555120,595111],[555471,595462],[561810,620076],[561831,620097],[562066,596932],[564223,620332],[564283,620392],[574607,607971],[574628,607992],[574863,608227],[580319,627680],[580379,627740],[580418,609333],[582501,627937],[591041,618215],[591101,618275],[591140,618314],[595682,633214],[595886,633418],[603930,625500],[604458,626028],[604662,626232],[608476,637415],[615074,631725],[615483,632134],[623853,636320]
   ]
cell #2785 :
  |C| = 105
  W-rep = phi[[1, 1],[2, 2, 1]]
  special rep = phi[[1, 1],[2, 2, 1]] , dim = 105
  orbit = [3, 3, 3, 3, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [358245],[390541],[414500],[424460],[439348],[447109],[457014],[470421],[476589],[478029],[486298],[487325],[498051],[499491],[505166],[506456],[513583],[518090],[522636],[524546],[525836],[530921],[530956],[536955],[538395],[542157],[543338],[546445],[548075],[548110],[553720],[556994],[558904],[560194],[562119],[563559],[564276],[567183],[567218],[568592],[571866],[574916],[576151],[577781],[577816],[580372],[580600],[581890],[582525],[584909],[587533],[588768],[591094],[591322],[592302],[592337],[593711],[595910],[596076],[596111],[596985],[601556],[601784],[602764],[602799],[604686],[604852],[604887],[605656],[608280],[608552],[608780],[609515],[613153],[613319],[613354],[614123],[615462],[615559],[615787],[618268],[618496],[619476],[619511],[620385],[622138],[622235],[622463],[624104],[624122],[626256],[626422],[626457],[627226],[627733],[627961],[629221],[629239],[632113],[632210],[632438],[633442],[636571],[636589],[637491]
   ]
cell #2786 :
  |C| = 140
  W-rep = phi[[1, 1, 1],[2, 1, 1]]+phi[[1],[2, 2, 2]]
  special rep = phi[[1, 1, 1],[2, 1, 1]] , dim = 105
  orbit = [3, 3, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     70 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [476428],[497890],[522475],[536794],[546021],[546056],[556833],[561958],[566872],[571705],[574755],[575727],[575762],[587372],[588344],[588379],[590458],[591991],[596824],[600245],[600280],[600920],[602453],[604121],[608119],[609091],[609126],[611824],[612020],[612149],[612588],[615219],[616957],[616992],[617632],[619165],[621315],[621333],[621403],[621895],[623633],[623668],[624927],[625123],[625252],[625691],[628647],[628702],[630044],[630240],[630369],[631290],[631308],[631378],[631870],[634118],[634816],[635092],[635110],[635180],[635997],[636052],[638526],[638544],[638726],[638781],[639339],[641103],[641223],[642797],
     [564232,597790],[580328,608651],[591050,615658],[595716,618745],[601512,622334],[604492,624192],[608492,626658],[612959,629309],[615164,630716],[615499,630771],[618224,632309],[620189,633608],[620341,633643],[621840,634518],[622175,634573],[623904,635597],[626062,636659],[626901,637394],[627689,637590],[627816,637719],[629021,638326],[631014,640037],[631815,639739],[632150,639794],[632789,640313],[632807,640331],[633248,640401],[635797,642083],[635815,642101],[636371,641883],[637096,642283],[637431,642338],[639219,643412],[640113,643532],[641553,644213]
   ]
cell #2787 :
  |C| = 105
  W-rep = phi[[1, 1],[2, 2, 1]]
  special rep = phi[[1, 1],[2, 2, 1]] , dim = 105
  orbit = [3, 3, 3, 3, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [321970],[354986],[379870],[390102],[405870],[414061],[424426],[438909],[445487],[447075],[455968],[457004],[468799],[470387],[476555],[478019],[485859],[490650],[495856],[498017],[499481],[505067],[505156],[511961],[513549],[517651],[518882],[522602],[524447],[524536],[530875],[534760],[536921],[538385],[540535],[542123],[542899],[546346],[546435],[548029],[551914],[555475],[556960],[558805],[558894],[561814],[562085],[563549],[564242],[567137],[570347],[571832],[574611],[574882],[576052],[576141],[577735],[580338],[580501],[580590],[581620],[587228],[587499],[588669],[588758],[591060],[591223],[591312],[592256],[595466],[595747],[596030],[596951],[601522],[601685],[601774],[602718],[604216],[604523],[604806],[607975],[608246],[609416],[609505],[610535],[612683],[612990],[613273],[615279],[615297],[618234],[618397],[618486],[619430],[620080],[620351],[621955],[621973],[625786],[626093],[626376],[627699],[631930],[631948],[633279]
   ]
cell #2788 :
  |C| = 175
  W-rep = phi[[1, 1, 1, 1],[2, 1]]+phi[[1, 1, 1],[2, 1, 1]]
  special rep = phi[[1, 1, 1],[2, 1, 1]] , dim = 105
  orbit = [3, 3, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [582515],[595900],[604676],[608521],[613143],[615528],[618716],[622204],[623989],[624163],[626246],[627862],[627951],[629106],[629280],[630631],[632179],[632972],[633432],[633562],[634433],[636295],[636456],[636630],[637211],[637229],[637460],[639539],[639557],[639654],[640198],[640372],[641763],[642198],[643202],
     [445297,553683],[468609,568555],[495666,584872],[511771,593674],[522052,566918],[522141,599526],[534570,605619],[540345,608743],[545975,584699],[551724,614086],[555285,615750],[556410,592037],[556499,616238],[570157,622426],[571282,602499],[571371,622914],[573831,624001],[575681,605446],[581430,627189],[585545,612195],[585634,628862],[586448,629118],[588298,613913],[590328,630626],[595276,632401],[596401,619211],[596490,632889],[599609,621498],[600069,634215],[600199,621613],[600790,634428],[604092,635546],[606292,625298],[606381,636212],[607195,636468],[609045,627016],[611641,628762],[611659,628780],[611890,638116],[612559,638275],[614759,630415],[614848,638941],[616321,631473],[616781,639436],[616911,631588],[617502,639649],[621200,634203],[621374,640842],[622997,635275],[623457,641320],[623587,635390],[624744,636112],[624762,636130],[624993,641673],[625662,641832],[628562,638121],[628945,639024],[629861,638841],[629879,638859],[630110,642917],[631175,639424],[631349,643151],[634318,641423],[634336,641441],[634977,641308],[635151,643931],[635912,641678],[638206,643007],[638641,642922],[640893,643982]
   ]
cell #2789 :
  |C| = 147
  W-rep = phi[[1, 1],[2, 1, 1, 1]]+phi[[1],[2, 2, 1, 1]]
  special rep = phi[[1, 1],[2, 1, 1, 1]] , dim = 84
  orbit = [3, 3, 2, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 84
     21 tau_infinity subcells with 1 member(s)
     63 tau_infinity subcells with 2 member(s)
  subcells = [
     [495849],[522622],[530838],[534753],[546426],[547992],[551907],[556980],[567100],[570340],[571852],[576132],[577698],[587221],[587519],[588749],[592219],[601497],[601542],[601765],[602681],
     [250526,564784],[285761,582491],[318897,595876],[321963,597731],[344277,604652],[354979,608592],[358231,582506],[370991,613119],[379863,615599],[390095,618700],[390527,595891],[405863,622275],[414054,624147],[414486,604667],[423451,626222],[424446,608487],[438902,629264],[439334,613134],[445480,630580],[447095,615494],[455961,632250],[456995,595993],[460567,633408],[468792,634382],[470407,622170],[476575,623899],[478010,604769],[485852,636614],[486284,626237],[490643,637531],[491513,637830],[498037,629016],[499472,613236],[505147,615176],[511954,639603],[513569,632145],[517644,640356],[518076,633423],[518875,640633],[519045,633790],[524527,621852],[536941,636366],[538376,626339],[540528,581613],[542143,637426],[542892,610528],[543324,627942],[543437,628134],[555468,595459],[558885,631827],[561807,620073],[562105,596971],[563540,619393],[564217,633745],[564262,620371],[574604,607968],[574902,608266],[580313,627674],[580358,627719],[580581,609496],[591035,618209],[591080,618254],[591303,618477]
   ]
cell #2790 :
  |C| = 154
  W-rep = phi[[2],[2, 1, 1, 1]]+phi[[1],[3, 1, 1, 1]]
  special rep = phi[[2],[2, 1, 1, 1]] , dim = 84
  orbit = [4, 4, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     14 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [405931],[439330],[470340],[470817],[497582],[499441],[520113],[524171],[525787],[544350],[547796],[565500],[568350],[583552],
     [250530,564780],[285765,582487],[286188,543505],[318901,595872],[322011,564195],[322031,518943],[344281,604648],[355027,580291],[355047,490711],[358227,543320],[358275,582475],[370995,613115],[379911,591013],[379931,456029],[390402,561650],[390523,518072],[390571,595860],[393846,564672],[405911,601475],[414361,574447],[414482,486280],[414530,604636],[423455,626218],[424379,542076],[424729,580225],[424856,542553],[439209,587064],[439378,613103],[446872,554471],[447028,513502],[447378,590947],[447505,513979],[456009,618187],[456964,563509],[457215,595797],[460571,633404],[470184,569343],[470690,601409],[476120,536486],[477824,574056],[477979,538345],[478230,604573],[486159,607811],[486328,626206],[487276,581841],[490691,627652],[491517,637826],[499286,586673],[499692,613040],[504791,558529],[506207,590619],[506407,560145],[513346,594462],[513852,618121],[517951,619916],[518120,633392],[518923,633723],[519049,640718],[525587,601081],[530642,577502],[531556,604299],[538190,607420],[538596,626143],[542426,627586],[543368,637814],[548710,612766],[553478,593469],[559945,617793],[563760,633329],[578416,625869]
   ]
cell #2791 :
  |C| = 55
  W-rep = phi[[3],[1, 1, 1, 1]]+phi[[],[4, 1, 1, 1]]
  special rep = phi[[3],[1, 1, 1, 1]] , dim = 35
  orbit = [6, 2, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 1
  number of tau_infinity subcells = 35
     15 tau_infinity subcells with 1 member(s)
     20 tau_infinity subcells with 2 member(s)
  subcells = [
     [471780],[500735],[526510],[526979],[547948],[549818],[565652],[568492],[570042],[583694],[585962],[598724],[600459],[610919],[620579],
     [358871,428922],[394150,461176],[425819,490036],[428418,491249],[448468,514942],[458258,517436],[460887,518665],[479273,539639],[487999,541479],[488468,541948],[507130,560868],[507599,561337],[515586,562953],[530794,577654],[532664,579524],[540230,581315],[553620,593611],[555170,595161],[573345,606709],[589997,617171]
   ]
cell #2792 :
  |C| = 154
  W-rep = phi[[2],[2, 1, 1, 1]]+phi[[1],[3, 1, 1, 1]]
  special rep = phi[[2],[2, 1, 1, 1]] , dim = 84
  orbit = [4, 4, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     14 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [406040],[439448],[470363],[470928],[497605],[499456],[520136],[524186],[525775],[544365],[547784],[565488],[568292],[583494],
     [286205,428928],[322140,461274],[322535,461401],[355156,490820],[358345,491344],[358423,491010],[380040,456138],[390641,518190],[390719,515492],[393957,518761],[393977,518411],[414600,486398],[414678,532570],[424402,542099],[424967,542664],[424987,540157],[428302,542873],[439526,549724],[447051,513525],[447616,514090],[447636,555097],[456979,563524],[457053,561673],[457522,561788],[461435,564847],[470948,569969],[476143,536509],[477994,538360],[478068,574470],[478537,574585],[486476,579430],[487264,581829],[487354,580240],[491422,582910],[499530,587087],[499999,587202],[504806,558544],[505205,554494],[506395,560133],[506485,590962],[514110,595088],[514982,595785],[518268,597725],[518781,598108],[524585,569366],[525865,601424],[530630,577490],[530985,574071],[532060,604561],[538434,607834],[538903,607949],[542684,610157],[543227,610509],[548139,586688],[549214,613028],[553420,593411],[553740,590607],[558943,594485],[560223,618136],[563598,619939],[564067,620054],[568612,601069],[573396,604241],[577845,607435],[578920,626131],[581919,627601],[586013,612708],[593731,617781],[597215,633317],[606760,625811]
   ]
cell #2793 :
  |C| = 126
  W-rep = phi[[2, 1, 1],[1, 1, 1]]+phi[[],[3, 2, 2]]
  special rep = phi[[2, 1, 1],[1, 1, 1]] , dim = 105
  orbit = [4, 2, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     84 tau_infinity subcells with 1 member(s)
     21 tau_infinity subcells with 2 member(s)
  subcells = [
     [257173],[287073],[292669],[311097],[327761],[328679],[338053],[347089],[364471],[367036],[373803],[381685],[382603],[391977],[400909],[402140],[407685],[408603],[416931],[419496],[426263],[431848],[434510],[434679],[435811],[441779],[444344],[451007],[452238],[458701],[462153],[466369],[466496],[467428],[474319],[475550],[481460],[481629],[482761],[488729],[492031],[494985],[495591],[495799],[500780],[502922],[503091],[504223],[509531],[509658],[510590],[519360],[521741],[522392],[526857],[527026],[528911],[529038],[529970],[533889],[534495],[534703],[545708],[550134],[550261],[551043],[551649],[551857],[556099],[556750],[566352],[570082],[570290],[570971],[571622],[575414],[584119],[586002],[587289],[588031],[598764],[599073],[600557],[611017],
     [428463,491294],[458303,517481],[460934,518712],[479318,539684],[488346,541826],[488515,541995],[491033,543127],[507477,561215],[507646,561384],[515902,563269],[516029,563396],[532980,579840],[533107,579967],[540270,581355],[540478,581563],[555210,595201],[555418,595409],[561875,596741],[573385,606749],[574672,608036],[590095,617269]
   ]
cell #2794 :
  |C| = 105
  W-rep = phi[[1, 1],[2, 2, 1]]
  special rep = phi[[1, 1],[2, 2, 1]] , dim = 105
  orbit = [3, 3, 3, 3, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [358350],[390646],[414605],[424470],[439453],[447119],[457002],[470431],[476599],[478017],[486403],[487315],[491349],[498061],[499479],[505154],[506446],[513593],[518195],[518503],[522646],[524534],[525826],[530845],[530946],[536965],[538383],[540701],[542167],[542940],[546433],[547999],[548100],[553661],[555641],[557004],[558892],[560184],[562129],[562243],[563547],[564525],[567107],[567208],[568533],[570513],[571876],[574926],[575040],[576139],[577705],[577806],[580471],[580588],[581786],[581880],[582746],[584850],[587543],[587657],[588756],[591193],[591310],[592226],[592327],[593652],[595632],[596000],[596101],[596995],[597109],[601655],[601772],[602688],[602789],[604067],[604776],[604877],[605597],[608290],[608404],[608721],[609386],[609503],[612534],[613243],[613344],[614064],[615183],[615728],[618367],[618484],[619400],[619501],[621859],[622404],[623923],[625637],[626346],[626447],[627167],[629040],[631834],[632379],[636390]
   ]
cell #2795 :
  |C| = 140
  W-rep = phi[[1, 1, 1],[2, 1, 1]]+phi[[1],[2, 2, 2]]
  special rep = phi[[1, 1, 1],[2, 1, 1]] , dim = 105
  orbit = [3, 3, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     70 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [269598],[292675],[296312],[328720],[329273],[347095],[350732],[364638],[373809],[382644],[383197],[390924],[402146],[408644],[409197],[414883],[417098],[426269],[434685],[435852],[439731],[441946],[445623],[452244],[458742],[459295],[466375],[466537],[467595],[468935],[475556],[476407],[481635],[482802],[486681],[488896],[495866],[495992],[497869],[503097],[504264],[505019],[509537],[509699],[510757],[512097],[522454],[522590],[524399],[527032],[528917],[529079],[530137],[534770],[534896],[536773],[546298],[550140],[550302],[551924],[552050],[556812],[556948],[558757],[570357],[571684],[571820],[576004],[587487],[588621],
     [322072,518473],[355088,540671],[379972,555611],[390112,561937],[405972,570483],[414071,574734],[424414,580453],[438919,587351],[445497,590276],[447063,591175],[456070,595602],[460940,518718],[461206,564495],[468809,600738],[470375,601637],[476543,604049],[485869,608098],[488521,542001],[490752,581756],[491074,543168],[498005,612516],[507652,561390],[511971,617450],[513537,618349],[515908,563275],[516070,563437],[517661,596803],[532986,579846],[533148,580008],[536909,625619],[540545,581630],[542111,609368],[555485,595476],[562073,596939],[574870,608234]
   ]
cell #2796 :
  |C| = 55
  W-rep = phi[[3],[1, 1, 1, 1]]+phi[[],[4, 1, 1, 1]]
  special rep = phi[[3],[1, 1, 1, 1]] , dim = 35
  orbit = [6, 2, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 1
  number of tau_infinity subcells = 35
     15 tau_infinity subcells with 1 member(s)
     20 tau_infinity subcells with 2 member(s)
  subcells = [
     [406833],[440238],[471097],[471692],[497680],[500140],[520211],[524250],[526391],[544429],[547829],[565533],[568286],[583488],[598349],
     [286211,358883],[322233,394341],[355949,427396],[358449,428617],[380833,456931],[391431,459802],[394062,461088],[415390,487188],[425136,489353],[425731,489948],[447785,514259],[448380,514854],[457663,516841],[476218,536584],[478678,539044],[487880,541360],[504870,558608],[507011,560749],[530675,577535],[553414,593405]
   ]
cell #2797 :
  |C| = 154
  W-rep = phi[[2],[2, 1, 1, 1]]+phi[[1],[3, 1, 1, 1]]
  special rep = phi[[2],[2, 1, 1, 1]] , dim = 84
  orbit = [4, 4, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     14 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [471017],[499998],[525819],[526296],[547828],[549206],[565532],[568394],[569526],[583596],[585898],[598660],[600463],[610923],
     [322536,518988],[358424,542913],[358862,491592],[390720,561828],[393989,564260],[394046,518850],[414679,574625],[424999,580356],[425056,542753],[428301,543226],[428312,582527],[439527,587242],[447648,591078],[447705,514179],[457128,595829],[457521,564066],[457532,595912],[460775,564575],[461436,598307],[470960,601540],[478143,604605],[478536,538902],[478547,604688],[486477,607989],[487308,581873],[487418,608582],[487785,582350],[491423,610549],[499605,613072],[500009,613155],[505280,590651],[506439,560177],[506549,615589],[506916,560654],[514122,618252],[514974,597207],[515027,618750],[518269,620094],[518793,620369],[524660,601113],[525929,622265],[530674,577534],[531049,604343],[532052,578912],[532105,624197],[538509,626175],[538913,626258],[539714,609714],[542696,627717],[543237,627963],[548203,612810],[549259,629314],[553522,593513],[553785,615372],[554654,594645],[559018,617825],[560287,632240],[563673,633361],[564077,633444],[568657,622048],[573281,606645],[573390,624026],[577909,625913],[578965,636664],[581983,637521],[586007,629143],[590001,617175],[593776,632023],[597260,640406],[606754,636493]
   ]
cell #2798 :
  |C| = 154
  W-rep = phi[[2],[2, 1, 1, 1]]+phi[[1],[3, 1, 1, 1]]
  special rep = phi[[2],[2, 1, 1, 1]] , dim = 84
  orbit = [4, 4, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     14 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [440310],[471702],[500150],[500715],[524260],[526436],[544439],[547874],[549728],[565578],[568402],[583604],[585846],[598608],
     [322541,394550],[358521,428689],[358864,428898],[391503,459874],[394048,460866],[394072,461098],[415462,487260],[425058,487876],[425741,489958],[428322,490966],[428398,491229],[447707,507007],[448390,514864],[457542,515448],[457673,516851],[458238,517416],[460792,518391],[471019,526387],[478557,532526],[478688,539054],[479253,539619],[487428,539942],[487802,540137],[487925,541405],[491594,543492],[500019,549680],[504880,558618],[506559,554882],[506933,555077],[507056,560794],[514181,560745],[515072,561599],[515496,562863],[518852,564666],[525939,569754],[526313,569949],[530720,577580],[531059,574145],[532150,574396],[532574,579434],[538923,579386],[539778,580150],[542755,582441],[543247,582866],[548213,586762],[549304,587013],[553530,593521],[553830,590697],[554718,590872],[560297,594873],[560671,595068],[564087,597681],[564592,598088],[568702,601159],[569590,601334],[573229,606593],[573506,604351],[577919,607509],[579010,607760],[581993,609942],[582367,610137],[586123,612818],[590120,615320],[593821,617871],[594709,618046],[597305,619865],[600582,621996],[606870,625921],[609778,627511],[617294,631971]
   ]
cell #2799 :
  |C| = 154
  W-rep = phi[[2],[2, 1, 1, 1]]+phi[[1],[3, 1, 1, 1]]
  special rep = phi[[2],[2, 1, 1, 1]] , dim = 84
  orbit = [4, 4, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     14 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [549719],[569924],[586858],[587167],[600514],[601244],[610974],[612344],[612364],[612918],[620700],[620720],[621743],[628235],
     [428899,583038],[460867,597824],[461396,564842],[487877,608685],[490978,610250],[491005,582905],[507008,615692],[515460,618834],[515487,597720],[518366,598063],[518401,620137],[526388,622368],[531847,624077],[532538,624281],[532565,579425],[540017,626691],[540112,610112],[540147,626730],[542838,610474],[543493,628120],[549001,629194],[549692,629398],[554484,630695],[554957,630804],[555052,595043],[555087,630843],[560746,632343],[561444,619710],[561663,632653],[561753,620019],[564667,633677],[569356,634497],[569829,634606],[569959,634645],[574026,635585],[574241,607605],[574460,635661],[574550,607914],[578707,636544],[579398,636748],[580060,627421],[580195,636999],[582442,637624],[582878,637759],[586643,638314],[587077,638390],[590052,617226],[590497,630675],[590782,617956],[590917,639122],[594475,639718],[594948,639827],[595078,639866],[595675,633207],[597693,640490],[598098,640605],[600959,634477],[601379,641006],[603877,625447],[603897,625467],[604451,626021],[607390,641871],[607824,641947],[610017,642371],[610147,642410],[615067,631718],[617671,639698],[618091,643315],[619929,643596],[627556,644326]
   ]
cell #2800 :
  |C| = 105
  W-rep = phi[[2, 1],[1, 1, 1, 1]]+phi[[],[3, 2, 1, 1]]
  special rep = phi[[2, 1],[1, 1, 1, 1]] , dim = 70
  orbit = [4, 2, 2, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     35 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [466354],[495840],[509516],[522582],[528896],[534744],[543742],[546262],[549725],[550119],[551898],[556940],[566624],[569981],[569996],[570331],[571812],[575968],[587171],[587212],[587479],[588585],[591743],[601248],[601502],[601601],[602205],[611261],[612368],[612396],[612924],[620724],[620752],[621749],[628241],
     [461402,564848],[491011,582911],[491550,583080],[515493,597726],[515887,563254],[518423,598120],[518438,598135],[532571,579431],[532965,579825],[540169,610169],[540184,610184],[540519,581604],[542842,610478],[542883,610519],[555109,595100],[555124,595115],[555459,595450],[561757,620023],[561798,620064],[562065,596931],[564222,620331],[574554,607918],[574595,607959],[574862,608226],[580064,627425],[580318,627679],[580417,609332],[590786,617960],[591040,618214],[591139,618313],[595681,633213],[603901,625471],[603929,625499],[604457,626027],[615073,631724]
   ]
cell #2801 :
  |C| = 105
  W-rep = phi[[2, 1],[1, 1, 1, 1]]+phi[[],[3, 2, 1, 1]]
  special rep = phi[[2, 1],[1, 1, 1, 1]] , dim = 70
  orbit = [4, 2, 2, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     35 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [567321],[585019],[587723],[592440],[599744],[601958],[601974],[602902],[605766],[610783],[611682],[613457],[613469],[613500],[614233],[616456],[621097],[622397],[622573],[622588],[623132],[624785],[628998],[629435],[629539],[629902],[631072],[633890],[634372],[634674],[634874],[637935],[637978],[638243],[640740],
     [519001,564836],[543006,582812],[543454,583069],[562309,597175],[564353,598028],[564369,598044],[575106,608470],[580774,609689],[580790,609705],[582576,610406],[582607,610437],[591496,618670],[591512,618686],[596214,619614],[596226,619626],[596257,619657],[597834,620268],[604990,626560],[605002,626572],[605033,626603],[608714,627160],[608890,627336],[608905,627351],[615721,632372],[615897,632548],[615912,632563],[618871,633003],[618975,633107],[623881,636348],[624318,636785],[624422,636889],[626759,637252],[630570,639593],[630872,639895],[635514,641800]
   ]
cell #2802 :
  |C| = 175
  W-rep = phi[[1, 1, 1, 1],[2, 1]]+phi[[1, 1, 1],[2, 1, 1]]
  special rep = phi[[1, 1, 1],[2, 1, 1]] , dim = 105
  orbit = [3, 3, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [542948],[562251],[575048],[580515],[582754],[587665],[591237],[596028],[597117],[597931],[601699],[604230],[604804],[608412],[609267],[609430],[610361],[612697],[613271],[615295],[617133],[618411],[619225],[619316],[619428],[621971],[625312],[625403],[625800],[626374],[627014],[627032],[631586],[631604],[631946],
     [305389,553682],[332345,568554],[365210,584871],[386269,593673],[399849,599525],[417670,605618],[425251,608742],[433630,611600],[442518,614085],[447900,615749],[449947,616237],[465580,599533],[471212,622425],[473259,622913],[476721,624000],[480580,624703],[489468,627188],[496990,628861],[498183,629117],[502042,629820],[505081,630625],[508742,616245],[514374,632400],[516421,632888],[522768,634214],[523582,634277],[524461,634427],[528122,622921],[530873,623972],[535894,636211],[537087,636467],[540946,637170],[546197,638140],[546360,638115],[547291,628869],[548027,629089],[553048,638940],[557126,639435],[557940,639498],[558819,639648],[562480,632896],[566932,621512],[567023,634222],[567135,634186],[571998,641319],[572812,641382],[575903,641697],[576066,641672],[576997,636219],[577733,636439],[584697,628778],[584715,628796],[588520,642941],[588683,642916],[589614,638948],[592051,631487],[592142,639443],[592254,639407],[600421,623809],[602513,635289],[602604,641327],[602716,641291],[605444,636128],[605462,636146],[612209,630429],[612300,630520],[613911,638857],[613929,638875],[621611,635388],[621629,635406]
   ]
cell #2803 :
  |C| = 147
  W-rep = phi[[1, 1],[2, 1, 1, 1]]+phi[[1],[2, 2, 1, 1]]
  special rep = phi[[1, 1],[2, 1, 1, 1]] , dim = 84
  orbit = [3, 3, 2, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 84
     21 tau_infinity subcells with 1 member(s)
     63 tau_infinity subcells with 2 member(s)
  subcells = [
     [495850],[522621],[530837],[534754],[546425],[547991],[551908],[556979],[567099],[570002],[570341],[571851],[576131],[577697],[587222],[587518],[588748],[592218],[601541],[601764],[602680],
     [250533,518984],[285768,542909],[318904,561824],[321964,564230],[344284,574621],[354980,580326],[358230,582505],[370998,587238],[379864,591048],[390096,595699],[390526,595890],[405864,601510],[414055,604475],[414485,604666],[423458,607985],[424445,608486],[438903,612942],[439333,613133],[445481,615147],[447094,615493],[455962,618222],[456994,595992],[460574,620090],[461441,598303],[468793,621823],[470406,622169],[476574,623898],[478009,604768],[485853,626045],[486283,626236],[490644,627687],[491520,610545],[491556,583086],[498036,629015],[499471,613235],[505146,615175],[511955,631798],[513568,632144],[517645,633231],[518075,633422],[518444,598141],[518876,620339],[524526,621851],[536940,636365],[538375,626338],[540190,610190],[540529,581614],[542142,637425],[542893,610529],[543323,627941],[555130,595121],[555469,595460],[558884,631826],[561808,620074],[562104,596970],[563539,619392],[564261,620370],[574605,607969],[574901,608265],[580357,627718],[580580,609495],[591079,618253],[591302,618476]
   ]
cell #2804 :
  |C| = 154
  W-rep = phi[[2],[2, 1, 1, 1]]+phi[[1],[3, 1, 1, 1]]
  special rep = phi[[2],[2, 1, 1, 1]] , dim = 84
  orbit = [4, 4, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     14 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [405939],[439331],[470341],[470816],[497583],[499440],[520114],[524170],[525782],[544349],[547791],[565495],[568324],[583526],
     [250536,518965],[285771,542818],[286196,491598],[318907,561733],[322000,564196],[322039,518951],[344287,574530],[355016,580292],[355055,490719],[358228,543321],[358263,582474],[371001,587147],[379900,591014],[379939,456037],[390299,561651],[390524,518073],[390559,595859],[393845,564671],[405900,601476],[414258,574448],[414483,486281],[414518,604635],[423461,607894],[424380,542077],[424630,580224],[424855,542552],[439106,587065],[439366,613102],[446198,554472],[447029,513503],[447279,590946],[447504,513978],[455998,618188],[456963,563508],[457130,595792],[460577,619999],[461444,633806],[469510,569344],[470591,601408],[476121,536487],[477211,574055],[477978,538344],[478145,604568],[486056,607812],[486316,626205],[487271,581836],[490680,627653],[491523,628060],[498673,586672],[499607,613035],[504790,558528],[505670,590614],[506402,560140],[512672,594463],[513753,618120],[517848,619917],[518108,633391],[518912,633724],[525050,601076],[530637,577497],[531142,604273],[537577,607419],[538511,626138],[542327,627585],[543356,637813],[548296,612740],[553452,593443],[559408,617788],[563675,633324],[578002,625843]
   ]
cell #2805 :
  |C| = 55
  W-rep = phi[[3],[1, 1, 1, 1]]+phi[[],[4, 1, 1, 1]]
  special rep = phi[[3],[1, 1, 1, 1]] , dim = 35
  orbit = [6, 2, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 1
  number of tau_infinity subcells = 35
     15 tau_infinity subcells with 1 member(s)
     20 tau_infinity subcells with 2 member(s)
  subcells = [
     [406834],[440250],[471181],[471703],[497764],[500214],[520295],[524324],[526446],[544503],[547884],[565588],[568287],[583489],[598350],
     [286212,358884],[322234,394342],[355950,427397],[358461,428629],[380834,456932],[391443,459814],[394073,461099],[415402,487200],[425220,489437],[425742,489959],[447869,514343],[448391,514865],[457737,516915],[476302,536668],[478752,539118],[487935,541415],[504944,558682],[507066,560804],[530730,577590],[553415,593406]
   ]
cell #2806 :
  |C| = 154
  W-rep = phi[[2],[2, 1, 1, 1]]+phi[[1],[3, 1, 1, 1]]
  special rep = phi[[2],[2, 1, 1, 1]] , dim = 84
  orbit = [4, 4, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     14 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [406039],[439437],[470352],[470919],[497594],[499447],[520125],[524177],[525776],[544356],[547785],[565489],[568303],[583505],
     [250540,461389],[285862,490911],[286204,428927],[318998,515393],[322080,518320],[322139,461273],[344378,532471],[355096,540066],[355155,490819],[358334,491333],[358346,542792],[371092,549625],[379980,555006],[380039,456137],[390120,561662],[390630,518179],[390642,561707],[393948,518752],[394557,598319],[405980,569878],[414079,574459],[414589,486387],[414601,574504],[423552,579331],[424391,542088],[424466,580231],[424958,542655],[428783,610641],[438927,587076],[439449,587121],[445505,554483],[447040,513514],[447115,590953],[447607,514081],[456078,594997],[456970,563515],[456989,595786],[460668,597626],[461214,620451],[468817,569355],[470427,601415],[476132,536498],[476595,574062],[477985,538351],[478004,604562],[485877,607823],[486399,607868],[487265,581830],[490760,610066],[491345,628034],[498057,586679],[499466,613029],[504797,558535],[505141,590608],[506396,560134],[511979,594474],[513589,618127],[517669,619928],[518191,619973],[524521,601070],[530631,577491],[530796,604252],[536961,607426],[538370,626132],[542163,627592],[547950,612719],[553431,593422],[558879,617782],[563534,633318],[577656,625822]
   ]
cell #2807 :
  |C| = 154
  W-rep = phi[[2],[2, 1, 1, 1]]+phi[[1],[3, 1, 1, 1]]
  special rep = phi[[2],[2, 1, 1, 1]] , dim = 84
  orbit = [4, 4, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     14 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [406038],[439436],[470351],[470920],[497593],[499448],[520124],[524178],[525779],[544357],[547788],[565492],[568306],[583508],
     [250541,461377],[285863,490899],[286203,428926],[318999,515381],[322092,518319],[322138,461272],[344379,532459],[355108,540065],[355154,490818],[358333,491332],[358358,542793],[371093,549613],[379992,555005],[380038,456136],[390212,561661],[390629,518178],[390654,561708],[393949,518753],[394558,620562],[405992,569877],[414171,574458],[414588,486386],[414613,574505],[423553,579319],[424390,542087],[424550,580232],[424959,542656],[428784,610629],[439019,587075],[439461,587122],[445597,554482],[447039,513513],[447199,590954],[447608,514082],[456090,594996],[456971,563516],[457055,595789],[460669,597614],[461226,620450],[468909,569354],[470511,601416],[476131,536497],[476679,574063],[477986,538352],[478070,604565],[485969,607822],[486411,607869],[487268,581833],[490772,610065],[491357,628035],[498141,586680],[499532,613032],[504798,558536],[505207,590611],[506399,560137],[512071,594473],[513673,618128],[517761,619927],[518203,619974],[524587,601073],[530634,577494],[530799,604255],[537045,607427],[538436,626135],[542247,627593],[547953,612722],[553434,593425],[558945,617785],[563600,633321],[577659,625825]
   ]
cell #2808 :
  |C| = 154
  W-rep = phi[[2],[2, 1, 1, 1]]+phi[[1],[3, 1, 1, 1]]
  special rep = phi[[2],[2, 1, 1, 1]] , dim = 84
  orbit = [4, 4, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     14 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [371874],[406754],[439600],[440217],[468352],[471076],[493014],[497659],[500089],[520190],[524199],[544378],[547688],[565392],
     [250542,322550],[285944,358697],[286192,358847],[319780,393079],[322035,393935],[322154,394262],[345160,424334],[355051,424945],[355870,427317],[358261,428238],[358428,428596],[379935,447594],[380754,456852],[390557,457458],[390793,459164],[391410,459781],[393872,460711],[405935,470906],[414516,478473],[414752,486550],[415369,487167],[424548,487574],[424882,487721],[425115,489332],[439364,499935],[445040,511514],[447197,506705],[447531,506852],[447764,514238],[456033,514068],[457107,515200],[457612,516790],[470509,526085],[470843,526232],[476197,536563],[476677,531918],[478122,532278],[478627,538993],[486314,538839],[487367,539881],[490715,542642],[498139,549072],[499584,549432],[504819,558557],[505259,554548],[506498,554821],[513671,560443],[514005,560590],[518106,564003],[518947,564761],[524639,569420],[525878,569693],[530534,577394],[530998,574084],[537043,578778],[538488,579138],[542245,582139],[542579,582286],[543354,582969],[543509,583107],[548152,586701],[553644,590511],[558997,594539],[560236,594812],[563652,597433],[564698,598186],[568516,600973],[577858,607448],[581932,609881],[593635,617685]
   ]
cell #2809 :
  |C| = 154
  W-rep = phi[[2],[2, 1, 1, 1]]+phi[[1],[3, 1, 1, 1]]
  special rep = phi[[2],[2, 1, 1, 1]] , dim = 84
  orbit = [4, 4, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     14 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [371875],[406755],[439601],[440216],[468353],[471075],[493015],[497658],[500088],[520189],[524198],[544377],[547687],[565391],
     [250543,322551],[285945,358698],[286200,358857],[319781,393080],[322043,393945],[322155,394263],[345161,424335],[355059,424955],[355871,427318],[358262,428239],[358427,428595],[379943,447604],[380755,456853],[390558,457459],[390794,459165],[391409,459780],[393871,460710],[405943,470916],[414517,478474],[414753,486551],[415368,487166],[424549,487575],[424881,487720],[425114,489331],[439365,499936],[445041,511515],[447198,506706],[447530,506851],[447763,514237],[456041,514078],[457106,515199],[457611,516789],[470510,526086],[470842,526231],[476196,536562],[476678,531919],[478121,532277],[478626,538992],[486315,538840],[487366,539880],[490723,542652],[491602,543502],[498140,549073],[499583,549431],[504818,558556],[505258,554547],[506497,554820],[513672,560444],[514004,560589],[518107,564004],[518955,564771],[524638,569419],[525877,569692],[530533,577393],[530997,574083],[537044,578779],[538487,579137],[542246,582140],[542578,582285],[543355,582970],[548151,586700],[553643,590510],[558996,594538],[560235,594811],[563651,597432],[564697,598185],[568515,600972],[577857,607447],[581931,609880],[593634,617684]
   ]
cell #2810 :
  |C| = 55
  W-rep = phi[[3],[1, 1, 1, 1]]+phi[[],[4, 1, 1, 1]]
  special rep = phi[[3],[1, 1, 1, 1]] , dim = 35
  orbit = [6, 2, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 1
  number of tau_infinity subcells = 35
     15 tau_infinity subcells with 1 member(s)
     20 tau_infinity subcells with 2 member(s)
  subcells = [
     [371876],[406767],[439613],[440227],[468365],[471086],[493027],[497669],[500086],[520200],[524196],[544375],[547675],[565379],[583131],
     [250544,322552],[285946,358699],[319782,393081],[322167,394275],[345162,424336],[355883,427330],[358438,428606],[380767,456865],[390806,459177],[391420,459791],[414765,486563],[415379,487177],[425125,489342],[445053,511527],[447774,514248],[457609,516787],[476207,536573],[478624,538990],[504816,558554],[530521,577381]
   ]
cell #2811 :
  |C| = 98
  W-rep = phi[[2, 2, 1, 1, 1],[]]+phi[[2],[2, 1, 1, 1]]
  special rep = phi[[2],[2, 1, 1, 1]] , dim = 84
  orbit = [4, 4, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     70 tau_infinity subcells with 1 member(s)
     14 tau_infinity subcells with 2 member(s)
  subcells = [
     [250546],[286020],[286193],[320542],[322036],[322246],[349767],[355052],[356662],[358273],[358526],[379936],[385282],[390569],[391585],[392208],[393883],[405936],[414528],[419104],[419727],[424640],[424893],[425884],[439376],[447289],[447542],[448910],[451859],[456034],[457190],[458337],[470601],[470854],[477221],[478205],[479713],[482397],[486326],[487433],[490716],[498683],[499667],[505730],[506564],[507940],[513763],[514016],[518118],[518948],[525110],[525944],[531389],[533212],[537587],[538571],[542337],[542590],[543366],[543510],[548543],[553927],[559468],[560302],[563735],[564709],[568799],[578249],[581998],[593918],
     [295347,376481],[331358,411282],[366644,443952],[367267,444575],[398812,472222],[401761,475171],[430271,493558],[432763,501175],[435447,503859],[462568,520661],[464778,527320],[492485,544769],[494308,550366],[519569,565675]
   ]
cell #2812 :
  |C| = 50
  W-rep = phi[[3, 1, 1, 1, 1],[]]+phi[[3],[1, 1, 1, 1]]
  special rep = phi[[3],[1, 1, 1, 1]] , dim = 35
  orbit = [6, 2, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 1
  number of tau_infinity subcells = 35
     20 tau_infinity subcells with 1 member(s)
     15 tau_infinity subcells with 2 member(s)
  subcells = [
     [250548],[286022],[320544],[322259],[349769],[356675],[358537],[385295],[391598],[392219],[419117],[419738],[425895],[448923],[451870],[458334],[479724],[482394],[507937],[533194],
     [295349,376483],[331371,411295],[366657,443965],[367278,444586],[398825,472235],[401772,475182],[430284,493571],[432774,501186],[435444,503856],[462579,520672],[464775,527317],[492482,544766],[494290,550348],[519551,565657],[543543,583144]
   ]
cell #2813 :
  |C| = 175
  W-rep = phi[[1, 1, 1, 1],[2, 1]]+phi[[1, 1, 1],[2, 1, 1]]
  special rep = phi[[1, 1, 1],[2, 1, 1]] , dim = 105
  orbit = [3, 3, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [393887],[424897],[447546],[457194],[470858],[478209],[487452],[499671],[505734],[506583],[514020],[525114],[525963],[531408],[538575],[542594],[548562],[559472],[560321],[563739],[564713],[578268],[581168],[582017],[582705],[593294],[596563],[596680],[597917],[606454],[606571],[609253],[617119],[619147],[625234],
     [270516,476934],[297230,498396],[318543,515097],[330191,522981],[343923,532175],[351650,537300],[364856,546110],[370637,549329],[378334,554120],[384115,557339],[399800,566844],[404334,568992],[410115,572211],[412782,573668],[417316,575816],[423097,579035],[433616,545985],[435278,585309],[437630,586285],[442164,588433],[445884,553995],[449898,591963],[454432,594111],[460213,597330],[466839,599906],[467813,600334],[469196,568867],[473210,602425],[480566,575691],[482228,606056],[484580,607032],[489114,609180],[495404,547013],[496253,585184],[496941,612121],[502028,588308],[503690,614523],[510001,616618],[510975,617046],[512358,593986],[516372,619137],[522214,567670],[522331,621221],[523568,600209],[529381,623294],[530355,623722],[534308,576719],[535157,605931],[535845,625224],[540932,609055],[546183,611669],[551462,589336],[552311,614398],[552999,630341],[556572,592789],[556689,631196],[557926,616921],[566854,621231],[568175,603756],[571444,603251],[571561,634998],[572798,623597],[575889,624772],[585707,614921],[585824,615038],[588506,629889],[591973,631206],[600407,623795],[602435,635008],[612131,630351]
   ]
cell #2814 :
  |C| = 35
  W-rep = phi[[1, 1, 1, 1],[1, 1, 1]]
  special rep = phi[[1, 1, 1, 1],[1, 1, 1]] , dim = 35
  orbit = [2, 2, 2, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 35
     35 tau_infinity subcells with 1 member(s)
  subcells = [
     [257038],[310962],[337918],[366901],[391842],[400154],[419361],[433661],[444209],[450252],[465568],[473564],[480611],[491159],[497295],[502073],[508730],[516726],[523613],[528110],[536199],[540977],[546228],[547279],[553353],[557971],[562468],[567011],[572843],[575934],[576985],[588551],[589602],[592130],[602592]
   ]
cell #2815 :
  |C| = 189
  W-rep = phi[[2, 1, 1, 1],[1, 1]]+phi[[2, 1, 1],[1, 1, 1]]
  special rep = phi[[2, 1, 1],[1, 1, 1]] , dim = 105
  orbit = [4, 2, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     21 tau_infinity subcells with 1 member(s)
     84 tau_infinity subcells with 2 member(s)
  subcells = [
     [491200],[516767],[518615],[536240],[541257],[541327],[543012],[558251],[558321],[562753],[562767],[577270],[577284],[580816],[581105],[592942],[593231],[596298],[605139],[606189],[616015],
     [257079,328846],[292572,364780],[311003,382770],[328564,399913],[337959,408770],[346992,417240],[364313,433445],[366942,435978],[373706,442088],[382488,450011],[391883,458868],[398526,464626],[400195,467234],[402043,467737],[408488,473323],[416773,480395],[419402,482928],[426166,489038],[429985,492333],[433941,496578],[434011,496648],[435696,497054],[441621,501857],[444250,504390],[448624,507788],[450293,510396],[452141,510899],[458586,516485],[465853,523270],[465867,523284],[467270,523397],[471936,527168],[473605,529776],[475453,530279],[480891,535482],[480961,535552],[482646,535958],[488571,540761],[493272,544617],[494502,545537],[495052,546661],[495341,546950],[497336,553394],[502353,552636],[502423,552706],[504108,553112],[509015,557628],[509029,557642],[510432,557755],[519763,565295],[521389,566474],[521949,567405],[523893,573123],[523963,573193],[528395,572500],[528409,572514],[529812,572627],[533406,575243],[533956,576367],[534245,576656],[543963,583396],[545443,584362],[547564,589887],[547578,589901],[550560,587860],[551110,588984],[551399,589273],[555747,591593],[556307,592524],[565201,598528],[565869,598902],[567823,603404],[568112,603693],[570619,602055],[571179,602986],[575149,605109],[583767,611111],[584392,613606],[585442,614656],[587766,613576],[598558,620847],[598808,620817],[599303,622691],[610878,628324]
   ]
cell #2816 :
  |C| = 126
  W-rep = phi[[2, 1, 1],[1, 1, 1]]+phi[[],[3, 2, 2]]
  special rep = phi[[2, 1, 1],[1, 1, 1]] , dim = 105
  orbit = [4, 2, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     84 tau_infinity subcells with 1 member(s)
     21 tau_infinity subcells with 2 member(s)
  subcells = [
     [257174],[292668],[311098],[328670],[338054],[347088],[359639],[364390],[367037],[373802],[382594],[391978],[399117],[400910],[402139],[408594],[416850],[419497],[426262],[434511],[434678],[435802],[441698],[444345],[449215],[451008],[452237],[458692],[466368],[466487],[467347],[472527],[474320],[475549],[481461],[481628],[482752],[488648],[493863],[494579],[495546],[495794],[500781],[502923],[503090],[504214],[509530],[509649],[510509],[519840],[521431],[522359],[526858],[527025],[528910],[529029],[529889],[533483],[534450],[534698],[544005],[545465],[550133],[550252],[550637],[551604],[551852],[555789],[556717],[565223],[565946],[570037],[570285],[570661],[571589],[575171],[583809],[585957],[587256],[587788],[598719],[598830],[600524],[610984],
     [428464,491295],[458304,517482],[460933,518711],[479319,539685],[488347,541827],[488514,541994],[491024,543118],[507478,561216],[507645,561383],[515901,563268],[516020,563387],[532979,579839],[533098,579958],[540225,581310],[540473,581558],[555165,595156],[555413,595404],[561842,596708],[573340,606704],[574639,608003],[590062,617236]
   ]
cell #2817 :
  |C| = 126
  W-rep = phi[[2, 1, 1],[1, 1, 1]]+phi[[],[3, 2, 2]]
  special rep = phi[[2, 1, 1],[1, 1, 1]] , dim = 105
  orbit = [4, 2, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     84 tau_infinity subcells with 1 member(s)
     21 tau_infinity subcells with 2 member(s)
  subcells = [
     [257175],[292667],[311099],[328662],[338055],[347087],[364319],[367038],[373801],[382586],[391979],[398532],[400911],[402138],[408586],[416779],[419498],[426261],[429991],[434512],[434677],[435794],[441627],[444346],[448630],[451009],[452236],[458684],[466367],[466479],[467276],[471942],[474321],[475548],[481462],[481627],[482744],[488577],[493278],[494508],[495538],[495793],[500782],[502924],[503089],[504206],[509529],[509641],[510438],[519769],[521423],[522358],[526859],[527024],[528909],[529021],[529818],[533412],[534442],[534697],[543997],[545464],[550132],[550244],[550566],[551596],[551851],[555781],[556716],[565222],[565875],[570029],[570284],[570653],[571588],[575170],[583801],[585949],[587255],[587787],[598711],[598829],[600523],[610983],
     [428465,491296],[458305,517483],[460932,518710],[479320,539686],[488348,541828],[488513,541993],[491016,543110],[507479,561217],[507644,561382],[515900,563267],[516012,563379],[532978,579838],[533090,579950],[540217,581302],[540472,581557],[555157,595148],[555412,595403],[561841,596707],[573332,606696],[574638,608002],[590061,617235]
   ]
cell #2818 :
  |C| = 126
  W-rep = phi[[2, 1, 1],[1, 1, 1]]+phi[[],[3, 2, 2]]
  special rep = phi[[2, 1, 1],[1, 1, 1]] , dim = 105
  orbit = [4, 2, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     84 tau_infinity subcells with 1 member(s)
     21 tau_infinity subcells with 2 member(s)
  subcells = [
     [257185],[292679],[311109],[328663],[338065],[347099],[364320],[367048],[373813],[382587],[391989],[398533],[400921],[402150],[408587],[416780],[419508],[426273],[429992],[434614],[434689],[435795],[441628],[444356],[448631],[451019],[452248],[458685],[466466],[466480],[467277],[471943],[474331],[475560],[481564],[481639],[482745],[488578],[493279],[494509],[495539],[495878],[500792],[503026],[503101],[504207],[509628],[509642],[510439],[519770],[521424],[522363],[526961],[527036],[529008],[529022],[529819],[533413],[534443],[534782],[543998],[545469],[550231],[550245],[550567],[551597],[551936],[555782],[556721],[565227],[565876],[570030],[570369],[570654],[571593],[575175],[583802],[585950],[587260],[587792],[598712],[598834],[600528],[610988],
     [428475,491306],[458315,517493],[460944,518722],[479330,539696],[488450,541930],[488525,542005],[491017,543111],[507581,561319],[507656,561394],[515999,563366],[516013,563380],[533077,579937],[533091,579951],[540218,581303],[540557,581642],[555158,595149],[555497,595488],[561846,596712],[573333,606697],[574643,608007],[590066,617240]
   ]
cell #2819 :
  |C| = 175
  W-rep = phi[[1, 1, 1, 1],[2, 1]]+phi[[1, 1, 1],[2, 1, 1]]
  special rep = phi[[1, 1, 1],[2, 1, 1]] , dim = 105
  orbit = [3, 3, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [518482],[540680],[555620],[561991],[564504],[570492],[574788],[580489],[581765],[582683],[587405],[590491],[591211],[595611],[596658],[596857],[597923],[600953],[601673],[604204],[606549],[608152],[609159],[609259],[609404],[612671],[617025],[617125],[617665],[618385],[619181],[619199],[625268],[625286],[625774],
     [269607,530865],[296321,548019],[329282,567127],[350741,577725],[364647,584689],[383206,592246],[390933,596020],[399778,599504],[409206,602708],[414892,604796],[417107,605436],[433622,584669],[439740,613263],[441955,613903],[445632,615287],[449876,616216],[459304,619420],[467604,621603],[468944,621963],[473188,622892],[476461,623954],[480572,605416],[486690,626366],[488905,627006],[496001,628770],[496919,628840],[497923,629071],[502034,613883],[505055,615231],[510766,631578],[512106,631938],[516350,632867],[522309,634137],[522508,634168],[523574,621583],[524435,621907],[530146,635380],[534905,636120],[535823,636190],[536827,636421],[540938,626986],[546089,612053],[546189,628666],[546334,628714],[552059,638849],[552977,638919],[556667,639358],[556866,639389],[557932,631558],[558793,631882],[566888,621349],[566906,621486],[571539,641242],[571738,641273],[572804,635360],[575795,625156],[575895,636016],[576040,636064],[585802,615016],[588412,630273],[588512,638745],[588657,638793],[592007,631324],[592025,631461],[600313,623701],[600413,623801],[602469,635126],[602487,635263],[612165,630385],[612183,630403]
   ]
cell #2820 :
  |C| = 175
  W-rep = phi[[1, 1, 1, 1],[2, 1]]+phi[[1, 1, 1],[2, 1, 1]]
  special rep = phi[[1, 1, 1],[2, 1, 1]] , dim = 105
  orbit = [3, 3, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [460806],[487816],[506947],[515140],[526327],[532218],[539837],[549372],[554163],[554777],[560685],[564606],[569035],[569649],[573775],[579078],[582381],[582693],[586392],[594154],[594768],[596668],[597373],[597916],[606559],[607139],[609223],[609252],[609837],[617089],[617118],[619146],[619244],[625233],[625331],
     [269709,531226],[296423,548380],[329384,567488],[350843,578086],[364749,584725],[383308,592607],[391035,561515],[399788,599489],[409308,603069],[414994,574312],[417209,605472],[433615,584648],[439842,586929],[442057,613939],[446248,590403],[449886,616201],[459406,619781],[467706,621639],[469560,600865],[473198,622877],[476977,604096],[480565,605395],[486792,607676],[489007,627042],[496617,611965],[496929,628825],[498439,612563],[502027,613862],[505488,590326],[510868,631614],[512722,617577],[516360,632852],[522319,634087],[523024,621378],[523567,621562],[524868,600788],[530248,635416],[535521,625068],[535833,636175],[537343,625666],[540931,626965],[546153,585352],[546182,628589],[546767,611888],[552675,630185],[552987,638904],[556677,639308],[557382,631353],[557925,631537],[559226,617500],[566853,621230],[566951,600013],[571549,641192],[572254,635155],[572797,635339],[575859,606099],[575888,635939],[576473,624991],[585812,615026],[588476,614566],[588505,638668],[589090,630108],[591972,631205],[592070,616725],[600377,623765],[600406,623794],[602434,635007],[602532,623401],[612130,630350],[612228,630448]
   ]
cell #2821 :
  |C| = 175
  W-rep = phi[[1, 1, 1, 1],[2, 1]]+phi[[1, 1, 1],[2, 1, 1]]
  special rep = phi[[1, 1, 1],[2, 1, 1]] , dim = 105
  orbit = [3, 3, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [460807],[487817],[506948],[515141],[526328],[532219],[539843],[549373],[554164],[554783],[560686],[564607],[569036],[569655],[573781],[579079],[582382],[582694],[586398],[594155],[594774],[596669],[597374],[597924],[606560],[607145],[609224],[609260],[609843],[617090],[617126],[619182],[619250],[625269],[625337],
     [269710,531230],[296424,548384],[329385,567492],[350844,578090],[364750,584729],[383309,592611],[391036,561519],[399789,599508],[409309,603073],[414995,574316],[417210,605476],[433623,584675],[439843,586933],[442058,613943],[446249,590407],[449887,616220],[459407,619785],[467707,621643],[469561,600869],[473199,622896],[476978,604115],[480573,605422],[486793,607680],[489008,627046],[496618,611969],[496930,628844],[498440,612582],[502035,613889],[505494,590353],[510869,631618],[512723,617581],[516361,632871],[522320,634141],[523025,621397],[523575,621589],[524874,600815],[530249,635420],[535522,625072],[535834,636194],[537344,625685],[540939,626992],[546154,585353],[546190,628672],[546773,611915],[552676,630189],[552988,638923],[556678,639362],[557383,631372],[557933,631564],[559232,617527],[566889,621350],[566957,600019],[571550,641246],[572255,635174],[572805,635366],[575860,606100],[575896,636022],[576479,625018],[585813,615027],[588477,614567],[588513,638751],[589096,630135],[592008,631325],[592076,616731],[600378,623766],[600414,623802],[602470,635127],[602538,623407],[612166,630386],[612234,630454]
   ]
cell #2822 :
  |C| = 154
  W-rep = phi[[2],[2, 1, 1, 1]]+phi[[1],[3, 1, 1, 1]]
  special rep = phi[[2],[2, 1, 1, 1]] , dim = 84
  orbit = [4, 4, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     14 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [439421],[470822],[499446],[499880],[524176],[525796],[544355],[547805],[549181],[565509],[568369],[583571],[585865],[598627],
     [286201,543435],[322044,564215],[322525,519036],[355060,580311],[358274,582480],[358318,543411],[379944,591033],[390570,595865],[390614,518163],[393851,564677],[393882,597750],[405944,601495],[414529,604641],[414573,486371],[424641,580230],[424861,542558],[424892,608611],[428183,582914],[439377,613108],[447290,590952],[447510,513984],[447541,615618],[456042,618207],[456969,563514],[457189,595806],[457403,563948],[470602,601414],[470853,622294],[477222,574061],[477984,538350],[478204,604582],[478418,538784],[486327,626211],[487285,581850],[487429,608557],[490724,627672],[491603,628132],[498684,586678],[499666,613049],[504796,558534],[505729,590628],[506416,560154],[506560,615564],[513764,618126],[514015,632269],[514949,597182],[518119,633397],[518956,633743],[525109,601090],[525940,622240],[530651,577511],[531385,604318],[532027,578887],[537588,607425],[538570,626152],[542338,627591],[542589,637550],[543367,637819],[548539,612785],[553497,593488],[553908,615339],[559467,617802],[560298,632215],[563734,633338],[564708,640652],[568780,622015],[573248,606612],[578245,625888],[581994,637496],[593899,631990]
   ]
cell #2823 :
  |C| = 105
  W-rep = phi[[2, 1, 1, 1, 1],[1]]+phi[[2, 1],[1, 1, 1, 1]]
  special rep = phi[[2, 1],[1, 1, 1, 1]] , dim = 70
  orbit = [4, 2, 2, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     35 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [541245],[543095],[543473],[558239],[562742],[562850],[564447],[564468],[564817],[577259],[577367],[581109],[581256],[581277],[582646],[582713],[593235],[593382],[593403],[596323],[596621],[596688],[597896],[606214],[606512],[606579],[608977],[609232],[616040],[616843],[617098],[619080],[624554],[625167],[631048],
     [433929,496566],[465842,523259],[480879,535470],[495345,546954],[502341,552624],[509004,557617],[519330,565065],[521974,567430],[523881,573111],[528384,572489],[534249,576660],[545678,584506],[547553,589876],[547661,589984],[551403,589277],[556332,592549],[568116,603697],[568263,603844],[568284,603865],[571204,603011],[575384,605253],[585467,614681],[585765,614979],[585832,615046],[588001,613720],[599043,620961],[599328,622716],[600131,623519],[600386,623774],[610903,628349],[611451,629671],[612064,630284],[620666,633923],[621073,634850],[628205,637954]
   ]
cell #2824 :
  |C| = 175
  W-rep = phi[[1, 1, 1, 1],[2, 1]]+phi[[1, 1, 1],[2, 1, 1]]
  special rep = phi[[1, 1, 1],[2, 1, 1]] , dim = 105
  orbit = [3, 3, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [518384],[540130],[555070],[561547],[569942],[574344],[580119],[586961],[590435],[590841],[595061],[597943],[598081],[600897],[601303],[604159],[607708],[609279],[610130],[610367],[612626],[617145],[617609],[618015],[619282],[619322],[619813],[625369],[625409],[625729],[627074],[627480],[631646],[632915],[636238],
     [341571,476424],[368285,497886],[400467,522471],[420745,536790],[433642,495313],[433780,546052],[450565,556829],[457861,561954],[465586,522163],[473877,571701],[478876,574751],[480592,534217],[480730,575758],[500338,587368],[502054,551371],[502192,588375],[505781,590454],[508748,556521],[517039,596820],[523594,568084],[523732,600276],[525161,600916],[528128,571393],[531258,604102],[539242,608115],[540958,581077],[541096,609122],[546209,585408],[547060,612016],[547297,585656],[548412,612569],[553974,615212],[557952,593203],[558090,616988],[559519,617628],[562486,596512],[566989,600051],[567029,600091],[567520,621384],[568846,621888],[572824,603665],[572962,623664],[575915,606155],[576766,625119],[577003,606403],[578118,625672],[584757,611997],[585163,628695],[588532,614622],[589383,630236],[589620,614870],[592108,616763],[592148,616803],[592639,631359],[593965,631863],[599552,621441],[600433,623821],[602570,623439],[602610,623479],[603101,635161],[605504,625100],[605910,636045],[612266,630486],[612306,630526],[613971,630217],[614377,638774],[616264,631416],[621671,635448],[622940,635218],[628888,638967]
   ]
cell #2825 :
  |C| = 147
  W-rep = phi[[1, 1],[2, 1, 1, 1]]+phi[[1],[2, 2, 1, 1]]
  special rep = phi[[1, 1],[2, 1, 1, 1]] , dim = 84
  orbit = [3, 3, 2, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 84
     21 tau_infinity subcells with 1 member(s)
     63 tau_infinity subcells with 2 member(s)
  subcells = [
     [522628],[546457],[553688],[556986],[567214],[568560],[571858],[576163],[584877],[587525],[588780],[592333],[593679],[601548],[601796],[602795],[605624],[613125],[613165],[613350],[614091],
     [286189,583026],[322032,597767],[355048,608628],[358237,610199],[379932,615635],[390533,618783],[393854,597786],[405932,622311],[414492,624230],[424452,626651],[424864,608647],[439340,629347],[447101,630764],[447513,615654],[456030,632286],[457026,618726],[470413,634566],[470825,622330],[476581,635555],[478041,624173],[486290,636697],[487321,608748],[490712,637567],[498043,638284],[499503,629290],[505178,630641],[506452,615755],[513575,639787],[513987,632305],[518082,640439],[518944,640669],[524558,634443],[525832,622431],[530952,624006],[536947,641841],[538407,636640],[542149,642331],[542561,637586],[543330,642524],[543506,637876],[548106,629123],[558916,639664],[560190,632406],[562111,596977],[563571,640382],[564268,620377],[564680,633639],[564790,633796],[574908,608272],[577812,636473],[580364,627725],[580612,609527],[581886,627194],[582497,637836],[582537,627973],[591086,618260],[591334,618508],[595882,633414],[595922,633454],[596107,619507],[604658,626228],[604698,626268],[604883,626453]
   ]
cell #2826 :
  |C| = 105
  W-rep = phi[[2, 1],[1, 1, 1, 1]]+phi[[],[3, 2, 1, 1]]
  special rep = phi[[2, 1],[1, 1, 1, 1]] , dim = 70
  orbit = [4, 2, 2, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     35 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [495953],[522715],[534857],[546489],[552011],[557073],[565039],[567079],[570444],[571945],[576195],[584480],[587612],[587713],[588812],[592198],[601828],[601960],[601981],[602660],[605227],[613215],[613462],[613522],[613694],[620935],[621775],[622380],[622584],[628267],[628981],[629425],[633873],[634362],[637925],
     [540632,581717],[542996,582802],[543461,583076],[555572,595563],[562198,597064],[562299,597165],[564355,598030],[564376,598051],[564805,598289],[574995,608359],[575096,608460],[580644,609559],[580776,609691],[580797,609712],[582569,610399],[582629,610459],[591366,618540],[591498,618672],[591519,618693],[595972,619372],[596219,619619],[596279,619679],[597830,620264],[604748,626318],[604995,626565],[605055,626625],[608697,627143],[608901,627347],[615099,631750],[615704,632355],[615908,632559],[618861,632993],[623864,636331],[624308,636775],[630560,639583]
   ]
cell #2827 :
  |C| = 147
  W-rep = phi[[1, 1],[2, 1, 1, 1]]+phi[[1],[2, 2, 1, 1]]
  special rep = phi[[1, 1],[2, 1, 1, 1]] , dim = 84
  orbit = [3, 3, 2, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 84
     21 tau_infinity subcells with 1 member(s)
     63 tau_infinity subcells with 2 member(s)
  subcells = [
     [522629],[546456],[553662],[556987],[567209],[568534],[571859],[576162],[584851],[587526],[588779],[592328],[593653],[601549],[601795],[602790],[605598],[613126],[613164],[613345],[614065],
     [286190,583025],[322033,597766],[355049,608627],[358238,610196],[379933,615634],[390534,618780],[393853,597781],[405933,622310],[414493,624227],[424453,626642],[424863,608642],[439341,629344],[447102,630755],[447512,615649],[456031,632285],[457025,618711],[470414,634557],[470824,622325],[476582,635526],[478040,624158],[486291,636694],[487316,608722],[490713,637566],[498044,638255],[499502,629275],[505177,630591],[506447,615729],[513576,639778],[513986,632300],[518083,640436],[518945,640668],[524557,634393],[525827,622405],[530947,623924],[536948,641812],[538406,636625],[542150,642322],[542560,637581],[543331,642521],[543507,637875],[548101,629041],[558915,639614],[560185,632380],[562112,596978],[563570,640367],[564269,620378],[564679,633634],[564791,633797],[574909,608273],[577807,636391],[580365,627726],[580611,609526],[581881,627168],[582498,637837],[582536,627972],[591087,618261],[591333,618507],[595883,633415],[595921,633453],[596102,619502],[604659,626229],[604697,626267],[604878,626448]
   ]
cell #2828 :
  |C| = 154
  W-rep = phi[[2],[2, 1, 1, 1]]+phi[[1],[3, 1, 1, 1]]
  special rep = phi[[2],[2, 1, 1, 1]] , dim = 84
  orbit = [4, 4, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     14 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [406831],[440225],[471084],[471683],[497667],[500131],[520198],[524241],[526395],[544420],[547833],[565537],[568296],[583498],
     [286209,358881],[322231,394339],[322519,394509],[355947,427394],[358312,428270],[358436,428604],[380831,456929],[390608,457490],[391418,459789],[393880,460719],[394053,461079],[414567,478505],[415377,487175],[424890,487729],[425123,489340],[425722,489939],[428208,490860],[439415,499967],[447539,506860],[447772,514246],[448371,514845],[457115,515208],[457428,515342],[457654,516832],[470851,526240],[476205,536571],[478130,532286],[478443,532420],[478669,539035],[486365,538871],[487409,539923],[487884,541364],[499592,549440],[499905,549574],[504861,558599],[505267,554556],[506540,554863],[507015,560753],[514013,560598],[515031,561558],[518157,564035],[524647,569428],[525920,569735],[530679,577539],[531040,574126],[532109,574355],[538496,579146],[538809,579280],[542587,582294],[543405,583001],[548194,586743],[549263,586972],[553424,593415],[553789,590656],[559005,594547],[560278,594854],[563660,597441],[563973,597575],[564706,598194],[564865,598330],[568661,601118],[573400,604245],[577900,607490],[578969,607719],[581974,609923],[582939,610590],[586017,612712],[593780,617830],[597264,619824],[606764,625815]
   ]
cell #2829 :
  |C| = 105
  W-rep = phi[[1, 1],[2, 2, 1]]
  special rep = phi[[1, 1],[2, 2, 1]] , dim = 105
  orbit = [3, 3, 3, 3, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [321981],[354997],[379881],[390193],[405881],[414152],[424498],[439000],[445578],[447147],[455979],[457067],[468890],[470459],[476627],[478082],[485950],[490661],[495947],[498089],[499544],[505031],[505219],[512052],[513621],[517742],[518893],[522674],[524411],[524599],[530847],[534851],[536993],[538448],[540626],[542195],[542990],[546310],[546498],[548001],[552005],[555566],[557032],[558769],[558957],[562157],[562293],[563612],[564314],[567109],[570438],[571904],[574954],[575090],[576016],[576204],[577707],[580465],[580653],[580735],[581711],[582796],[587571],[587707],[588633],[588821],[591187],[591375],[591457],[592228],[595557],[596002],[596012],[597023],[597159],[597989],[601649],[601837],[601919],[602690],[604061],[604778],[604788],[608318],[608454],[609380],[609568],[609650],[612528],[613245],[613255],[615185],[615195],[618361],[618549],[618631],[619402],[619412],[621861],[621871],[625631],[626348],[626358],[631836],[631846]
   ]
cell #2830 :
  |C| = 140
  W-rep = phi[[1, 1, 1],[2, 1, 1]]+phi[[1],[2, 2, 2]]
  special rep = phi[[1, 1, 1],[2, 1, 1]] , dim = 105
  orbit = [3, 3, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     70 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [377233],[399873],[403233],[433708],[434177],[449971],[453331],[465627],[473283],[480658],[481127],[488013],[497014],[502120],[502589],[507144],[508789],[516445],[522792],[523660],[526524],[528169],[531073],[535918],[541024],[541493],[546483],[546600],[547338],[548227],[553072],[553671],[557150],[558018],[560882],[562527],[567248],[567335],[568543],[572022],[572890],[573408],[576189],[576306],[577044],[577933],[584860],[584931],[586025],[587689],[588806],[588923],[589661],[592367],[592454],[593662],[599646],[601822],[601939],[602829],[602916],[605607],[605678],[606772],[613384],[614074],[614145],[616358],[622485],[623034],
     [428303,582578],[457523,596228],[478538,605004],[487355,608731],[500000,613471],[506486,615738],[514984,618877],[525866,622414],[530986,623933],[532062,624324],[538904,626574],[542972,582778],[543228,610408],[548140,629050],[549216,629441],[553742,630596],[560224,632389],[562275,597141],[564068,619628],[564334,598009],[568614,634398],[575072,608436],[577846,636400],[578922,636791],[580638,609553],[580755,609670],[581920,627177],[591360,618534],[591477,618651],[593733,639619],[596141,619541],[597217,633009],[604917,626487],[608802,627248],[615809,632460]
   ]
cell #2831 :
  |C| = 105
  W-rep = phi[[2, 1],[1, 1, 1, 1]]+phi[[],[3, 2, 1, 1]]
  special rep = phi[[2, 1],[1, 1, 1, 1]] , dim = 70
  orbit = [4, 2, 2, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     35 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [546546],[567302],[576252],[584978],[588869],[592421],[598415],[599638],[601885],[602883],[605725],[611489],[613438],[613519],[614192],[616350],[622532],[622628],[622646],[623026],[624592],[629433],[629588],[629630],[629709],[633961],[634370],[634678],[634792],[637933],[638247],[638447],[640744],[640930],[642604],
     [580701,609616],[582626,610456],[583052,610695],[591423,618597],[596195,619595],[596276,619676],[597874,620308],[597892,620326],[598268,620523],[604971,626541],[605052,626622],[608849,627295],[608945,627391],[608963,627409],[610279,627885],[610321,627927],[615856,632507],[615952,632603],[615970,632621],[618869,633001],[619024,633156],[619066,633198],[620165,633584],[624316,636783],[624471,636938],[624513,636980],[626763,637256],[626877,637370],[630568,639591],[630876,639899],[630990,640013],[632710,640234],[635518,641804],[635718,642004],[639046,643239]
   ]
cell #2832 :
  |C| = 147
  W-rep = phi[[1, 1],[2, 1, 1, 1]]+phi[[1],[2, 2, 1, 1]]
  special rep = phi[[1, 1],[2, 1, 1, 1]] , dim = 84
  orbit = [3, 3, 2, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 84
     21 tau_infinity subcells with 1 member(s)
     63 tau_infinity subcells with 2 member(s)
  subcells = [
     [522640],[546465],[553659],[556998],[567206],[568531],[571870],[576171],[584848],[587537],[588788],[592325],[593650],[601560],[601804],[602787],[605595],[613173],[613191],[613342],[614062],
     [286191,583034],[322034,597820],[355050,608681],[358249,610232],[379934,615688],[390545,618816],[393862,597778],[405934,622364],[414504,624263],[424464,626639],[424872,608639],[439352,629380],[447113,630752],[447521,615646],[456032,632339],[457034,618702],[470425,634554],[470833,622322],[476593,635523],[478049,624149],[486302,636730],[487313,608719],[490714,637620],[498055,638252],[499511,629266],[505186,630582],[506444,615726],[513587,639775],[513995,632297],[518094,640472],[518946,633673],[524566,634384],[525824,622402],[530944,623921],[536959,641809],[538415,636616],[542161,642319],[542569,637578],[543342,637741],[543508,628116],[548098,629038],[558924,639605],[560182,632377],[562123,596989],[563579,640358],[564280,620389],[564688,633631],[564802,620541],[574920,608284],[577804,636388],[580376,627737],[580620,609535],[581878,627165],[582545,627981],[582563,627999],[591098,618272],[591342,618516],[595930,633462],[595948,633480],[596099,619499],[604706,626276],[604724,626294],[604875,626445]
   ]
cell #2833 :
  |C| = 154
  W-rep = phi[[2],[2, 1, 1, 1]]+phi[[1],[3, 1, 1, 1]]
  special rep = phi[[2],[2, 1, 1, 1]] , dim = 84
  orbit = [4, 4, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     14 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [439411],[470820],[499444],[499882],[524174],[525798],[544353],[547760],[547807],[549190],[565464],[565511],[568378],[583580],
     [286195,583021],[322038,597762],[322515,564861],[355054,608623],[358297,582478],[358308,543401],[379938,615630],[390593,595863],[390604,518153],[393849,564675],[393906,597752],[405938,622306],[413702,574059],[414552,604639],[414563,486361],[424843,580228],[424859,542556],[424916,608613],[428185,582916],[438550,586676],[439400,613106],[446758,590630],[447492,590950],[447508,513982],[447565,615620],[456036,632281],[456967,563512],[457380,595808],[457405,563950],[470070,601092],[470804,601412],[470877,622296],[477659,604327],[477982,538348],[478395,604584],[478420,538786],[485500,607423],[486350,626209],[487287,581852],[487590,608566],[490718,637562],[499121,612794],[499857,613051],[504794,558532],[505857,590583],[506418,560156],[506721,615573],[513232,617804],[513966,618124],[514039,632271],[514958,597191],[518142,633395],[518950,640664],[525237,601045],[526101,622249],[530606,577466],[530653,577513],[532036,578896],[538025,625897],[538761,626154],[542540,627589],[542613,637552],[543390,637817],[543512,642588],[553506,593497],[559595,617757],[560459,632224],[563925,633340],[564732,640654],[582155,637505]
   ]
cell #2834 :
  |C| = 55
  W-rep = phi[[3],[1, 1, 1, 1]]+phi[[],[4, 1, 1, 1]]
  special rep = phi[[3],[1, 1, 1, 1]] , dim = 35
  orbit = [6, 2, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 1
  number of tau_infinity subcells = 35
     15 tau_infinity subcells with 1 member(s)
     20 tau_infinity subcells with 2 member(s)
  subcells = [
     [440311],[471714],[500225],[500725],[524335],[526500],[544514],[547938],[549773],[565642],[568447],[583649],[585843],[598605],[610745],
     [322542,394551],[358522,428690],[391504,459875],[394084,461110],[415463,487261],[425753,489970],[428408,491239],[448402,514876],[457748,516926],[458248,517426],[478763,539129],[479263,539629],[487989,541469],[504955,558693],[507120,560858],[515541,562908],[530784,577644],[532619,579479],[553575,593566],[573226,606590]
   ]
cell #2835 :
  |C| = 154
  W-rep = phi[[2],[2, 1, 1, 1]]+phi[[1],[3, 1, 1, 1]]
  special rep = phi[[2],[2, 1, 1, 1]] , dim = 84
  orbit = [4, 4, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     14 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [439525],[470937],[499465],[499990],[524195],[525811],[544374],[547820],[549178],[565524],[568366],[583568],[585852],[598614],
     [286206,491555],[322141,518443],[322534,461434],[355157,540189],[358357,542882],[358422,491421],[380041,555129],[390653,561797],[390718,518267],[393966,518770],[393967,564252],[406041,570001],[414612,574594],[414677,486475],[424477,580249],[424976,542673],[424977,580348],[428293,543218],[428929,583085],[439460,587211],[447126,590971],[447625,514099],[447626,591070],[456139,595120],[456988,563533],[457043,595821],[457513,564058],[461275,598140],[470438,601433],[470938,601532],[476606,574080],[478003,538369],[478058,604597],[478528,538894],[486410,607958],[487300,581865],[487309,608554],[490821,610189],[491356,610518],[498068,586697],[499520,613064],[504815,558553],[505195,590643],[506431,560169],[506440,615561],[513600,618145],[514100,618244],[514946,597179],[518202,620063],[518771,620361],[524575,601105],[525820,622237],[530666,577526],[530940,604315],[532024,578884],[536972,607444],[538424,626167],[542174,627610],[542674,627709],[548094,612782],[553494,593485],[553630,615326],[558933,617817],[560178,632212],[563588,633353],[568502,622002],[573235,606599],[577800,625885],[581874,637493],[593621,631977]
   ]
cell #2836 :
  |C| = 140
  W-rep = phi[[1, 1, 1],[2, 1, 1]]+phi[[1],[2, 2, 2]]
  special rep = phi[[1, 1, 1],[2, 1, 1]] , dim = 105
  orbit = [3, 3, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     70 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [305380],[328725],[332336],[364667],[365201],[382649],[386260],[399840],[408649],[417127],[417661],[425242],[435857],[441975],[442509],[447891],[449938],[458747],[466542],[467624],[471203],[473250],[476712],[482807],[488925],[489459],[495871],[496021],[496981],[498174],[504269],[505036],[509704],[510786],[514365],[516412],[522645],[522759],[524416],[529084],[530166],[530840],[534775],[534925],[535885],[537078],[546315],[546428],[547994],[550307],[551929],[552079],[553039],[557003],[557117],[558774],[567102],[570362],[570512],[571875],[571989],[576021],[576134],[577700],[587542],[588638],[588751],[592221],[601767],[602683],
     [358349,542939],[390645,562242],[414604,575039],[424469,580470],[439452,587656],[447118,591192],[456997,595995],[470430,601654],[476598,604066],[478012,604771],[486402,608403],[491079,543173],[491348,582745],[498060,612533],[499474,613238],[505149,615178],[513592,618366],[516075,563442],[518194,597108],[518502,564524],[524529,621854],[533153,580013],[536964,625636],[538378,626341],[540550,581635],[540700,581785],[542166,609385],[555490,595481],[555640,595631],[558887,631829],[562128,596994],[563542,619395],[574925,608289],[580583,609498],[591305,618479]
   ]
cell #2837 :
  |C| = 154
  W-rep = phi[[2],[2, 1, 1, 1]]+phi[[1],[3, 1, 1, 1]]
  special rep = phi[[2],[2, 1, 1, 1]] , dim = 84
  orbit = [4, 4, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     14 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [471779],[500724],[526445],[526970],[547883],[549764],[565587],[568438],[570006],[583640],[585926],[598688],[600460],[610920],
     [358870,428921],[394149,461175],[394528,461400],[425818,490035],[428384,491009],[428407,491238],[448467,514941],[457604,515491],[458247,517425],[460801,518400],[460878,518656],[478619,532569],[479262,539628],[487811,540146],[487934,541414],[488459,541939],[490937,542864],[500081,549723],[506942,555086],[507065,560803],[507590,561328],[515081,561608],[515419,561779],[515532,562899],[519030,564846],[526322,569958],[530729,577589],[532159,574405],[532497,574576],[532610,579470],[538985,579429],[539814,580186],[540194,581279],[543309,582909],[549313,587022],[549651,587193],[553566,593557],[553839,590706],[554754,590908],[555134,595125],[560680,595077],[561473,595749],[564149,597724],[564601,598097],[568711,601168],[569626,601370],[573309,606673],[573542,604387],[574270,604525],[579019,607769],[579357,607940],[582376,610146],[582837,610500],[586159,612854],[586887,612992],[589998,617172],[590200,615400],[593830,617880],[594745,618082],[597314,619874],[597652,620045],[600662,622076],[603952,624023],[606906,625957],[607634,626095],[609814,627547],[612419,629140],[617374,632051],[619739,633281],[625522,636490]
   ]
cell #2838 :
  |C| = 105
  W-rep = phi[[2, 1],[1, 1, 1, 1]]+phi[[],[3, 2, 1, 1]]
  special rep = phi[[2, 1],[1, 1, 1, 1]] , dim = 70
  orbit = [4, 2, 2, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     35 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [585028],[599780],[601979],[605775],[611762],[613509],[613524],[614242],[616492],[620600],[621234],[622582],[622591],[622618],[623168],[624865],[628506],[629438],[629575],[629587],[629982],[631209],[634375],[634677],[634754],[635011],[635856],[637938],[638246],[638445],[638585],[640743],[640767],[640928],[642602],
     [543459,583074],[564374,598049],[564807,598291],[580795,609710],[582616,610446],[582631,610461],[591517,618691],[596266,619666],[596281,619681],[597837,620271],[597864,620298],[605042,626612],[605057,626627],[608899,627345],[608908,627354],[608935,627381],[610278,627884],[615906,632557],[615915,632566],[615942,632593],[618874,633006],[619011,633143],[619023,633155],[624321,636788],[624458,636925],[624470,636937],[626762,637255],[626839,637332],[630573,639596],[630875,639898],[630952,639975],[632708,640232],[635517,641803],[635716,642002],[639044,643237]
   ]
cell #2839 :
  |C| = 147
  W-rep = phi[[1, 1],[2, 1, 1, 1]]+phi[[1],[2, 2, 1, 1]]
  special rep = phi[[1, 1],[2, 1, 1, 1]] , dim = 84
  orbit = [3, 3, 2, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 84
     21 tau_infinity subcells with 1 member(s)
     63 tau_infinity subcells with 2 member(s)
  subcells = [
     [522630],[546455],[553658],[556988],[567205],[568530],[571860],[576161],[584847],[587243],[587527],[588778],[592324],[593649],[601550],[601794],[602786],[605594],[613163],[613341],[614061],
     [286198,543442],[322041,564285],[355057,580381],[358239,582508],[379941,591103],[390535,595893],[393852,597777],[405941,601565],[414494,604669],[424454,608489],[424862,608638],[439342,613136],[447103,615496],[447511,615645],[456039,618277],[457024,618701],[470415,622172],[470823,622321],[476583,623901],[478039,624148],[486292,626239],[487312,608718],[490721,627742],[491600,610700],[498045,629018],[499501,629265],[505176,630581],[506443,615725],[513577,632147],[513985,632296],[518084,633425],[518953,620394],[518989,598308],[524556,634383],[525823,622401],[530943,623920],[536949,636368],[538405,636615],[542151,637428],[542559,637577],[542914,610550],[543332,627944],[548097,629037],[558914,639604],[560181,632376],[561829,620095],[562113,596979],[563569,640357],[564270,620379],[564678,633630],[574626,607990],[574910,608274],[577803,636387],[580366,627727],[580610,609525],[581877,627164],[582535,627971],[591088,618262],[591332,618506],[595920,633452],[596098,619498],[604696,626266],[604874,626444]
   ]
cell #2840 :
  |C| = 154
  W-rep = phi[[2],[2, 1, 1, 1]]+phi[[1],[3, 1, 1, 1]]
  special rep = phi[[2],[2, 1, 1, 1]] , dim = 84
  orbit = [4, 4, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     14 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [439420],[470821],[499445],[499881],[524175],[525797],[544354],[547806],[549185],[565510],[568373],[583575],[585884],[598646],
     [286202,543424],[322045,564204],[322524,519035],[355061,580300],[358286,582479],[358317,543410],[379945,591022],[390582,595864],[390613,518162],[393850,564676],[393894,597751],[405945,601484],[414541,604640],[414572,486370],[424740,580229],[424860,542557],[424904,608612],[428184,582915],[439389,613107],[447389,590951],[447509,513983],[447553,615619],[456043,618196],[456968,563513],[457281,595807],[457404,563949],[470701,601413],[470865,622295],[477835,574060],[477983,538349],[478296,604583],[478419,538785],[486339,626210],[487286,581851],[487505,608561],[490725,627661],[491604,637889],[499297,586677],[499758,613050],[504795,558533],[506273,590629],[506417,560155],[506636,615568],[513863,618125],[514027,632270],[514953,597186],[518131,633396],[518957,633732],[525653,601091],[526016,622244],[530652,577512],[531849,604322],[532031,578891],[538201,607424],[538662,626153],[542437,627590],[542601,637551],[543379,637818],[549003,612789],[553501,593492],[554252,615358],[560011,617803],[560374,632219],[563826,633339],[564720,640653],[569124,622034],[573267,606631],[578709,625892],[582070,637500],[594243,632009]
   ]
cell #2841 :
  |C| = 154
  W-rep = phi[[2],[2, 1, 1, 1]]+phi[[1],[3, 1, 1, 1]]
  special rep = phi[[2],[2, 1, 1, 1]] , dim = 84
  orbit = [4, 4, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     14 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [439524],[470927],[499455],[499982],[524185],[525803],[544364],[547812],[549179],[565516],[568367],[583569],[585853],[598615],
     [286207,491543],[322142,518351],[322533,461433],[355158,540097],[358369,542800],[358421,491420],[380042,555037],[390665,561715],[390717,518266],[393956,518760],[393978,564181],[406042,569909],[414624,574512],[414676,486474],[424561,580239],[424966,542663],[424988,580277],[428285,543210],[428930,610716],[439472,587129],[447210,590961],[447615,514089],[447637,590999],[456140,595028],[456978,563523],[457117,595813],[457505,564050],[461276,620482],[470522,601423],[470949,601461],[476690,574070],[477993,538359],[478132,604589],[478520,538886],[486422,607876],[487292,581857],[487364,608555],[490822,610097],[491368,628042],[498152,586687],[499594,613056],[504805,558543],[505269,590635],[506423,560161],[506495,615562],[513684,618135],[514111,618173],[514947,597180],[518214,619981],[518782,633709],[524649,601097],[525875,622238],[530658,577518],[530995,604316],[532025,578885],[537056,607434],[538498,626159],[542258,627600],[542685,627638],[548149,612783],[553495,593486],[553631,615327],[559007,617809],[560233,632213],[563662,633345],[568503,622003],[573236,606600],[577855,625886],[581929,637494],[593622,631978]
   ]
cell #2842 :
  |C| = 154
  W-rep = phi[[2],[2, 1, 1, 1]]+phi[[1],[3, 1, 1, 1]]
  special rep = phi[[2],[2, 1, 1, 1]] , dim = 84
  orbit = [4, 4, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     14 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [439523],[470926],[499454],[499983],[524184],[525804],[544363],[547813],[549182],[565517],[568370],[583572],[585866],[598628],
     [286208,491531],[322143,518339],[322532,461432],[355159,540085],[358381,542799],[358420,491419],[380043,555025],[390677,561714],[390716,518265],[393955,518759],[393990,564182],[406043,569897],[414636,574511],[414675,486473],[424653,580238],[424965,542662],[425000,580278],[428286,543211],[428931,628143],[439484,587128],[447302,590960],[447614,514088],[447649,591000],[456141,595016],[456977,563522],[457201,595814],[457506,564051],[461277,620470],[470614,601422],[470961,601462],[477234,574069],[477992,538358],[478216,604590],[478521,538887],[486434,607875],[487293,581858],[487430,608558],[490823,610085],[491380,628041],[498696,586686],[499678,613057],[504804,558542],[505741,590636],[506424,560162],[506561,615565],[513776,618134],[514123,618174],[514950,597183],[518226,619980],[518794,633710],[525121,601098],[525941,622241],[530659,577519],[531386,604319],[532028,578888],[537600,607433],[538582,626160],[542350,627599],[542697,627639],[548540,612786],[553498,593489],[553909,615340],[559479,617810],[560299,632216],[563746,633346],[568781,622016],[573249,606613],[578246,625889],[581995,637497],[593900,631991]
   ]
cell #2843 :
  |C| = 154
  W-rep = phi[[2],[2, 1, 1, 1]]+phi[[1],[3, 1, 1, 1]]
  special rep = phi[[2],[2, 1, 1, 1]] , dim = 84
  orbit = [4, 4, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     14 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [406832],[440226],[471085],[471682],[497668],[500130],[520199],[524240],[526392],[544419],[547830],[565534],[568293],[583495],
     [286210,358882],[322232,394340],[322528,394520],[355948,427395],[358321,428281],[358437,428605],[380832,456930],[390617,457501],[391419,459790],[393881,460720],[394052,461078],[414576,478516],[415378,487176],[424891,487730],[425124,489341],[425721,489938],[428207,490859],[439424,499978],[447540,506861],[447773,514247],[448370,514844],[457116,515209],[457427,515341],[457653,516831],[470852,526241],[476206,536572],[478131,532287],[478442,532419],[478668,539034],[486374,538882],[487408,539922],[487881,541361],[499593,549441],[499904,549573],[504860,558598],[505268,554557],[506539,554862],[507012,560750],[514014,560599],[515028,561555],[518166,564046],[519039,564857],[524648,569429],[525919,569734],[530676,577536],[531039,574125],[532106,574352],[538497,579147],[538808,579279],[542588,582295],[543414,583012],[548193,586742],[549260,586969],[553421,593412],[553786,590653],[559006,594548],[560277,594853],[563661,597442],[563972,597574],[564707,598195],[568658,601115],[573397,604242],[577899,607489],[578966,607716],[581973,609922],[582938,610589],[586014,612709],[593777,617827],[597261,619821],[606761,625812]
   ]
cell #2844 :
  |C| = 50
  W-rep = phi[[3, 1, 1, 1, 1],[]]+phi[[3],[1, 1, 1, 1]]
  special rep = phi[[3],[1, 1, 1, 1]] , dim = 35
  orbit = [6, 2, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 1
  number of tau_infinity subcells = 35
     20 tau_infinity subcells with 1 member(s)
     15 tau_infinity subcells with 2 member(s)
  subcells = [
     [322549],[358616],[392298],[394200],[419817],[426555],[428526],[452530],[458583],[459025],[482643],[483085],[488767],[508574],[510628],[516233],[533927],[535706],[556225],[575330],
     [367357,444665],[402432,475842],[429832,545403],[435693,504105],[436135,504547],[462191,566390],[465412,527954],[467466,530008],[492157,584245],[495023,551081],[496802,552860],[519276,598989],[521867,571097],[543533,610758],[545624,587947]
   ]
cell #2845 :
  |C| = 154
  W-rep = phi[[2],[2, 1, 1, 1]]+phi[[1],[3, 1, 1, 1]]
  special rep = phi[[2],[2, 1, 1, 1]] , dim = 84
  orbit = [4, 4, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     14 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [440308],[471690],[500138],[500707],[524248],[526428],[544427],[547866],[549732],[565570],[568406],[583608],[585856],[598618],
     [286213,428875],[322235,460751],[322539,394548],[355951,487761],[358473,490867],[358519,428687],[358885,610727],[380835,506892],[391455,515349],[391501,459872],[394060,461086],[394085,518303],[394343,598226],[406835,526272],[415414,532427],[415460,487258],[425312,539930],[425729,489946],[425754,540049],[427398,582326],[428390,491221],[428641,610597],[440262,549581],[447961,554870],[448378,514852],[448403,554989],[456933,560630],[457661,516839],[457821,561591],[458230,517408],[459826,597582],[461111,620434],[471273,569742],[471715,569861],[476782,574133],[478676,539042],[478836,574388],[479245,539611],[487212,579287],[487917,541397],[488001,580154],[489529,609930],[489971,610049],[498244,586750],[500298,587005],[504868,558606],[505353,590689],[507048,560786],[507132,590876],[514435,594861],[514877,594980],[515500,562867],[516999,619857],[524733,601151],[526512,601338],[530712,577572],[531061,604355],[532578,579438],[537148,607497],[539202,607752],[541481,627515],[548215,612822],[553534,593525],[553634,615330],[559091,617863],[560870,618050],[568506,622006],[573239,606603],[577921,625925],[593625,631981]
   ]
cell #2846 :
  |C| = 98
  W-rep = phi[[2, 2, 1, 1, 1],[]]+phi[[2],[2, 1, 1, 1]]
  special rep = phi[[2],[2, 1, 1, 1]] , dim = 84
  orbit = [4, 4, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     70 tau_infinity subcells with 1 member(s)
     14 tau_infinity subcells with 2 member(s)
  subcells = [
     [286214],[322316],[322520],[356732],[358313],[358535],[385352],[390609],[392217],[393892],[394155],[414568],[419736],[424902],[425893],[426510],[428218],[439416],[447551],[451868],[452485],[457199],[457438],[458386],[470863],[478214],[478453],[479722],[482446],[486366],[487482],[488558],[499676],[499915],[505739],[506613],[507989],[510419],[514025],[515085],[518158],[525119],[525993],[531438],[532163],[533393],[538580],[538819],[542599],[543406],[548592],[549317],[554108],[555698],[559477],[560351],[563744],[563983],[564718],[564866],[568980],[573620],[578298],[579023],[582047],[582949],[586237],[594099],[597318],[606984],
     [331428,411352],[367276,444584],[401770,475180],[402387,475797],[432772,501184],[435496,503908],[462577,520670],[464827,527369],[467257,529799],[492534,544818],[494489,550547],[519750,565856],[521340,570570],[543914,583718]
   ]
cell #2847 :
  |C| = 50
  W-rep = phi[[3, 1, 1, 1, 1],[]]+phi[[3],[1, 1, 1, 1]]
  special rep = phi[[3],[1, 1, 1, 1]] , dim = 35
  orbit = [6, 2, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 1
  number of tau_infinity subcells = 35
     20 tau_infinity subcells with 1 member(s)
     15 tau_infinity subcells with 2 member(s)
  subcells = [
     [322547],[358614],[392296],[394176],[419815],[426531],[428503],[452506],[458407],[459002],[482467],[483062],[488609],[508010],[510470],[516112],[533444],[535585],[555839],[575110],
     [367355,444663],[402408,475818],[435517,503929],[436112,504524],[464848,527390],[467308,529850],[492555,544839],[494540,550598],[496681,552739],[519801,565907],[521481,570711],[544055,583859],[545404,587727],[565162,598769],[583124,610748]
   ]
cell #2848 :
  |C| = 98
  W-rep = phi[[2, 2, 1, 1, 1],[]]+phi[[2],[2, 1, 1, 1]]
  special rep = phi[[2],[2, 1, 1, 1]] , dim = 84
  orbit = [4, 4, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     70 tau_infinity subcells with 1 member(s)
     14 tau_infinity subcells with 2 member(s)
  subcells = [
     [286215],[322317],[322529],[356733],[358322],[358536],[385353],[390618],[392218],[393893],[394154],[414577],[419737],[424903],[425894],[426509],[428217],[439425],[447552],[451869],[452484],[457200],[457437],[458385],[470864],[478215],[478452],[479723],[482445],[486375],[487481],[488557],[499677],[499914],[505740],[506612],[507988],[510418],[514026],[515084],[518167],[519040],[525120],[525992],[531437],[532162],[533392],[538581],[538818],[542600],[543415],[548591],[549316],[554107],[555697],[559478],[560350],[563745],[563982],[564719],[568979],[573619],[578297],[579022],[582046],[582948],[586236],[594098],[597317],[606983],
     [331429,411353],[367277,444585],[401771,475181],[402386,475796],[432773,501185],[435495,503907],[462578,520671],[464826,527368],[467256,529798],[492533,544817],[494488,550546],[519749,565855],[521339,570569],[543913,583717]
   ]
cell #2849 :
  |C| = 50
  W-rep = phi[[3, 1, 1, 1, 1],[]]+phi[[3],[1, 1, 1, 1]]
  special rep = phi[[3],[1, 1, 1, 1]] , dim = 35
  orbit = [6, 2, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 1
  number of tau_infinity subcells = 35
     20 tau_infinity subcells with 1 member(s)
     15 tau_infinity subcells with 2 member(s)
  subcells = [
     [286216],[322318],[356734],[358548],[385354],[392230],[394165],[419749],[425906],[426520],[451881],[452495],[458396],[479735],[482456],[488555],[507999],[510416],[533390],[555685],
     [331430,411354],[367289,444597],[401783,475193],[402397,475807],[432785,501197],[435506,503918],[462590,520683],[464837,527379],[467254,529796],[492544,544828],[494486,550544],[519747,565853],[521327,570557],[543901,583705],[564889,598356]
   ]
cell #2850 :
  |C| = 50
  W-rep = phi[[3, 1, 1, 1, 1],[]]+phi[[3],[1, 1, 1, 1]]
  special rep = phi[[3],[1, 1, 1, 1]] , dim = 35
  orbit = [6, 2, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 1
  number of tau_infinity subcells = 35
     20 tau_infinity subcells with 1 member(s)
     15 tau_infinity subcells with 2 member(s)
  subcells = [
     [286217],[322319],[356735],[358560],[385355],[392242],[394177],[419761],[425998],[426532],[451973],[452507],[458480],[479827],[482540],[488621],[508083],[510482],[533456],[555688],
     [331431,411355],[367301,444609],[401875,475285],[402409,475819],[432877,501289],[435590,504002],[462682,520775],[464921,527463],[467320,529862],[492628,544912],[494552,550610],[519813,565919],[521330,570560],[543904,583708],[564892,598359]
   ]
cell #2851 :
  |C| = 175
  W-rep = phi[[1, 1, 1, 1],[2, 1]]+phi[[1, 1, 1],[2, 1, 1]]
  special rep = phi[[1, 1, 1],[2, 1, 1]] , dim = 105
  orbit = [3, 3, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [428221],[457441],[478456],[487485],[499918],[506616],[515100],[525996],[531441],[532178],[538822],[548595],[549332],[554123],[560354],[563986],[568995],[578301],[579038],[582050],[582952],[594114],[596596],[597333],[597950],[606487],[609183],[609286],[610348],[617049],[617152],[619303],[625390],[626970],[631542],
     [306273,505485],[333229,524865],[354688,539834],[366094,546764],[379572,554774],[387153,559223],[400047,566948],[405572,569646],[413029,573772],[418554,576470],[433649,584645],[437877,586389],[443402,589087],[445917,590323],[450145,592067],[455670,594765],[465567,566847],[467086,600010],[469229,600785],[473457,602529],[476937,573671],[480599,605392],[484827,607136],[490352,609834],[496286,611885],[497188,612225],[498399,586288],[502061,613859],[508729,591966],[510248,616722],[512391,617497],[516619,619241],[522247,567703],[522984,599909],[523601,621559],[528109,602428],[529628,623398],[535190,624988],[536092,625328],[537303,607035],[540965,626962],[546113,585312],[546216,628586],[547278,612124],[552344,630105],[553246,630445],[556605,592822],[557342,616621],[557959,631534],[562467,619140],[567010,621224],[571477,603284],[572214,623297],[572831,635336],[575819,606059],[575922,635936],[576984,625227],[584653,628594],[585740,614954],[588436,614526],[588539,638665],[589601,630344],[592129,631199],[600337,623725],[600440,623828],[602591,635001],[605400,635944],[612287,630507],[613867,638673],[621567,635344]
   ]
cell #2852 :
  |C| = 35
  W-rep = phi[[1, 1, 1, 1],[1, 1, 1]]
  special rep = phi[[1, 1, 1, 1],[1, 1, 1]] , dim = 35
  orbit = [2, 2, 2, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 35
     35 tau_infinity subcells with 1 member(s)
  subcells = [
     [292541],[346961],[373675],[402012],[426135],[433980],[452110],[465607],[475422],[480930],[495158],[502392],[508769],[518584],[523932],[528149],[534062],[541296],[547318],[551216],[558290],[562507],[567050],[567929],[573162],[577024],[580922],[584778],[589641],[592169],[593048],[602631],[603510],[605525],[613992]
   ]
cell #2853 :
  |C| = 175
  W-rep = phi[[1, 1, 1, 1],[2, 1]]+phi[[1, 1, 1],[2, 1, 1]]
  special rep = phi[[1, 1, 1],[2, 1, 1]] , dim = 105
  orbit = [3, 3, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [428222],[457442],[478457],[487486],[499919],[506617],[515107],[525997],[531442],[532185],[538823],[548596],[549339],[554130],[560355],[563987],[569002],[578302],[579045],[582051],[582953],[594121],[596597],[597340],[597951],[606488],[609190],[609287],[610355],[617056],[617153],[619310],[625397],[626998],[631570],
     [306274,505490],[333230,524870],[354689,539839],[366095,546769],[379573,554779],[387154,559228],[400048,566953],[405573,569651],[413030,573777],[418555,576475],[433650,584671],[437878,586394],[443403,589092],[445918,590349],[450146,592072],[455671,594770],[465574,566882],[467087,600015],[469230,600811],[473458,602534],[476944,573706],[480600,605418],[484828,607141],[490353,609839],[496287,611911],[497189,612230],[498406,586323],[502062,613885],[508736,592001],[510249,616727],[512392,617523],[516620,619246],[522248,567704],[522991,599944],[523602,621585],[528116,602463],[529629,623403],[535191,625014],[536093,625333],[537310,607070],[540966,626988],[546120,585319],[546217,628668],[547285,612159],[552345,630131],[553247,630450],[556606,592823],[557349,616656],[557960,631560],[562474,619175],[567017,621343],[571478,603285],[572221,623332],[572832,635362],[575826,606066],[575923,636018],[576991,625262],[584681,628678],[585741,614955],[588443,614533],[588540,638747],[589608,630379],[592136,631318],[600344,623732],[600441,623829],[602598,635120],[605428,636028],[612294,630514],[613895,638757],[621595,635372]
   ]
cell #2854 :
  |C| = 35
  W-rep = phi[[1, 1, 1, 1],[1, 1, 1]]
  special rep = phi[[1, 1, 1, 1],[1, 1, 1]] , dim = 35
  orbit = [2, 2, 2, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 35
     35 tau_infinity subcells with 1 member(s)
  subcells = [
     [292542],[346962],[373676],[402013],[426136],[433981],[452111],[465608],[475423],[480931],[495164],[502393],[508770],[518585],[523933],[528150],[534068],[541297],[547319],[551222],[558291],[562508],[567051],[567935],[573163],[577025],[580928],[584784],[589642],[592170],[593054],[602632],[603516],[605531],[613998]
   ]
cell #2855 :
  |C| = 126
  W-rep = phi[[2, 1, 1],[1, 1, 1]]+phi[[],[3, 2, 2]]
  special rep = phi[[2, 1, 1],[1, 1, 1]] , dim = 105
  orbit = [4, 2, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     84 tau_infinity subcells with 1 member(s)
     21 tau_infinity subcells with 2 member(s)
  subcells = [
     [292689],[328729],[347109],[364615],[373823],[382653],[399557],[402160],[408653],[417075],[426283],[432524],[434699],[435861],[441923],[449655],[452258],[458751],[462329],[466476],[466546],[467572],[472967],[475570],[479474],[481649],[482811],[488873],[495955],[495969],[496698],[500936],[503111],[504273],[509638],[509708],[510734],[516129],[520422],[521498],[522367],[522656],[527046],[529018],[529088],[530114],[534859],[534873],[535602],[544072],[545473],[546243],[550241],[550311],[552013],[552027],[552756],[555856],[556725],[557014],[565231],[566444],[570446],[570460],[570728],[571597],[571886],[575179],[575949],[583366],[583876],[587264],[587553],[587796],[588566],[591563],[598838],[600532],[601582],[602025],[610992],[611081],[612377],[620733],
     [460954,518732],[488535,542015],[491083,543177],[507666,561404],[516009,563376],[516079,563446],[518450,564472],[533087,579947],[533157,580017],[540634,581719],[540648,581733],[555574,595565],[555588,595579],[561850,596716],[562139,597005],[574647,608011],[574936,608300],[580398,609313],[590070,617244],[591120,618294],[603910,625480]
   ]
cell #2856 :
  |C| = 175
  W-rep = phi[[1, 1, 1, 1],[2, 1]]+phi[[1, 1, 1],[2, 1, 1]]
  special rep = phi[[1, 1, 1],[2, 1, 1]] , dim = 105
  orbit = [3, 3, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [490949],[515431],[532509],[539871],[549663],[554811],[561518],[569683],[573809],[574315],[579369],[582849],[586426],[586932],[590406],[594802],[597664],[597939],[600868],[607173],[607679],[609275],[609871],[610347],[617141],[617580],[619278],[619302],[619784],[625365],[625389],[626969],[627045],[631541],[631617],
     [305484,553972],[332440,568844],[365305,585161],[386364,593963],[399944,599550],[417765,605908],[425346,580117],[433638,611572],[442613,614375],[447995,590839],[450042,616262],[465566,599492],[471307,601301],[473354,622938],[477268,604157],[480588,624675],[489563,627478],[497085,628886],[498730,612624],[502050,629792],[505522,615210],[508728,616204],[514469,618013],[516516,632913],[523315,621439],[523590,634249],[524902,621886],[528108,622880],[531229,604099],[535989,636236],[537634,625727],[540954,637142],[546205,638057],[546801,628693],[547277,628828],[548383,612566],[553143,638965],[557673,631414],[557948,639470],[559260,631861],[562466,632855],[566985,600047],[567009,634090],[567491,621381],[572545,635216],[572820,641354],[575911,641614],[576507,636043],[576983,636178],[578089,625669],[584652,628593],[584728,611968],[588528,642858],[589124,638772],[589600,638907],[592104,616759],[592128,639311],[592610,631356],[600429,623817],[602566,623435],[602590,641195],[603072,635158],[605399,635943],[605475,625071],[612262,630482],[612286,630506],[613866,638672],[613942,630188],[621566,635343],[621642,635419]
   ]
cell #2857 :
  |C| = 175
  W-rep = phi[[1, 1, 1, 1],[2, 1]]+phi[[1, 1, 1],[2, 1, 1]]
  special rep = phi[[1, 1, 1],[2, 1, 1]] , dim = 105
  orbit = [3, 3, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [490950],[515432],[532510],[539872],[549664],[554812],[561523],[569684],[573810],[574320],[579370],[582850],[586427],[586937],[590411],[594803],[597665],[597940],[600873],[607174],[607684],[609276],[609872],[610354],[617142],[617585],[619279],[619309],[619789],[625366],[625396],[626997],[627050],[631569],[631622],
     [305485,553975],[332441,568847],[365306,585164],[386365,593966],[399945,599553],[417766,605911],[425347,580120],[433639,611585],[442614,614378],[447996,590842],[450043,616265],[465573,599512],[471308,601304],[473355,622941],[477269,604160],[480589,624688],[489564,627481],[497086,628889],[498731,612627],[502051,629805],[505523,615223],[508735,616224],[514470,618016],[516517,632916],[523316,621442],[523591,634262],[524903,621899],[528115,622900],[531234,604119],[535990,636239],[537635,625730],[540955,637155],[546206,638090],[546802,628706],[547284,628848],[548388,612586],[553144,638968],[557674,631417],[557949,639483],[559261,631874],[562473,632875],[566986,600048],[567016,634145],[567496,621401],[572546,635219],[572821,641367],[575912,641647],[576508,636056],[576990,636198],[578094,625689],[584680,628677],[584733,611973],[588529,642891],[589125,638785],[589607,638927],[592105,616760],[592135,639366],[592615,631376],[600430,623818],[602567,623436],[602597,641250],[603077,635178],[605427,636027],[605480,625076],[612263,630483],[612293,630513],[613894,638756],[613947,630193],[621594,635371],[621647,635424]
   ]
cell #2858 :
  |C| = 154
  W-rep = phi[[2],[2, 1, 1, 1]]+phi[[1],[3, 1, 1, 1]]
  special rep = phi[[2],[2, 1, 1, 1]] , dim = 84
  orbit = [4, 4, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     14 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [470911],[499886],[525802],[526191],[547811],[549193],[565515],[568381],[569529],[583583],[585901],[598663],[600482],[610942],
     [322530,564789],[358323,582496],[358852,543497],[390619,595881],[393905,597756],[393940,564766],[414578,604657],[424915,608617],[424950,542647],[428189,582920],[428228,610209],[439426,613124],[447564,615624],[447599,514073],[457292,595812],[457409,563954],[457448,618793],[460670,598145],[470876,622300],[478307,604588],[478424,538790],[478463,624240],[486376,626227],[487291,581856],[487564,608569],[487680,582245],[499769,613055],[499925,629357],[506284,590634],[506422,560160],[506695,615576],[506811,560549],[514038,632275],[514961,597194],[515147,618753],[518168,633413],[519041,633795],[525664,601096],[526075,622252],[530657,577517],[531908,604330],[532039,578899],[532225,624200],[538673,626158],[538829,636707],[539717,609717],[542612,637556],[543416,637835],[549062,612797],[549379,629317],[553509,593500],[554495,615375],[554657,594648],[560022,617808],[560433,632227],[563837,633344],[563993,640449],[564731,640658],[569367,622051],[573284,606648],[573884,624045],[578768,625900],[579085,636667],[582129,637508],[582959,642534],[586501,629162],[590020,617194],[594486,632026],[597380,640409],[607248,636512]
   ]
cell #2859 :
  |C| = 147
  W-rep = phi[[1, 1],[2, 1, 1, 1]]+phi[[1],[2, 2, 1, 1]]
  special rep = phi[[1, 1],[2, 1, 1, 1]] , dim = 84
  orbit = [3, 3, 2, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 84
     21 tau_infinity subcells with 1 member(s)
     63 tau_infinity subcells with 2 member(s)
  subcells = [
     [546461],[567232],[573454],[576167],[584941],[586071],[588784],[592351],[599692],[601800],[602813],[605688],[606818],[613169],[613368],[614155],[616404],[622315],[622348],[622495],[623080],
     [322516,598252],[358309,610224],[390605,618808],[393858,620104],[414564,624255],[424868,626697],[428192,610242],[439412,629372],[447517,630810],[457030,632638],[457412,618826],[470829,634612],[478045,635646],[478427,624273],[486362,636722],[487339,626668],[499507,638375],[499889,629390],[505182,639092],[506470,630781],[513991,639833],[514994,618923],[518154,640464],[524562,640976],[525850,634583],[530970,635607],[532072,624370],[538411,641932],[538793,636740],[542565,642377],[543402,642549],[548124,638336],[549226,629487],[553752,630733],[558920,643285],[560208,639804],[563575,643581],[563957,640482],[564684,643711],[564862,640706],[568624,634535],[577830,641893],[578932,636837],[580616,609531],[581904,642348],[582541,627977],[582923,637751],[583030,637880],[591338,618512],[593743,639756],[595926,633458],[596125,619525],[597227,633055],[597771,640673],[597804,633657],[604702,626272],[604901,626471],[608632,637571],[608665,637604],[608812,627258],[615639,632290],[615672,632323],[615819,632470]
   ]
cell #2860 :
  |C| = 105
  W-rep = phi[[2, 1, 1, 1, 1],[1]]+phi[[2, 1],[1, 1, 1, 1]]
  special rep = phi[[2, 1],[1, 1, 1, 1]] , dim = 70
  orbit = [4, 2, 2, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     35 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [562751],[564456],[564826],[577268],[581164],[581265],[582701],[582722],[583055],[593290],[593391],[596544],[596676],[596697],[597898],[597958],[606435],[606567],[606588],[608987],[609234],[609294],[610331],[616853],[617100],[617160],[619082],[619286],[624564],[625169],[625373],[626922],[631050],[631494],[635841],
     [465851,523268],[495400,547009],[509013,557626],[522195,567651],[528393,572498],[534304,576715],[543722,583246],[545917,585116],[547562,589885],[551458,589332],[556553,592770],[566604,599386],[568171,603752],[568272,603853],[571425,603232],[575623,605863],[585688,614902],[585820,615034],[585841,615055],[588240,614330],[591723,616098],[600141,623529],[600388,623776],[600448,623836],[602185,622774],[611241,628407],[611461,629681],[612066,630286],[612270,630490],[620676,633933],[621075,634852],[621519,635296],[628207,637956],[628491,638570],[633842,640752]
   ]
cell #2861 :
  |C| = 147
  W-rep = phi[[1, 1],[2, 1, 1, 1]]+phi[[1],[2, 2, 1, 1]]
  special rep = phi[[1, 1],[2, 1, 1, 1]] , dim = 84
  orbit = [3, 3, 2, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 84
     21 tau_infinity subcells with 1 member(s)
     63 tau_infinity subcells with 2 member(s)
  subcells = [
     [546462],[567231],[573428],[576168],[584936],[586045],[588785],[592350],[599666],[601801],[602812],[605683],[606792],[613170],[613367],[614150],[616378],[622316],[622347],[622490],[623054],
     [322517,598251],[358310,610223],[390606,618807],[393859,620101],[414565,624254],[424869,626694],[428191,610237],[439413,629371],[447518,630807],[457031,632629],[457411,618821],[470830,634609],[478046,635637],[478426,624268],[486363,636721],[487338,626653],[499508,638366],[499888,629385],[505183,639063],[506469,630766],[513992,639830],[514989,618897],[518155,640463],[524563,640947],[525849,634568],[530969,635557],[532067,624344],[538412,641923],[538792,636735],[542566,642374],[543403,642548],[548123,638286],[549221,629461],[553747,630651],[558921,643256],[560207,639789],[563576,643572],[563956,640477],[564685,643708],[564863,640705],[568619,634453],[577829,641843],[578927,636811],[580617,609532],[581903,642333],[582542,627978],[582922,637746],[583031,637881],[591339,618513],[593738,639674],[595927,633459],[596124,619524],[597222,633029],[597772,640674],[597803,633656],[604703,626273],[604900,626470],[608633,637572],[608664,637603],[608807,627253],[615640,632291],[615671,632322],[615814,632465]
   ]
cell #2862 :
  |C| = 105
  W-rep = phi[[1, 1],[2, 2, 1]]
  special rep = phi[[1, 1],[2, 2, 1]] , dim = 105
  orbit = [3, 3, 3, 3, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [358255],[390551],[414510],[424542],[439358],[447191],[457070],[470503],[476671],[478085],[486308],[487374],[498133],[499547],[505222],[506505],[513665],[518100],[522718],[524602],[525885],[530850],[531005],[537037],[538451],[542239],[543348],[546501],[548004],[548159],[553666],[557076],[558960],[560243],[562201],[563615],[564358],[567112],[567267],[568538],[571948],[574998],[576207],[577710],[577865],[580656],[580779],[581939],[582581],[584855],[587615],[588824],[591378],[591501],[592231],[592386],[593657],[596005],[596160],[596231],[597067],[598033],[601840],[601963],[602693],[602848],[604781],[604936],[605007],[605602],[608362],[608726],[608734],[609571],[609694],[610411],[613248],[613403],[613474],[614069],[615188],[615733],[615741],[618552],[618675],[619405],[619560],[619631],[621864],[622409],[622417],[623928],[623936],[626351],[626506],[626577],[627172],[627180],[629045],[629053],[631839],[632384],[632392],[636395],[636403]
   ]
cell #2863 :
  |C| = 140
  W-rep = phi[[1, 1, 1],[2, 1, 1]]+phi[[1],[2, 2, 2]]
  special rep = phi[[1, 1, 1],[2, 1, 1]] , dim = 105
  orbit = [3, 3, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     70 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [412016],[433715],[436864],[465648],[466073],[480665],[483814],[495209],[502127],[508810],[509235],[515606],[523667],[528190],[528615],[532684],[534113],[541031],[546607],[547359],[549838],[551267],[553850],[558025],[562548],[562973],[567255],[567356],[567980],[568722],[572897],[573417],[576313],[577065],[579544],[580973],[584966],[585039],[586034],[588930],[589682],[590128],[592374],[592475],[593099],[593841],[599655],[599710],[600590],[601946],[602836],[602937],[603561],[605713],[605786],[606781],[611690],[613391],[613492],[614180],[614253],[616367],[616422],[617302],[622520],[623043],[623098],[624793],[629505],[629910],
     [460784,597839],[487794,608910],[506925,615917],[515019,618886],[526305,622593],[532097,624333],[539744,626767],[549251,629450],[553777,630605],[554684,630880],[560663,632568],[564341,598016],[564584,620273],[568649,634407],[569556,634682],[573472,635532],[578957,636800],[580762,609677],[582359,627356],[582599,610429],[586089,638261],[591484,618658],[593768,639628],[594675,639903],[596148,619548],[596249,619649],[597252,633018],[604924,626494],[605025,626595],[606836,641818],[608837,627283],[609744,637260],[615844,632495],[618941,633073],[624388,636855]
   ]
cell #2864 :
  |C| = 105
  W-rep = phi[[2, 1],[1, 1, 1, 1]]+phi[[],[3, 2, 1, 1]]
  special rep = phi[[2, 1],[1, 1, 1, 1]] , dim = 70
  orbit = [4, 2, 2, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     35 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [522724],[546538],[557082],[567260],[571954],[576244],[583228],[584833],[587621],[588861],[592379],[599368],[601877],[601969],[602841],[605580],[613396],[613511],[613531],[614047],[616080],[622387],[622586],[622638],[622756],[628389],[628988],[629427],[629586],[633880],[634364],[634673],[637927],[638242],[640739],
     [562207,597073],[564364,598039],[564814,598298],[575004,608368],[580693,609608],[580785,609700],[582618,610448],[582638,610468],[583044,610687],[591415,618589],[591507,618681],[596153,619553],[596268,619668],[596288,619688],[597832,620266],[597884,620318],[604929,626499],[605044,626614],[605064,626634],[608704,627150],[608903,627349],[608955,627401],[610277,627883],[615711,632362],[615910,632561],[615962,632613],[618863,632995],[619022,633154],[623871,636338],[624310,636777],[624469,636936],[626758,637251],[630562,639585],[630871,639894],[635513,641799]
   ]
cell #2865 :
  |C| = 147
  W-rep = phi[[1, 1],[2, 1, 1, 1]]+phi[[1],[2, 2, 1, 1]]
  special rep = phi[[1, 1],[2, 1, 1, 1]] , dim = 84
  orbit = [3, 3, 2, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 84
     21 tau_infinity subcells with 1 member(s)
     63 tau_infinity subcells with 2 member(s)
  subcells = [
     [546472],[567239],[573410],[576178],[584933],[586027],[588795],[592358],[599648],[601811],[602820],[605680],[606774],[613180],[613375],[614147],[616360],[622355],[622371],[622487],[623036],
     [322518,598259],[358311,610267],[390607,618851],[393869,620129],[414566,624298],[424879,626722],[428199,610234],[439414,629415],[447528,630835],[457041,632626],[457419,618818],[470840,634637],[478056,635634],[478434,624265],[486364,636765],[487346,626644],[499518,638363],[499896,629382],[505193,639050],[506477,630757],[514002,639858],[514986,618879],[518156,640507],[524573,640934],[525857,634559],[530977,635528],[532064,624326],[538422,641920],[538800,636732],[542576,642402],[543404,637776],[548131,638257],[549218,629443],[553744,630598],[558931,643243],[560215,639780],[563586,643569],[563964,640474],[564695,640597],[564864,633781],[568616,634400],[577837,641814],[578924,636793],[580627,609542],[581911,642324],[582552,627988],[582930,637743],[583041,628123],[591349,618523],[593735,639621],[595937,633469],[596132,619532],[597219,633011],[597811,633664],[597827,633680],[604713,626283],[604908,626478],[608672,637611],[608688,637627],[608804,627250],[615679,632330],[615695,632346],[615811,632462]
   ]
cell #2866 :
  |C| = 154
  W-rep = phi[[2],[2, 1, 1, 1]]+phi[[1],[3, 1, 1, 1]]
  special rep = phi[[2],[2, 1, 1, 1]] , dim = 84
  orbit = [4, 4, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     14 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [470900],[499884],[524113],[525792],[525800],[526193],[544292],[547801],[547809],[549195],[565505],[565513],[568383],[583585],
     [322523,598247],[358316,610219],[358841,583101],[379034,590632],[390497,595810],[390612,618803],[393928,597754],[393929,564755],[405034,601094],[413680,604332],[414456,604586],[414571,624250],[424821,608571],[424938,608615],[424939,542636],[428187,582918],[428252,610211],[438528,612799],[439304,613053],[439419,629367],[446685,590624],[447470,615578],[447587,615622],[447588,514062],[455132,617806],[457307,595802],[457407,563952],[457472,618795],[460672,598147],[469997,601086],[470782,622254],[470899,622298],[477350,573998],[478322,604578],[478422,538788],[478487,624242],[485478,625902],[486254,626156],[486369,636717],[487281,581846],[487289,581854],[487682,582247],[498812,586615],[499784,613045],[499949,629359],[504733,558471],[506412,560150],[506420,560158],[506813,560551],[513159,617798],[513944,632229],[514061,632273],[514963,597196],[518046,633342],[518161,640459],[530647,577507],[530655,577515],[532041,578901],[537716,607362],[538688,626148],[538853,636709],[542518,637510],[542635,637554],[543409,642544],[553511,593502],[563852,633334],[564017,640451],[564754,640656],[564869,643759],[582983,642536]
   ]
cell #2867 :
  |C| = 140
  W-rep = phi[[1, 1, 1],[2, 1, 1]]+phi[[1],[2, 2, 2]]
  special rep = phi[[1, 1, 1],[2, 1, 1]] , dim = 105
  orbit = [3, 3, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     70 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [341477],[364672],[368191],[399867],[400373],[417132],[420651],[433686],[441980],[449965],[450471],[457767],[467629],[473277],[473783],[478782],[480636],[488930],[496026],[497008],[500244],[502098],[505299],[510791],[516439],[516945],[522650],[522786],[523638],[524679],[530171],[530855],[534930],[535912],[539148],[541002],[546477],[546578],[548009],[552084],[553066],[553664],[557008],[557144],[557996],[559037],[567117],[567211],[568536],[570517],[571880],[572016],[572868],[576183],[576284],[577715],[584853],[587547],[587683],[588800],[588901],[592236],[592330],[593655],[601816],[602698],[602792],[605600],[613347],[614067],
     [393970,564312],[424980,580733],[447629,591455],[457046,596010],[470941,601917],[478061,604786],[487318,608724],[499523,613253],[505198,615193],[506449,615731],[514103,618629],[518507,564529],[518774,597987],[524578,621869],[525829,622407],[530949,623926],[538427,626356],[540705,581790],[542677,609648],[542966,582772],[548103,629043],[555645,595636],[558936,631844],[560187,632382],[562133,596999],[562269,597135],[563591,619410],[574930,608294],[575066,608430],[577809,636393],[580632,609547],[581883,627170],[591354,618528],[596104,619504],[604880,626450]
   ]
cell #2868 :
  |C| = 105
  W-rep = phi[[2, 1],[1, 1, 1, 1]]+phi[[],[3, 2, 1, 1]]
  special rep = phi[[2, 1],[1, 1, 1, 1]] , dim = 70
  orbit = [4, 2, 2, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     35 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [522725],[546537],[557083],[567259],[571955],[576243],[583227],[584832],[587622],[587724],[588860],[592378],[599367],[601876],[601970],[601973],[602840],[605579],[613395],[613464],[613510],[614046],[616079],[622382],[622386],[622585],[622755],[628388],[628983],[628987],[629426],[633875],[633879],[634363],[637926],
     [519002,564837],[543007,582813],[543453,583068],[562208,597074],[562310,597176],[564365,598040],[564368,598043],[575005,608369],[575107,608471],[580692,609607],[580786,609701],[580789,609704],[582571,610401],[582617,610447],[591414,618588],[591508,618682],[591511,618685],[596152,619552],[596221,619621],[596267,619667],[597831,620265],[604928,626498],[604997,626567],[605043,626613],[608699,627145],[608703,627149],[608902,627348],[615706,632357],[615710,632361],[615909,632560],[618862,632994],[623866,636333],[623870,636337],[624309,636776],[630561,639584]
   ]
cell #2869 :
  |C| = 147
  W-rep = phi[[1, 1],[2, 1, 1, 1]]+phi[[1],[2, 2, 1, 1]]
  special rep = phi[[1, 1],[2, 1, 1, 1]] , dim = 84
  orbit = [3, 3, 2, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 84
     21 tau_infinity subcells with 1 member(s)
     63 tau_infinity subcells with 2 member(s)
  subcells = [
     [546463],[567230],[573409],[576169],[584932],[586026],[588786],[592349],[599647],[601570],[601802],[602811],[605679],[606773],[613171],[613366],[614146],[616359],[622346],[622486],[623035],
     [322526,564796],[358319,582557],[390615,595942],[393860,597783],[414574,604718],[424870,608644],[428190,610233],[439422,613185],[447519,615651],[457032,618713],[457410,618817],[470831,622327],[478047,624160],[478425,624264],[486372,626288],[487337,626643],[499509,629277],[499887,629381],[505184,630593],[506468,630756],[513993,632302],[514985,618878],[518164,633474],[519037,620535],[524564,634395],[525848,634558],[530968,635527],[532063,624325],[538413,636627],[538791,636731],[542567,637583],[543412,627993],[543447,610705],[548122,638256],[549217,629442],[553743,630597],[558922,639616],[560206,639779],[563577,640369],[563955,640473],[564290,620399],[564686,633636],[568615,634399],[577828,641813],[578923,636792],[580386,627747],[580618,609533],[581902,642323],[582543,627979],[582921,637742],[591108,618282],[591340,618514],[593734,639620],[595928,633460],[596123,619523],[597218,633010],[597802,633655],[604704,626274],[604899,626469],[608663,637602],[608803,627249],[615670,632321],[615810,632461]
   ]
cell #2870 :
  |C| = 154
  W-rep = phi[[2],[2, 1, 1, 1]]+phi[[1],[3, 1, 1, 1]]
  special rep = phi[[2],[2, 1, 1, 1]] , dim = 84
  orbit = [4, 4, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     14 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [440309],[471691],[500139],[500706],[524249],[526427],[544428],[547865],[549729],[565569],[568403],[583605],[585847],[598609],
     [322540,394549],[358520,428688],[358855,428887],[391502,459873],[393943,460763],[394061,461087],[415461,487259],[424953,487773],[425730,489947],[428216,490868],[428389,491220],[447602,506904],[448379,514853],[457436,515350],[457662,516840],[458229,517407],[460691,518302],[470914,526284],[478451,532428],[478677,539043],[479244,539610],[487417,539931],[487701,540048],[487916,541396],[499913,549582],[504869,558607],[506548,554871],[506832,554988],[507047,560785],[514076,560642],[515063,561590],[515497,562864],[525928,569743],[526212,569860],[530711,577571],[531048,574134],[532141,574387],[532575,579435],[538817,579288],[539779,580151],[542650,582338],[543500,583096],[548202,586751],[549295,587004],[553531,593522],[553821,590688],[554719,590873],[560286,594862],[560570,594979],[563981,597583],[564769,598238],[568693,601150],[569591,601335],[573230,606594],[573507,604352],[577908,607498],[579001,607751],[581982,609931],[582266,610048],[582947,610598],[586124,612819],[590121,615321],[593812,617862],[594710,618047],[597296,619856],[598166,620433],[600583,621997],[606871,625922],[609779,627512],[617295,631972]
   ]
cell #2871 :
  |C| = 140
  W-rep = phi[[1, 1, 1],[2, 1, 1]]+phi[[1],[2, 2, 2]]
  special rep = phi[[1, 1, 1],[2, 1, 1]] , dim = 105
  orbit = [3, 3, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     70 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [341476],[364673],[368190],[399866],[400372],[417133],[420650],[433685],[441981],[449964],[450470],[457766],[467630],[473276],[473782],[478781],[480635],[488931],[496027],[497007],[500243],[502097],[505298],[510792],[516438],[516944],[522651],[522785],[523637],[524678],[530172],[530854],[534931],[535911],[539147],[541001],[546476],[546577],[548008],[552085],[553065],[553660],[557009],[557143],[557995],[559036],[567116],[567207],[568532],[570518],[571881],[572015],[572867],[576182],[576283],[577714],[584849],[587548],[587682],[588799],[588900],[592235],[592326],[593651],[601815],[602697],[602788],[605596],[613343],[614063],
     [393969,564311],[424979,580732],[447628,591454],[457045,596009],[470940,601916],[478060,604785],[487314,608720],[499522,613252],[505197,615192],[506445,615727],[514102,618628],[518508,564530],[518773,597986],[524577,621868],[525825,622403],[530945,623922],[538426,626355],[540706,581791],[542676,609647],[542965,582771],[548099,629039],[555646,595637],[558935,631843],[560183,632378],[562134,597000],[562268,597134],[563590,619409],[574931,608295],[575065,608429],[577805,636389],[580631,609546],[581879,627166],[591353,618527],[596100,619500],[604876,626446]
   ]
cell #2872 :
  |C| = 105
  W-rep = phi[[2, 1],[1, 1, 1, 1]]+phi[[],[3, 2, 1, 1]]
  special rep = phi[[2, 1],[1, 1, 1, 1]] , dim = 70
  orbit = [4, 2, 2, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     35 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [567310],[585010],[592429],[599745],[602891],[605757],[610784],[611683],[613446],[613530],[614224],[616457],[621098],[622564],[622636],[622639],[623133],[624786],[629540],[629589],[629620],[629903],[631073],[634675],[634679],[634791],[634875],[637979],[638244],[638248],[638446],[640741],[640745],[640929],[642603],
     [564813,598297],[582637,610467],[583045,610688],[596203,619603],[596287,619687],[597882,620316],[597885,620319],[604979,626549],[605063,626633],[608881,627327],[608953,627399],[608956,627402],[610280,627886],[610311,627917],[615888,632539],[615960,632611],[615963,632614],[618976,633108],[619025,633157],[619056,633188],[620164,633583],[624423,636890],[624472,636939],[624503,636970],[626760,637253],[626764,637257],[626876,637369],[630873,639896],[630877,639900],[630989,640012],[632709,640233],[635515,641801],[635519,641805],[635717,642003],[639045,643238]
   ]
cell #2873 :
  |C| = 147
  W-rep = phi[[1, 1],[2, 1, 1, 1]]+phi[[1],[2, 2, 1, 1]]
  special rep = phi[[1, 1],[2, 1, 1, 1]] , dim = 84
  orbit = [3, 3, 2, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 84
     21 tau_infinity subcells with 1 member(s)
     63 tau_infinity subcells with 2 member(s)
  subcells = [
     [546473],[567238],[573407],[576179],[584930],[586024],[588796],[592357],[599645],[601571],[601812],[602819],[605677],[606771],[613181],[613374],[614144],[616357],[622354],[622484],[623033],
     [322527,564795],[358320,582556],[390616,595941],[393870,597779],[414575,604717],[424880,608640],[428198,610231],[439423,613184],[447529,615647],[457042,618703],[457418,618815],[470841,622323],[478057,624150],[478433,624262],[486373,626287],[487345,626638],[499519,629267],[499895,629379],[505194,630583],[506476,630751],[514003,632298],[514983,618876],[518165,633473],[519038,620534],[524574,634385],[525856,634553],[530976,635522],[532061,624323],[538423,636617],[538799,636729],[542577,637579],[543413,627992],[543448,610706],[548130,638251],[549215,629440],[553741,630595],[558932,639606],[560214,639774],[563587,640359],[563963,640471],[564291,620400],[564696,633632],[568613,634397],[577836,641808],[578921,636790],[580387,627748],[580628,609543],[581910,642318],[582553,627989],[582929,637740],[591109,618283],[591350,618524],[593732,639618],[595938,633470],[596131,619531],[597216,633008],[597810,633663],[604714,626284],[604907,626477],[608671,637610],[608801,627247],[615678,632329],[615808,632459]
   ]
cell #2874 :
  |C| = 154
  W-rep = phi[[2],[2, 1, 1, 1]]+phi[[1],[3, 1, 1, 1]]
  special rep = phi[[2],[2, 1, 1, 1]] , dim = 84
  orbit = [4, 4, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     14 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [470910],[499885],[525801],[526192],[547810],[549194],[565514],[568345],[568382],[569533],[583547],[583584],[585905],[598667],
     [322531,564779],[358324,582486],[358851,543496],[390620,595871],[393917,597755],[393939,564765],[414579,604647],[424927,608616],[424949,542646],[428188,582919],[428240,610210],[439427,613114],[446769,590633],[447576,615623],[447598,514072],[457391,595811],[457408,563953],[457460,618794],[460671,598146],[470081,601095],[470888,622299],[477725,604331],[478406,604587],[478423,538789],[478475,624241],[486377,626217],[487290,581855],[487656,608570],[487681,582246],[499187,612798],[499868,613054],[499937,629358],[506122,615379],[506421,560159],[506787,615577],[506812,560550],[513243,617807],[514050,632274],[514962,597195],[515223,618757],[518169,633403],[519042,640717],[525502,622055],[526167,622253],[530656,577516],[531551,604294],[532040,578900],[532301,624204],[538091,625901],[538772,626157],[538841,636708],[539721,609721],[542624,637555],[543417,637825],[548705,612761],[549455,629321],[553473,593464],[553510,593501],[554661,594652],[559860,632030],[560525,632228],[563936,633343],[564005,640450],[564743,640657],[573288,606652],[578411,625864],[579161,636671],[582221,637509],[582971,642535],[597456,640413]
   ]
cell #2875 :
  |C| = 154
  W-rep = phi[[2],[2, 1, 1, 1]]+phi[[1],[3, 1, 1, 1]]
  special rep = phi[[2],[2, 1, 1, 1]] , dim = 84
  orbit = [4, 4, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     14 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [471016],[499989],[525810],[526289],[547819],[549199],[565523],[568387],[569527],[583589],[585899],[598661],[600470],[610930],
     [322537,518976],[358425,542829],[358861,491591],[390721,561744],[394001,564188],[394045,518849],[414680,574541],[425011,580284],[425055,542752],[428292,543217],[428323,582466],[439528,587158],[447660,591006],[447704,514178],[457212,595820],[457512,564057],[457543,595851],[460768,564568],[461437,620550],[470972,601468],[478227,604596],[478527,538893],[478558,604627],[486478,607905],[487299,581864],[487492,608575],[487778,582343],[491424,628071],[499689,613063],[500020,613094],[505752,590642],[506430,560168],[506623,615582],[506909,560647],[514134,618180],[514967,597200],[515082,618751],[518270,620010],[518805,633716],[525132,601104],[526003,622258],[530665,577525],[531448,604336],[532045,578905],[532160,624198],[538593,626166],[538924,626197],[539715,609715],[542708,627645],[543248,637805],[548602,612803],[549314,629315],[553515,593506],[554105,615373],[554655,594646],[559490,617816],[560361,632233],[563757,633352],[564088,633383],[568977,622049],[573282,606646],[573607,624033],[578308,625906],[579020,636665],[582057,637514],[586224,629150],[590008,617182],[594096,632024],[597315,640407],[606971,636500]
   ]
cell #2876 :
  |C| = 154
  W-rep = phi[[2],[2, 1, 1, 1]]+phi[[1],[3, 1, 1, 1]]
  special rep = phi[[2],[2, 1, 1, 1]] , dim = 84
  orbit = [4, 4, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     14 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [471015],[499988],[525809],[526290],[547818],[549200],[565522],[568388],[569530],[583590],[585902],[598664],[600483],[610943],
     [322538,518964],[358426,542817],[358860,491590],[390722,561732],[394013,564187],[394044,518848],[414681,574529],[425023,580283],[425054,542751],[428291,543216],[428335,582467],[439529,587146],[447672,591005],[447703,514177],[457304,595819],[457511,564056],[457555,595852],[460769,564569],[461438,633805],[470984,601467],[478319,604595],[478526,538892],[478570,604628],[486479,607893],[487298,581863],[487576,608576],[487779,582344],[491425,628059],[499781,613062],[500032,613095],[506296,590641],[506429,560167],[506707,615583],[506910,560648],[514146,618179],[514968,597201],[515148,618754],[518271,619998],[518817,633715],[525676,601103],[526087,622259],[530664,577524],[531920,604337],[532046,578906],[532226,624201],[538685,626165],[538936,626198],[539718,609718],[542720,627644],[543260,637806],[549074,612804],[549380,629318],[553516,593507],[554496,615376],[554658,594649],[560034,617815],[560445,632234],[563849,633351],[564100,633384],[569368,622052],[573285,606649],[573885,624046],[578780,625907],[579086,636668],[582141,637515],[586502,629163],[590021,617195],[594487,632027],[597381,640410],[607249,636513]
   ]
cell #2877 :
  |C| = 50
  W-rep = phi[[3, 1, 1, 1, 1],[]]+phi[[3],[1, 1, 1, 1]]
  special rep = phi[[3],[1, 1, 1, 1]] , dim = 35
  orbit = [6, 2, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 1
  number of tau_infinity subcells = 35
     20 tau_infinity subcells with 1 member(s)
     15 tau_infinity subcells with 2 member(s)
  subcells = [
     [358879],[394250],[426605],[428537],[452580],[459036],[461004],[483096],[488778],[489205],[510639],[511066],[516295],[533938],[535768],[540844],[556287],[557838],[575536],[591686],
     [402482,475892],[436146,504558],[462202,566401],[467477,530019],[467904,530446],[492219,584307],[495034,551092],[496864,552922],[519482,599195],[521929,571159],[523480,572710],[543685,611204],[545830,588153],[564883,620584],[566567,602148]
   ]
cell #2878 :
  |C| = 154
  W-rep = phi[[2],[2, 1, 1, 1]]+phi[[1],[3, 1, 1, 1]]
  special rep = phi[[2],[2, 1, 1, 1]] , dim = 84
  orbit = [4, 4, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     14 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [471778],[500714],[526435],[526962],[547873],[549756],[565577],[568430],[570007],[583632],[585927],[598689],[600464],[610924],
     [322543,461388],[358523,490910],[358869,428920],[391505,515392],[394096,518310],[394148,461174],[394552,598318],[415464,532470],[425765,540056],[425817,490034],[428397,491228],[428419,542784],[428691,610640],[440312,549624],[448414,554996],[448466,514940],[457832,561598],[458237,517415],[458259,561699],[459876,597625],[460870,518648],[461122,620441],[471726,569868],[478847,574395],[479252,539618],[479274,574496],[487262,579330],[487924,541404],[488063,580178],[488451,541931],[489982,610056],[491250,628026],[500309,587012],[500736,587113],[505364,590696],[507055,560793],[507194,590900],[507582,561320],[514888,594987],[515524,562891],[515596,595750],[517010,619864],[517437,619965],[524744,601158],[526574,601362],[530719,577579],[531123,604379],[532602,579462],[532674,604526],[539213,607759],[539640,607860],[540195,581280],[541543,627539],[548277,612846],[549828,612993],[553558,593549],[553840,615401],[555135,595126],[559102,617870],[560932,618074],[562963,633282],[568712,622077],[573310,606674],[573391,624027],[577983,625949],[579534,626096],[586008,629144],[590002,617176],[593831,632052],[606755,636494]
   ]
cell #2879 :
  |C| = 154
  W-rep = phi[[2],[2, 1, 1, 1]]+phi[[1],[3, 1, 1, 1]]
  special rep = phi[[2],[2, 1, 1, 1]] , dim = 84
  orbit = [4, 4, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     14 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [471777],[500713],[526434],[526963],[547872],[549757],[565576],[568431],[570010],[583633],[585930],[598692],[600473],[610933],
     [322544,461376],[358524,490898],[358868,428919],[391506,515380],[394108,518309],[394147,461173],[394553,620561],[415465,532458],[425777,540055],[425816,490033],[428396,491227],[428431,542785],[428692,610628],[440313,549612],[448426,554995],[448465,514939],[457924,561597],[458236,517414],[458271,561700],[459877,597613],[460871,518649],[461134,620440],[471738,569867],[478939,574394],[479251,539617],[479286,574497],[487263,579318],[487923,541403],[488147,580179],[488452,541932],[489994,610055],[491262,628027],[500401,587011],[500748,587114],[505844,590695],[507054,560792],[507278,590901],[507583,561321],[514900,594986],[515525,562892],[515662,595753],[517102,619863],[517449,619966],[525224,601157],[526658,601363],[530718,577578],[531532,604380],[532603,579463],[532740,604529],[539305,607758],[539652,607861],[540198,581283],[541627,627540],[548686,612847],[549894,612996],[553559,593550],[554171,615404],[555138,595129],[559582,617869],[561016,618075],[563029,633285],[569043,622080],[573313,606677],[573610,624036],[578392,625950],[579600,626099],[586227,629153],[590011,617185],[594162,632055],[606974,636503]
   ]
cell #2880 :
  |C| = 98
  W-rep = phi[[2, 2, 1, 1, 1],[]]+phi[[2],[2, 1, 1, 1]]
  special rep = phi[[2],[2, 1, 1, 1]] , dim = 84
  orbit = [4, 4, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     70 tau_infinity subcells with 1 member(s)
     14 tau_infinity subcells with 2 member(s)
  subcells = [
     [322545],[358612],[358846],[392294],[393934],[394163],[419813],[424944],[426518],[428226],[428494],[447593],[452493],[457446],[458394],[458993],[460701],[470905],[478461],[482454],[483053],[487490],[487711],[488600],[499923],[506621],[506842],[507997],[510461],[514067],[515127],[516116],[526001],[526222],[531446],[532205],[533435],[535589],[538827],[539827],[542641],[548600],[549359],[554150],[554767],[555843],[560359],[560580],[563991],[564760],[569022],[569639],[573765],[575120],[578306],[579065],[582055],[582276],[582957],[583106],[586382],[590291],[594141],[594758],[597360],[598176],[600753],[607129],[609827],[617465],
     [367353,444661],[402395,475805],[435504,503916],[436103,504515],[464835,527377],[467299,529841],[492542,544826],[494531,550589],[496685,552743],[519792,565898],[521485,570715],[544059,583863],[545414,587737],[565172,598779]
   ]
cell #2881 :
  |C| = 98
  W-rep = phi[[2, 2, 1, 1, 1],[]]+phi[[2],[2, 1, 1, 1]]
  special rep = phi[[2],[2, 1, 1, 1]] , dim = 84
  orbit = [4, 4, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     70 tau_infinity subcells with 1 member(s)
     14 tau_infinity subcells with 2 member(s)
  subcells = [
     [322546],[358613],[358856],[392295],[393944],[394164],[419814],[424954],[426519],[428227],[428493],[447603],[452494],[457447],[458395],[458992],[460700],[470915],[478462],[482455],[483052],[487491],[487710],[488599],[499924],[506622],[506841],[507998],[510460],[514077],[515126],[516113],[526002],[526221],[531447],[532204],[533434],[535586],[538828],[539824],[542651],[543501],[548601],[549358],[554149],[554764],[555840],[560360],[560579],[563992],[564770],[569021],[569636],[573762],[575117],[578307],[579064],[582056],[582275],[582958],[586379],[590288],[594140],[594755],[597359],[598175],[600750],[607126],[609824],[617462],
     [367354,444662],[402396,475806],[435505,503917],[436102,504514],[464836,527378],[467298,529840],[492543,544827],[494530,550588],[496682,552740],[519791,565897],[521482,570712],[544056,583860],[545411,587734],[565169,598776]
   ]
cell #2882 :
  |C| = 50
  W-rep = phi[[3, 1, 1, 1, 1],[]]+phi[[3],[1, 1, 1, 1]]
  special rep = phi[[3],[1, 1, 1, 1]] , dim = 35
  orbit = [6, 2, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 1
  number of tau_infinity subcells = 35
     20 tau_infinity subcells with 1 member(s)
     15 tau_infinity subcells with 2 member(s)
  subcells = [
     [322548],[358615],[392297],[394188],[419816],[426543],[428514],[452518],[458491],[459013],[482551],[483073],[488683],[508094],[510544],[516167],[533518],[535640],[555894],[575111],
     [367356,444664],[402420,475830],[435601,504013],[436123,504535],[464932,527474],[467382,529924],[492639,544923],[494614,550672],[496736,552794],[519875,565981],[521536,570766],[544110,583914],[545405,587728],[565163,598770],[583125,610749]
   ]
cell #2883 :
  |C| = 175
  W-rep = phi[[1, 1, 1, 1],[2, 1]]+phi[[1, 1, 1],[2, 1, 1]]
  special rep = phi[[1, 1, 1],[2, 1, 1]] , dim = 105
  orbit = [3, 3, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [460703],[487713],[506844],[515129],[526224],[532207],[539836],[549361],[554152],[554776],[560582],[569024],[569648],[573774],[579067],[582278],[586391],[594143],[594767],[597362],[598178],[607138],[609212],[609836],[610377],[617078],[619243],[619332],[620221],[625330],[625419],[627094],[631666],[632859],[636182],
     [342327,531227],[369041,548381],[390246,561516],[401223,567489],[414205,574313],[421501,578087],[433877,584726],[439053,586930],[446145,590404],[451321,592608],[465596,599490],[469457,600866],[474633,603070],[476966,604097],[480827,605473],[486003,607677],[495157,584647],[496514,611966],[498428,612564],[502289,613940],[505487,590325],[508758,616202],[512619,617578],[517795,619782],[523013,621379],[523829,621640],[524867,600787],[528138,622878],[534061,605394],[535418,625069],[537332,625667],[541193,627043],[546142,585341],[546766,611887],[547307,628826],[551215,613861],[552572,630186],[557371,631354],[558187,631615],[559225,617499],[562496,632853],[566950,600012],[567039,634088],[567928,621561],[572243,635156],[573059,635417],[575848,606088],[576472,624990],[577013,636176],[580921,626964],[584777,628588],[588465,614555],[589089,630107],[589630,638905],[592069,616724],[592158,639309],[593047,631536],[599496,634094],[600366,623754],[602531,623400],[602620,641193],[603509,635338],[605524,635938],[612227,630447],[612316,630536],[613991,638667],[616208,639315],[621691,635468],[622884,641199],[628832,638911]
   ]
cell #2884 :
  |C| = 35
  W-rep = phi[[1, 1, 1, 1],[1, 1, 1]]
  special rep = phi[[1, 1, 1, 1],[1, 1, 1]] , dim = 35
  orbit = [2, 2, 2, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 35
     35 tau_infinity subcells with 1 member(s)
  subcells = [
     [328595],[382519],[408519],[435727],[458617],[465898],[482677],[495192],[504139],[509060],[522035],[528440],[534096],[543043],[547609],[551250],[556393],[562798],[567963],[571265],[577315],[580956],[584812],[585528],[589932],[593082],[596384],[599592],[603544],[605559],[606275],[614026],[614742],[616304],[622980]
   ]
cell #2885 :
  |C| = 175
  W-rep = phi[[1, 1, 1, 1],[2, 1]]+phi[[1, 1, 1],[2, 1, 1]]
  special rep = phi[[1, 1, 1],[2, 1, 1]] , dim = 105
  orbit = [3, 3, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [460704],[487714],[506845],[515130],[526225],[532208],[539842],[549362],[554153],[554782],[560583],[569025],[569654],[573780],[579068],[582279],[586397],[594144],[594773],[597363],[598179],[607144],[609213],[609842],[610378],[617079],[619249],[619333],[620227],[625336],[625420],[627100],[631672],[632880],[636203],
     [342328,531231],[369042,548385],[390247,561520],[401224,567493],[414206,574317],[421502,578091],[433878,584730],[439054,586934],[446146,590408],[451322,592612],[465597,599509],[469458,600870],[474634,603074],[476967,604116],[480828,605477],[486004,607681],[495163,584674],[496515,611970],[498429,612583],[502290,613944],[505493,590352],[508759,616221],[512620,617582],[517796,619786],[523014,621398],[523830,621644],[524873,600814],[528139,622897],[534067,605421],[535419,625073],[537333,625686],[541194,627047],[546143,585342],[546772,611914],[547308,628845],[551221,613888],[552573,630190],[557372,631373],[558188,631619],[559231,617526],[562497,632872],[566956,600018],[567040,634142],[567934,621588],[572244,635175],[573060,635421],[575849,606089],[576478,625017],[577014,636195],[580927,626991],[584783,628671],[588466,614556],[589095,630134],[589631,638924],[592075,616730],[592159,639363],[593053,631563],[599517,634150],[600367,623755],[602537,623406],[602621,641247],[603515,635365],[605530,636021],[612233,630453],[612317,630537],[613997,638750],[616229,639371],[621697,635474],[622905,641255],[628853,638932]
   ]
cell #2886 :
  |C| = 35
  W-rep = phi[[1, 1, 1, 1],[1, 1, 1]]
  special rep = phi[[1, 1, 1, 1],[1, 1, 1]] , dim = 35
  orbit = [2, 2, 2, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 35
     35 tau_infinity subcells with 1 member(s)
  subcells = [
     [328596],[382520],[408520],[435728],[458618],[465899],[482678],[495193],[504140],[509061],[522040],[528441],[534097],[543044],[547610],[551251],[556398],[562799],[567964],[571270],[577316],[580957],[584813],[585533],[589933],[593083],[596389],[599597],[603545],[605560],[606280],[614027],[614747],[616309],[622985]
   ]
cell #2887 :
  |C| = 154
  W-rep = phi[[2],[2, 1, 1, 1]]+phi[[1],[3, 1, 1, 1]]
  special rep = phi[[2],[2, 1, 1, 1]] , dim = 84
  orbit = [4, 4, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     14 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [497510],[499435],[499883],[499961],[520041],[524165],[525799],[526194],[544344],[547808],[549196],[565512],[568384],[583586],
     [343370,604333],[354942,608572],[358307,610212],[358850,610649],[370084,612800],[379024,590631],[379826,615579],[390487,595809],[390603,618796],[393918,597753],[393938,620117],[394503,598324],[405024,601093],[405826,622255],[413614,574050],[414446,604585],[414562,624243],[422544,625903],[424755,580219],[424928,608614],[424948,626710],[428186,582917],[428264,582995],[438462,586667],[439294,613052],[439410,629360],[446336,554399],[447404,590941],[447577,615621],[447597,630823],[455122,617805],[455924,632230],[456958,563503],[457406,563951],[457484,564029],[460673,598148],[469648,569271],[470716,601403],[470889,622297],[470909,634625],[476048,536414],[477973,538339],[478421,538787],[478499,538865],[485412,607414],[486244,626155],[486360,636710],[487288,581853],[487683,582248],[490606,637511],[504785,558523],[506419,560157],[506814,560552],[512810,594390],[513878,618115],[514051,632272],[514071,639846],[514964,597197],[518036,633341],[518152,640452],[530654,577514],[532042,578902],[542452,627580],[542625,637553],[542645,642390],[543400,642537],[553512,593503],[564744,640655],[564764,643724],[583110,644446]
   ]
cell #2888 :
  |C| = 154
  W-rep = phi[[2],[2, 1, 1, 1]]+phi[[1],[3, 1, 1, 1]]
  special rep = phi[[2],[2, 1, 1, 1]] , dim = 84
  orbit = [4, 4, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     14 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [499972],[526195],[547759],[549189],[549197],[549539],[565463],[568377],[568385],[569537],[583579],[583587],[585909],[598671],
     [358859,583020],[393947,597761],[394514,564851],[413691,604334],[424832,608573],[424957,608622],[428263,610213],[428275,583006],[438539,612801],[446746,615383],[447481,615580],[447606,615629],[457368,618761],[457483,618797],[457495,564040],[460674,598149],[460733,620110],[470058,622059],[470793,622256],[470918,622305],[477658,604326],[478383,624208],[478498,624244],[478510,538876],[485489,625904],[487589,608565],[487684,582249],[487743,626703],[490825,610555],[499120,612793],[499845,629325],[499960,629361],[505856,590582],[506720,615572],[506815,560553],[506874,630816],[513220,632034],[513955,632231],[514080,632280],[514957,597190],[514965,597198],[515307,597540],[525236,601044],[526100,622248],[526254,634618],[530605,577465],[532035,578895],[532043,578903],[532385,579245],[538024,625896],[538749,636675],[538864,636711],[539725,609725],[542529,637512],[542654,637561],[543504,642587],[553505,593496],[553513,593504],[554665,594656],[559594,617756],[560458,632223],[560612,639839],[563913,640417],[564028,640453],[564773,640663],[573292,606656],[582154,637504],[582308,642383],[582994,642538],[598208,643717]
   ]
cell #2889 :
  |C| = 105
  W-rep = phi[[2, 1],[1, 1, 1, 1]]+phi[[],[3, 2, 1, 1]]
  special rep = phi[[2, 1],[1, 1, 1, 1]] , dim = 70
  orbit = [4, 2, 2, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     35 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [329638],[365546],[383562],[400632],[409562],[418006],[434068],[440096],[442854],[450730],[464678],[471005],[471548],[474042],[481018],[492385],[499981],[500056],[500503],[502480],[507840],[526278],[526292],[526415],[527220],[544669],[547853],[549202],[549541],[565557],[568390],[569539],[583592],[585911],[598673],
     [391289,459660],[394034,518838],[394523,564860],[415248,487046],[425044,542741],[425587,489804],[428284,583015],[428359,543284],[428881,583090],[447693,514167],[448236,514710],[457504,564049],[457579,564124],[458026,517204],[460757,598232],[460771,564571],[478519,538885],[478594,538960],[479041,539407],[487767,582332],[487781,582346],[487904,541384],[490827,610557],[506898,560636],[506912,560650],[507035,560773],[514970,597203],[515309,597542],[530699,577559],[532048,578908],[532387,579247],[539727,609727],[553518,593509],[554667,594658],[573294,606658]
   ]
cell #2890 :
  |C| = 105
  W-rep = phi[[1, 1],[2, 2, 1]]
  special rep = phi[[1, 1],[2, 2, 1]] , dim = 105
  orbit = [3, 3, 3, 3, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [424512],[428202],[447161],[457422],[470473],[476641],[478437],[487349],[498103],[499899],[505126],[506480],[513635],[515001],[522688],[524506],[525860],[530914],[530980],[532079],[537007],[538803],[542209],[546405],[548068],[548134],[549233],[553759],[557046],[558864],[560218],[562171],[563967],[567176],[567242],[568631],[571918],[574968],[576111],[577774],[577840],[578939],[580560],[581914],[582933],[584948],[587585],[588728],[591282],[592295],[592361],[593750],[596069],[596135],[597037],[597234],[597814],[601744],[602757],[602823],[604436],[604845],[604911],[605695],[608332],[608675],[608819],[609475],[610249],[612903],[613312],[613378],[614162],[615455],[615682],[615826],[618456],[618833],[619469],[619535],[622131],[622358],[622502],[624076],[624280],[626006],[626415],[626481],[626690],[627265],[629193],[629397],[630803],[632106],[632333],[632477],[633667],[634605],[636543],[636747],[637614],[637758],[639826],[640489],[642370]
   ]
cell #2891 :
  |C| = 140
  W-rep = phi[[1, 1, 1],[2, 1, 1]]+phi[[1],[2, 2, 2]]
  special rep = phi[[1, 1, 1],[2, 1, 1]] , dim = 105
  orbit = [3, 3, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     70 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [341493],[368207],[400389],[420667],[433702],[450487],[457783],[465651],[473799],[478798],[480652],[495230],[500260],[502114],[505315],[508813],[516961],[523654],[524695],[528193],[530935],[534134],[539164],[541018],[546594],[547362],[548089],[551288],[553718],[558012],[559053],[562551],[567197],[567359],[568001],[568590],[572884],[576300],[577068],[577795],[580994],[584907],[584969],[585060],[588917],[589685],[592316],[592478],[593120],[593709],[599722],[599740],[602778],[602940],[603582],[605654],[605716],[605807],[613495],[614121],[614183],[614274],[616434],[616452],[622523],[622614],[623110],[623128],[629517],[629535],
     [460787,564328],[487797,580749],[506928,591471],[515022,596090],[526308,601933],[532100,604866],[539756,608778],[549254,613333],[553780,615476],[554696,615785],[560666,618645],[564587,598003],[568652,622152],[569568,622461],[573484,624120],[578960,626436],[582362,609664],[582602,610432],[586101,629237],[593771,632127],[594687,632436],[596252,619652],[597255,619490],[597860,620294],[605028,626598],[606848,636587],[608840,627286],[608931,627377],[609756,627224],[615847,632498],[615938,632589],[618953,633085],[618971,633103],[624400,636867],[624418,636885]
   ]
cell #2892 :
  |C| = 175
  W-rep = phi[[1, 1, 1, 1],[2, 1]]+phi[[1, 1, 1],[2, 1, 1]]
  special rep = phi[[1, 1, 1],[2, 1, 1]] , dim = 105
  orbit = [3, 3, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [518385],[540131],[555071],[561548],[569943],[574345],[580123],[586962],[590436],[590845],[595062],[598082],[600898],[601307],[604163],[607709],[610131],[610368],[612630],[617610],[618019],[619323],[619814],[620226],[625410],[625733],[627075],[627099],[627484],[631647],[631671],[632879],[632919],[636202],[636242],
     [341572,573655],[368286,586272],[400468,599893],[420746,607019],[433781,611618],[450566,616605],[457862,595724],[465587,621162],[473878,623281],[478877,604500],[480731,624721],[495162,611588],[500339,612967],[502193,629838],[505782,615256],[508749,631137],[517040,633256],[523733,634295],[525162,621932],[528129,634939],[531259,623951],[534066,624691],[539243,626070],[541097,637188],[547061,628739],[547298,638168],[548413,629068],[551220,629808],[553978,615226],[558091,639516],[559520,631907],[562487,640160],[567030,640829],[567521,634165],[567933,634265],[568850,621902],[572963,641400],[576767,636089],[577004,641725],[578119,636418],[580926,637158],[584758,611998],[584782,638093],[585167,628709],[589384,638818],[589621,642969],[592149,643138],[592640,639386],[593052,639486],[593969,631877],[599516,634149],[599556,621445],[602611,643918],[603102,641270],[603514,641370],[605505,625101],[605529,641650],[605914,636059],[612307,630527],[613972,630218],[613996,642894],[614381,638788],[616228,639370],[616268,631420],[621672,635449],[621696,635473],[622904,641254],[622944,635222],[628852,638931],[628892,638971]
   ]
cell #2893 :
  |C| = 175
  W-rep = phi[[1, 1, 1, 1],[2, 1]]+phi[[1, 1, 1],[2, 1, 1]]
  special rep = phi[[1, 1, 1],[2, 1, 1]] , dim = 105
  orbit = [3, 3, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [518386],[540132],[555072],[561549],[569944],[574346],[580128],[586963],[590437],[590850],[595063],[598083],[600899],[601312],[604168],[607710],[610132],[610369],[612635],[617611],[618024],[619324],[619815],[620233],[625411],[625738],[627076],[627106],[627489],[631648],[631678],[632907],[632924],[636230],[636247],
     [341573,573658],[368287,586275],[400469,599896],[420747,607022],[433782,611621],[450567,616608],[457863,595727],[465588,621175],[473879,623284],[478878,604503],[480732,624724],[495169,611608],[500340,612970],[502194,629841],[505783,615259],[508750,631150],[517041,633259],[523734,634298],[525163,621935],[528130,634952],[531260,623964],[534073,624711],[539244,626073],[541098,637191],[547062,628742],[547299,638181],[548414,629081],[551227,629828],[553983,615246],[558092,639519],[559521,631910],[562488,640173],[567031,640862],[567522,634178],[567940,634285],[568855,621922],[572964,641403],[576768,636092],[577005,641738],[578120,636431],[580933,637178],[584759,611999],[584789,638148],[585172,628729],[589385,638821],[589622,642982],[592150,643171],[592641,639399],[593059,639506],[593974,631897],[599544,634233],[599561,621450],[602612,643951],[603103,641283],[603521,641390],[605506,625102],[605536,641705],[605919,636079],[612308,630528],[613973,630219],[614003,642949],[614386,638808],[616256,639454],[616273,631425],[621673,635450],[621703,635480],[622932,641338],[622949,635227],[628880,638959],[628897,638976]
   ]
cell #2894 :
  |C| = 154
  W-rep = phi[[2],[2, 1, 1, 1]]+phi[[1],[3, 1, 1, 1]]
  special rep = phi[[2],[2, 1, 1, 1]] , dim = 84
  orbit = [4, 4, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     14 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [499973],[526196],[549198],[549538],[568386],[569536],[583588],[585880],[585908],[586841],[598642],[598670],[600497],[610957],
     [358858,583029],[393946,597770],[394515,564852],[424956,608631],[428251,610214],[428276,583007],[447605,615638],[457471,618798],[457496,564041],[460675,598150],[460721,620109],[470917,622314],[477736,604335],[478486,624245],[478511,538877],[487667,608574],[487685,582250],[487731,626702],[490824,610554],[499198,612802],[499948,629362],[506181,615382],[506798,615581],[506816,560554],[506862,630815],[514079,632289],[514966,597199],[515282,618760],[515306,597539],[525561,622058],[526178,622257],[526242,634617],[531773,624060],[532044,578904],[532360,624207],[532384,579244],[538102,625905],[538852,636712],[539724,609724],[539943,626674],[542653,637570],[543503,637879],[548927,629177],[549514,629324],[553514,593505],[554248,615354],[554664,594655],[554883,630787],[559919,632033],[560536,632232],[560600,639838],[561427,619693],[564016,640454],[564772,640672],[569120,622030],[569755,634589],[573263,606627],[573291,606655],[574224,607588],[578633,636527],[579220,636674],[582232,637513],[582296,642382],[582982,642539],[590035,617209],[594239,632005],[594874,639810],[597515,640416],[598196,643716],[609943,642354]
   ]
cell #2895 :
  |C| = 105
  W-rep = phi[[1, 1],[2, 2, 1]]
  special rep = phi[[1, 1],[2, 2, 1]] , dim = 105
  orbit = [3, 3, 3, 3, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [424431],[428193],[447080],[457413],[470392],[476560],[478428],[487340],[498022],[499890],[505117],[506471],[513554],[515000],[522607],[524497],[525851],[530913],[530971],[532078],[536926],[538794],[542128],[546396],[548067],[548125],[549232],[553758],[556965],[558855],[560209],[562090],[563958],[567175],[567233],[568630],[571837],[574887],[576102],[577773],[577831],[578938],[580551],[581905],[582924],[584947],[587504],[588719],[591273],[592294],[592352],[593749],[596068],[596126],[596956],[597233],[597805],[601735],[602756],[602814],[604427],[604844],[604902],[605694],[608251],[608666],[608818],[609466],[610248],[612894],[613311],[613369],[614161],[615454],[615673],[615825],[618447],[618832],[619468],[619526],[622130],[622349],[622501],[624075],[624279],[625997],[626414],[626472],[626689],[627264],[629192],[629396],[630802],[632105],[632324],[632476],[633658],[634604],[636542],[636746],[637605],[637757],[639825],[640488],[642369]
   ]
cell #2896 :
  |C| = 147
  W-rep = phi[[1, 1],[2, 1, 1, 1]]+phi[[1],[2, 2, 1, 1]]
  special rep = phi[[1, 1],[2, 1, 1, 1]] , dim = 84
  orbit = [3, 3, 2, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 84
     21 tau_infinity subcells with 1 member(s)
     63 tau_infinity subcells with 2 member(s)
  subcells = [
     [553716],[567235],[568588],[584905],[584952],[592354],[593707],[599720],[602816],[605652],[605699],[613371],[614119],[614166],[616432],[622351],[622506],[623108],[629375],[629401],[629515],
     [358842,610654],[393930,620122],[424940,626715],[428195,627756],[447589,630828],[457415,632663],[460678,620139],[470901,634630],[478430,635671],[487342,637004],[487688,626732],[499892,638400],[506473,639127],[506819,630845],[514063,639851],[515005,632655],[525853,641011],[526199,634647],[530973,635590],[532083,635663],[538796,641957],[539754,608776],[542637,642395],[548127,638319],[549237,638392],[553763,630697],[554694,615783],[560211,643320],[560557,639868],[563960,643606],[564756,643729],[568635,634499],[569566,622459],[573482,624118],[577833,641876],[578943,641949],[581907,644331],[582253,642412],[582926,644412],[583102,642578],[586099,629235],[593754,639720],[594685,632434],[596128,619528],[597238,643598],[597807,633660],[598153,640607],[598255,640709],[604904,626474],[606846,636585],[608668,637607],[608823,627269],[609754,627222],[610227,642552],[610253,637762],[615675,632326],[615830,632481],[618811,640467],[618837,640493],[618951,633083],[624258,636725],[624284,636751],[624398,636865]
   ]
cell #2897 :
  |C| = 147
  W-rep = phi[[1, 1],[2, 1, 1, 1]]+phi[[1],[2, 2, 1, 1]]
  special rep = phi[[1, 1],[2, 1, 1, 1]] , dim = 84
  orbit = [3, 3, 2, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 84
     21 tau_infinity subcells with 1 member(s)
     63 tau_infinity subcells with 2 member(s)
  subcells = [
     [567236],[584951],[590158],[592355],[599715],[600620],[602817],[605698],[611720],[613372],[614165],[616427],[617332],[622352],[622505],[623103],[624823],[629376],[629400],[629510],[629940],
     [358843,610653],[393931,620121],[424941,626714],[428196,627753],[447590,630827],[457416,632660],[460677,620134],[470902,634629],[478431,635668],[487343,636995],[487687,626727],[499893,638397],[506474,639118],[506818,630840],[514064,639850],[515004,632640],[525854,641002],[526198,634642],[530974,641482],[532082,635648],[538797,641954],[539749,626797],[542638,642394],[548128,642726],[549236,638377],[553762,639094],[554689,630910],[560212,643311],[560556,639863],[563961,643603],[564757,643728],[568634,640978],[569561,634712],[573477,635617],[577834,644142],[578942,641934],[581908,644322],[582252,642407],[582927,644409],[583103,642577],[586094,638346],[593753,643287],[594680,639933],[596129,619529],[597237,643583],[597808,633661],[598152,640602],[598256,640710],[604905,626475],[606841,641903],[608669,637608],[608822,627268],[609749,637290],[610228,642553],[610252,637761],[615676,632327],[615829,632480],[618812,640468],[618836,640492],[618946,633078],[624259,636726],[624283,636750],[624393,636860]
   ]
cell #2898 :
  |C| = 105
  W-rep = phi[[2, 1, 1, 1, 1],[1]]+phi[[2, 1],[1, 1, 1, 1]]
  special rep = phi[[2, 1],[1, 1, 1, 1]] , dim = 70
  orbit = [4, 2, 2, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     35 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [581173],[582710],[583064],[593299],[596593],[596685],[597947],[597967],[598278],[606484],[606576],[609168],[609283],[609303],[610333],[610385],[617034],[617149],[617169],[619089],[619288],[619340],[620210],[625176],[625375],[625427],[626924],[627083],[631057],[631496],[631655],[632829],[635843],[636152],[639255],
     [495409,547018],[522244,567700],[534313,576724],[546098,585297],[551467,589341],[556602,592819],[565021,598425],[566796,599858],[568180,603761],[571474,603281],[575804,606044],[584462,611499],[585737,614951],[585829,615043],[588421,614511],[591915,616570],[600322,623710],[600437,623825],[600457,623845],[602377,623246],[605209,624602],[612073,630293],[612272,630492],[612324,630544],[613676,629719],[620917,633971],[621082,634859],[621521,635298],[621680,635457],[628214,637963],[628493,638572],[628802,638881],[633844,640754],[634034,641139],[637912,642608]
   ]
cell #2899 :
  |C| = 147
  W-rep = phi[[1, 1],[2, 1, 1, 1]]+phi[[1],[2, 2, 1, 1]]
  special rep = phi[[1, 1],[2, 1, 1, 1]] , dim = 84
  orbit = [3, 3, 2, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 84
     21 tau_infinity subcells with 1 member(s)
     63 tau_infinity subcells with 2 member(s)
  subcells = [
     [567245],[584958],[590140],[592364],[599712],[600602],[602826],[605705],[611702],[613381],[614172],[616424],[617314],[622361],[622512],[623100],[624805],[629407],[629421],[629507],[629922],
     [358844,610660],[393932,620156],[424942,626749],[428205,627774],[447591,630862],[457425,632681],[460684,620131],[470903,634664],[478440,635689],[487352,636992],[487694,626724],[499902,638418],[506483,639115],[506825,630837],[514065,639885],[515011,632631],[525863,640999],[526205,634639],[530983,641469],[532089,635639],[538806,641975],[539746,626779],[542639,642429],[548137,642713],[549243,638368],[553769,639065],[554686,630892],[560221,643308],[560563,639860],[563970,643624],[564758,640624],[568641,640949],[569558,634694],[573474,635564],[577843,644129],[578949,641925],[581917,644319],[582259,642404],[582936,642493],[583104,637867],[586091,638293],[593760,643258],[594677,639915],[596138,619538],[597244,643574],[597817,633670],[598159,640599],[598265,633787],[604914,626484],[606838,641850],[608678,637617],[608829,627275],[609746,637272],[610259,637768],[610273,637782],[615685,632336],[615836,632487],[618843,640499],[618857,640513],[618943,633075],[624290,636757],[624304,636771],[624390,636857]
   ]
cell #2900 :
  |C| = 98
  W-rep = phi[[2, 2, 1, 1, 1],[]]+phi[[2],[2, 1, 1, 1]]
  special rep = phi[[2],[2, 1, 1, 1]] , dim = 84
  orbit = [4, 4, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     70 tau_infinity subcells with 1 member(s)
     14 tau_infinity subcells with 2 member(s)
  subcells = [
     [358875],[394246],[394508],[426601],[428269],[428501],[452576],[457489],[459000],[460708],[460975],[478504],[483060],[487718],[488607],[489176],[490851],[499966],[506849],[510468],[511037],[515134],[515333],[516149],[526229],[532212],[532411],[533442],[535622],[538870],[539860],[540748],[549366],[549565],[554157],[554800],[555876],[557742],[560587],[561513],[564034],[569029],[569672],[573798],[574310],[575230],[579072],[579271],[582283],[583000],[586415],[586927],[590401],[591534],[594148],[594791],[597367],[597566],[598183],[598329],[600863],[604084],[607162],[607674],[609860],[610581],[612551],[617575],[619779],[625654],
     [402478,475888],[436110,504522],[467306,529848],[467875,530417],[494538,550596],[496718,552776],[519799,565905],[521518,570748],[523384,572614],[544092,583896],[545524,587847],[565282,598889],[566415,601996],[583337,611052]
   ]
cell #2901 :
  |C| = 105
  W-rep = phi[[2, 1, 1, 1, 1],[1]]+phi[[2, 1],[1, 1, 1, 1]]
  special rep = phi[[2, 1],[1, 1, 1, 1]] , dim = 70
  orbit = [4, 2, 2, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     35 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [609217],[610382],[610684],[617083],[619267],[619337],[620245],[620261],[620514],[625354],[625424],[627040],[627118],[627134],[627840],[627873],[631612],[631690],[631706],[632840],[632950],[632983],[633548],[636163],[636273],[636306],[637137],[637215],[639276],[639465],[639543],[640150],[641599],[641715],[643114],
     [546147,585346],[565011,620613],[566974,600036],[575853,606093],[584452,628519],[584723,611963],[588470,614560],[592093,616748],[599477,621366],[600371,623759],[602555,623424],[605199,635869],[605470,625066],[612251,630471],[612321,630541],[613666,638598],[613937,630183],[616189,631341],[620907,640780],[621637,635414],[621715,635492],[621731,635508],[622865,635143],[628184,642629],[628813,638892],[628923,639002],[628956,639035],[633834,643783],[634055,641160],[634244,641349],[634322,641427],[637908,644460],[638042,642843],[638158,642959],[640805,643894]
   ]
cell #2902 :
  |C| = 147
  W-rep = phi[[1, 1],[2, 1, 1, 1]]+phi[[1],[2, 2, 1, 1]]
  special rep = phi[[1, 1],[2, 1, 1, 1]] , dim = 84
  orbit = [3, 3, 2, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 84
     21 tau_infinity subcells with 1 member(s)
     63 tau_infinity subcells with 2 member(s)
  subcells = [
     [567309],[585011],[590130],[592428],[599748],[600592],[602890],[605758],[611692],[613445],[614225],[616460],[617304],[622565],[622635],[623136],[624795],[629543],[629621],[629637],[629912],
     [358845,610668],[393933,620200],[424943,626912],[428215,627802],[447592,631025],[457435,632793],[460692,620167],[470904,634827],[478450,635801],[487416,637048],[487702,626879],[499912,638530],[506547,639171],[506833,630992],[514066,640048],[515064,632715],[525927,641055],[526213,634794],[531047,641465],[532142,635723],[538816,642087],[539782,626769],[542640,637405],[548201,642709],[549296,638452],[553822,639055],[554722,630882],[560285,643364],[560571,640015],[563980,640317],[564759,633619],[568694,640939],[569594,634684],[573510,635534],[577907,644125],[579002,642009],[581981,642235],[582267,637372],[582946,637705],[583105,628107],[586127,638263],[593813,643248],[594713,639905],[596202,619602],[597297,640239],[597881,620315],[598167,633586],[598275,620530],[604978,626548],[606874,641820],[608882,627328],[608952,627398],[609782,637262],[610312,627918],[610328,627934],[615889,632540],[615959,632610],[618979,633111],[619057,633189],[619073,633205],[624426,636893],[624504,636971],[624520,636987]
   ]
cell #2903 :
  |C| = 154
  W-rep = phi[[2],[2, 1, 1, 1]]+phi[[1],[3, 1, 1, 1]]
  special rep = phi[[2],[2, 1, 1, 1]] , dim = 84
  orbit = [4, 4, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     14 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [500079],[526303],[549213],[549636],[568401],[569547],[583603],[585919],[586838],[598681],[600494],[610954],[612338],[620694],
     [358865,543446],[394049,564289],[394526,519028],[425059,580385],[428334,582534],[428382,543307],[447708,591107],[457554,595919],[457602,564147],[460782,564582],[460802,597795],[471020,601569],[478569,604695],[478617,538983],[487503,608589],[487792,582357],[487812,608656],[490922,582822],[491595,610704],[500031,613162],[506634,615596],[506923,560661],[506943,615663],[514182,618281],[514981,597214],[515136,618771],[515404,597637],[518853,620398],[526014,622272],[526323,622339],[531459,604350],[532059,578919],[532214,624218],[532482,579342],[538935,626265],[539735,609735],[539823,626671],[542756,627746],[543259,627970],[548613,612817],[549368,629335],[553529,593520],[554159,615393],[554675,594666],[554763,630784],[560372,632247],[560681,632314],[561424,619690],[564099,633451],[564602,633648],[569031,622069],[569635,634586],[573302,606666],[573761,624057],[574221,607585],[578319,625920],[579074,636685],[582068,637528],[582377,637595],[586378,629174],[590032,617206],[590281,630669],[594150,632044],[594754,639807],[597369,640427],[600743,634471],[603871,625441],[607125,636524],[609823,642351],[617455,639692]
   ]
cell #2904 :
  |C| = 105
  W-rep = phi[[2, 1, 1, 1, 1],[1]]+phi[[2, 1],[1, 1, 1, 1]]
  special rep = phi[[2, 1],[1, 1, 1, 1]] , dim = 70
  orbit = [4, 2, 2, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     35 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [543472],[564467],[564818],[581174],[581276],[582711],[582714],[593300],[593402],[596592],[596686],[596689],[597900],[597946],[606483],[606577],[606580],[609167],[609236],[609282],[610332],[617033],[617102],[617148],[619084],[619088],[619287],[625171],[625175],[625374],[626923],[631052],[631056],[631495],[635842],
     [495410,547019],[522243,567699],[534314,576725],[546097,585296],[551468,589342],[556601,592818],[565020,598424],[566795,599857],[568181,603762],[568283,603864],[571473,603280],[575803,606043],[584461,611498],[585736,614950],[585830,615044],[585833,615047],[588420,614510],[591914,616569],[600321,623709],[600390,623778],[600436,623824],[602376,623245],[605208,624601],[612068,630288],[612072,630292],[612271,630491],[613675,629718],[620916,633970],[621077,634854],[621081,634858],[621520,635297],[628209,637958],[628213,637962],[628492,638571],[633843,640753]
   ]
cell #2905 :
  |C| = 147
  W-rep = phi[[1, 1],[2, 1, 1, 1]]+phi[[1],[2, 2, 1, 1]]
  special rep = phi[[1, 1],[2, 1, 1, 1]] , dim = 84
  orbit = [3, 3, 2, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 84
     21 tau_infinity subcells with 1 member(s)
     63 tau_infinity subcells with 2 member(s)
  subcells = [
     [567237],[584950],[590139],[592356],[599711],[600601],[602818],[605697],[611701],[613189],[613373],[614164],[616423],[617313],[622353],[622504],[623099],[624804],[629399],[629506],[629921],
     [358853,583036],[393941,597822],[424951,608683],[428197,610239],[447600,615690],[457417,618823],[460676,620130],[470912,622366],[478432,624270],[487344,626655],[487686,626723],[499894,629387],[506475,630768],[506817,630836],[514074,632341],[515003,632630],[525855,634570],[526197,634638],[530975,635559],[532081,635638],[538798,636737],[539745,626778],[542648,637622],[543498,628118],[548129,638288],[549235,638367],[553761,639064],[554685,630891],[560213,639791],[560555,639859],[563962,640479],[564767,633675],[564800,620539],[568633,640948],[569557,634693],[573473,635563],[577835,641845],[578941,641924],[581909,642335],[582251,642403],[582561,627997],[582928,637748],[586090,638292],[593752,643257],[594676,639914],[595946,633478],[596130,619530],[597236,643573],[597809,633662],[598151,640598],[604722,626292],[604906,626476],[606837,641849],[608670,637609],[608821,627267],[609745,637271],[610251,637760],[615677,632328],[615828,632479],[618835,640491],[618942,633074],[624282,636749],[624389,636856]
   ]
cell #2906 :
  |C| = 140
  W-rep = phi[[1, 1, 1],[2, 1, 1]]+phi[[1],[2, 2, 2]]
  special rep = phi[[1, 1, 1],[2, 1, 1]] , dim = 105
  orbit = [3, 3, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     70 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [377234],[399872],[403234],[433709],[434178],[449970],[453332],[465628],[473282],[480659],[481128],[488014],[497013],[502121],[502590],[507145],[508790],[516444],[522791],[523661],[526525],[528170],[531074],[535917],[541025],[541494],[546482],[546601],[547339],[548228],[553071],[553672],[557149],[558019],[560883],[562528],[567249],[567336],[568544],[572021],[572891],[573411],[576188],[576307],[577045],[577934],[584861],[584934],[586028],[587688],[588805],[588924],[589662],[592368],[592455],[593663],[599649],[601821],[601940],[602830],[602917],[605608],[605681],[606775],[613385],[614075],[614148],[616361],[622488],[623037],
     [428304,582579],[457524,596229],[478539,605005],[487356,608732],[500001,613472],[506487,615739],[514987,618880],[525867,622415],[530987,623934],[532065,624327],[538905,626575],[542971,582777],[543229,610409],[548141,629051],[549219,629444],[553745,630599],[560225,632390],[562274,597140],[564069,619629],[564335,598010],[568617,634401],[575071,608435],[577847,636401],[578925,636794],[580637,609552],[580756,609671],[581921,627178],[591359,618533],[591478,618652],[593736,639622],[596142,619542],[597220,633012],[604918,626488],[608805,627251],[615812,632463]
   ]
cell #2907 :
  |C| = 105
  W-rep = phi[[2, 1],[1, 1, 1, 1]]+phi[[],[3, 2, 1, 1]]
  special rep = phi[[2, 1],[1, 1, 1, 1]] , dim = 70
  orbit = [4, 2, 2, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     35 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [546547],[567301],[576253],[584975],[588870],[592420],[598412],[599635],[601886],[601980],[602882],[605722],[611486],[613437],[613520],[613523],[614189],[616347],[622529],[622587],[622627],[623023],[624589],[629428],[629430],[629585],[629706],[633958],[634365],[634367],[634672],[637928],[637930],[638241],[640738],
     [543460,583075],[564375,598050],[564806,598290],[580702,609617],[580796,609711],[582627,610457],[582630,610460],[591424,618598],[591518,618692],[596194,619594],[596277,619677],[596280,619680],[597833,620267],[597873,620307],[604970,626540],[605053,626623],[605056,626626],[608846,627292],[608904,627350],[608944,627390],[610276,627882],[615853,632504],[615911,632562],[615951,632602],[618864,632996],[618866,632998],[619021,633153],[624311,636778],[624313,636780],[624468,636935],[626757,637250],[630563,639586],[630565,639588],[630870,639893],[635512,641798]
   ]
cell #2908 :
  |C| = 147
  W-rep = phi[[1, 1],[2, 1, 1, 1]]+phi[[1],[2, 2, 1, 1]]
  special rep = phi[[1, 1],[2, 1, 1, 1]] , dim = 84
  orbit = [3, 3, 2, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 84
     21 tau_infinity subcells with 1 member(s)
     63 tau_infinity subcells with 2 member(s)
  subcells = [
     [567246],[584957],[590127],[592365],[599709],[600589],[602827],[605704],[611689],[613190],[613382],[614171],[616421],[617301],[622362],[622511],[623097],[624792],[629406],[629504],[629909],
     [358854,583035],[393942,597821],[424952,608682],[428206,610235],[447601,615689],[457426,618819],[460683,620128],[470913,622365],[478441,624266],[487353,626645],[487693,626721],[499903,629383],[506484,630758],[506824,630834],[514075,632340],[515010,632625],[525864,634560],[526204,634636],[530984,635529],[532088,635633],[538807,636733],[539743,626766],[542649,637621],[543499,628117],[548138,638258],[549242,638362],[553768,639049],[554683,630879],[560222,639781],[560562,639857],[563971,640475],[564768,633674],[564801,620540],[568640,640933],[569555,634681],[573471,635531],[577844,641815],[578948,641919],[581918,642325],[582258,642401],[582562,627998],[582937,637744],[586088,638260],[593759,643242],[594674,639902],[595947,633479],[596139,619539],[597243,643568],[597818,633671],[598158,640596],[604723,626293],[604915,626485],[606835,641817],[608679,637618],[608828,627274],[609743,637259],[610258,637767],[615686,632337],[615835,632486],[618842,640498],[618940,633072],[624289,636756],[624387,636854]
   ]
cell #2909 :
  |C| = 50
  W-rep = phi[[3, 1, 1, 1, 1],[]]+phi[[3],[1, 1, 1, 1]]
  special rep = phi[[3],[1, 1, 1, 1]] , dim = 35
  orbit = [6, 2, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 1
  number of tau_infinity subcells = 35
     20 tau_infinity subcells with 1 member(s)
     15 tau_infinity subcells with 2 member(s)
  subcells = [
     [461419],[491215],[516782],[518579],[536255],[541291],[543031],[558285],[562448],[562786],[576965],[577303],[580899],[591900],[593025],[596339],[605341],[606230],[616140],[624578],
     [497351,553409],[523927,573157],[543899,611418],[547259,589582],[547597,589920],[565153,621049],[566781,602362],[567906,603487],[583120,637904],[583288,628449],[584594,613808],[585483,614697],[598401,633947],[599428,622816],[611475,629695]
   ]
cell #2910 :
  |C| = 154
  W-rep = phi[[2],[2, 1, 1, 1]]+phi[[1],[3, 1, 1, 1]]
  special rep = phi[[2],[2, 1, 1, 1]] , dim = 84
  orbit = [4, 4, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     14 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [500805],[526988],[549827],[550257],[568501],[570078],[583703],[585998],[587275],[598760],[600543],[611003],[612334],[620690],
     [394536,461427],[428488,491319],[428906,491566],[458328,517506],[460896,518674],[460969,518541],[479343,539709],[488477,541957],[488550,540739],[491029,543123],[491047,542962],[491585,543481],[507608,561346],[507681,555679],[515595,562962],[516025,563392],[516043,562265],[518469,564324],[518747,564563],[527061,570551],[532673,579533],[533103,579963],[533121,575062],[540266,581351],[540329,580574],[540667,580745],[542030,581824],[543141,582768],[550275,587679],[553629,593620],[555206,595197],[555269,591296],[555607,591467],[561419,595670],[561861,596727],[561933,596086],[563410,597131],[564491,597999],[570141,601758],[570479,601929],[573381,606745],[573605,604450],[574658,608022],[574730,604862],[579981,608426],[580439,608764],[581414,609489],[581752,609660],[586222,612917],[587347,613329],[590081,617255],[590272,615472],[591161,615771],[595260,618470],[595598,618641],[596799,619486],[600734,622148],[601623,622447],[603867,625437],[604035,624106],[606969,626020],[608094,626432],[609354,627210],[612502,629223],[615113,630665],[617446,632123],[618335,632422],[621789,634467],[625605,636573],[631764,639688]
   ]
cell #2911 :
  |C| = 50
  W-rep = phi[[3, 1, 1, 1, 1],[]]+phi[[3],[1, 1, 1, 1]]
  special rep = phi[[3],[1, 1, 1, 1]] , dim = 35
  orbit = [6, 2, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 1
  number of tau_infinity subcells = 35
     20 tau_infinity subcells with 1 member(s)
     15 tau_infinity subcells with 2 member(s)
  subcells = [
     [394544],[428591],[459090],[461003],[483150],[489204],[491133],[511065],[516231],[516700],[535704],[536173],[540834],[555958],[557828],[562349],[575316],[576866],[591640],[605066],
     [436200,504612],[467903,530445],[496800,552858],[497269,553327],[521600,570830],[523470,572700],[544174,583978],[545610,587933],[547160,589483],[565368,598975],[566521,602102],[583443,611158],[584319,613533],[598485,620774],[610744,628160]
   ]
cell #2912 :
  |C| = 154
  W-rep = phi[[2],[2, 1, 1, 1]]+phi[[1],[3, 1, 1, 1]]
  special rep = phi[[2],[2, 1, 1, 1]] , dim = 84
  orbit = [4, 4, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     14 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [550337],[570478],[587310],[587646],[600578],[601616],[611038],[612411],[613208],[620767],[621768],[628260],[628964],[633856],
     [428907,543457],[460970,564372],[461408,519019],[488551,580793],[491058,582597],[491109,543203],[491586,583072],[507682,591515],[516054,596247],[516105,563472],[518468,564490],[518478,597849],[518748,598047],[527062,601977],[533132,605023],[533183,580043],[540394,608799],[540666,581751],[540676,608920],[542031,609708],[542929,582735],[543152,610427],[550286,613490],[555334,615806],[555606,595597],[555616,615927],[561420,618689],[561896,596762],[561987,618932],[562232,597098],[563421,619647],[564500,620283],[570206,622482],[570488,622603],[573880,624141],[574693,608057],[574784,624379],[575029,608393],[579992,626593],[580432,609347],[580475,626790],[581479,627245],[581761,627366],[586497,629258],[587401,629496],[590116,617290],[590487,630742],[591154,618328],[591197,630903],[595325,632457],[595607,632578],[595965,619365],[596853,633064],[600949,634544],[601659,634705],[603944,625514],[604190,635610],[604741,626311],[607244,636608],[608148,636846],[609390,637283],[612657,638339],[615092,631743],[615197,639077],[617661,639765],[618371,639926],[621873,640961],[623847,636314],[625760,641896],[631848,643270]
   ]
cell #2913 :
  |C| = 98
  W-rep = phi[[2, 2, 1, 1, 1],[]]+phi[[2],[2, 1, 1, 1]]
  special rep = phi[[2],[2, 1, 1, 1]] , dim = 84
  orbit = [4, 4, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     70 tau_infinity subcells with 1 member(s)
     14 tau_infinity subcells with 2 member(s)
  subcells = [
     [428914],[461073],[461410],[489274],[491111],[491142],[511135],[516107],[516709],[518487],[518561],[519021],[533185],[536182],[540685],[540843],[541273],[542944],[543205],[550339],[555625],[557837],[558267],[561996],[562247],[562385],[563474],[564509],[570497],[574793],[575044],[575325],[576902],[580045],[580511],[580827],[581770],[582750],[587410],[587661],[590496],[591233],[591676],[592953],[595616],[596014],[596862],[597113],[600958],[601695],[604226],[604790],[605150],[608157],[608408],[609426],[612693],[613257],[615281],[615972],[617670],[618407],[619414],[621957],[623938],[625796],[626360],[629055],[631932],[636405],
     [467973,530515],[497278,553336],[523479,572709],[523909,573139],[545619,587942],[547196,589519],[565377,598984],[566557,602138],[567834,603415],[583479,611194],[584403,613617],[598569,620858],[599260,622648],[610835,628281]
   ]
cell #2914 :
  |C| = 105
  W-rep = phi[[2, 1, 1, 1, 1],[1]]+phi[[2, 1],[1, 1, 1, 1]]
  special rep = phi[[2, 1],[1, 1, 1, 1]] , dim = 70
  orbit = [4, 2, 2, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     35 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [543470],[564465],[564820],[581274],[582688],[582716],[593400],[596663],[596691],[597911],[597927],[606554],[606582],[609164],[609247],[609263],[610339],[617030],[617113],[617129],[619120],[619221],[619294],[625207],[625308],[625381],[626946],[627000],[631123],[631518],[631572],[632836],[635885],[636159],[639272],
     [546094,612058],[565007,633826],[566928,621508],[568281,603862],[575800,625161],[584448,638034],[584683,628764],[585807,615021],[585835,615049],[588417,630278],[592047,631483],[599473,634152],[600318,623706],[600401,623789],[600417,623805],[602509,635285],[605195,641591],[605430,636114],[610834,638029],[612104,630324],[612205,630425],[612278,630498],[613662,642835],[613897,638843],[616185,639373],[620629,640796],[620903,643775],[621148,634925],[621543,635320],[621597,635374],[622861,641257],[628180,642625],[628535,638614],[628809,638888],[634051,641156]
   ]
cell #2915 :
  |C| = 154
  W-rep = phi[[2],[2, 1, 1, 1]]+phi[[1],[3, 1, 1, 1]]
  special rep = phi[[2],[2, 1, 1, 1]] , dim = 84
  orbit = [4, 4, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     14 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [570548],[587652],[601622],[601908],[612417],[613223],[620773],[621783],[622383],[628275],[628984],[633876],[634356],[637919],
     [461411,564810],[491112,582634],[491563,543478],[516108,596284],[518498,597855],[518538,564560],[519022,598294],[533186,605060],[540696,608926],[540736,581821],[542935,582741],[542953,610290],[543206,610464],[550340,613527],[555636,615933],[555676,595667],[562061,618938],[562238,597104],[562256,619035],[563475,619684],[564303,597978],[564520,620289],[570508,622609],[574858,624385],[575035,608399],[575053,624482],[580046,626630],[580438,609353],[580565,626805],[580724,609639],[581781,627372],[582759,627896],[587475,629502],[587670,629599],[590771,630748],[591160,618334],[591287,630918],[591446,618620],[595627,632584],[595980,619380],[596050,632727],[596927,633070],[597122,633167],[601233,634550],[601749,634720],[603950,625520],[604441,635625],[604756,626326],[604826,635735],[608222,636852],[608417,636949],[608700,627146],[609480,637298],[612908,638354],[613293,638464],[615107,631758],[615436,639097],[615707,632358],[617945,639771],[618461,639941],[619450,640251],[622112,640981],[623867,636334],[624022,641476],[626011,641911],[626396,642021],[629139,642720],[630554,639577],[632087,643290],[636489,644136]
   ]
cell #2916 :
  |C| = 105
  W-rep = phi[[2, 1],[1, 1, 1, 1]]+phi[[],[3, 2, 1, 1]]
  special rep = phi[[2, 1],[1, 1, 1, 1]] , dim = 70
  orbit = [4, 2, 2, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     35 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [546484],[567247],[570552],[576190],[584929],[587690],[587718],[588807],[592366],[598411],[599634],[601823],[601913],[601938],[602828],[605676],[611485],[613228],[613383],[613465],[614143],[616346],[621788],[622393],[622483],[623022],[624588],[628280],[628994],[629429],[629705],[633886],[633957],[634366],[637929],
     [491567,543482],[518542,564564],[518996,564831],[540740,581825],[542973,582779],[543001,582807],[555680,595671],[562276,597142],[562304,597170],[564308,597983],[564333,598008],[575073,608437],[575101,608465],[580639,609554],[580729,609644],[580754,609669],[582572,610402],[591361,618535],[591451,618625],[591476,618650],[595985,619385],[596140,619540],[596222,619622],[604761,626331],[604916,626486],[604998,626568],[608710,627156],[608800,627246],[615112,631763],[615717,632368],[615807,632458],[618865,632997],[623877,636344],[624312,636779],[630564,639587]
   ]
cell #2917 :
  |C| = 147
  W-rep = phi[[1, 1],[2, 1, 1, 1]]+phi[[1],[2, 2, 1, 1]]
  special rep = phi[[1, 1],[2, 1, 1, 1]] , dim = 84
  orbit = [3, 3, 2, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 84
     21 tau_infinity subcells with 1 member(s)
     63 tau_infinity subcells with 2 member(s)
  subcells = [
     [567256],[584965],[587722],[590126],[592375],[599708],[600588],[601947],[602837],[605712],[611688],[613392],[613491],[614179],[616420],[617300],[622519],[623096],[624791],[629503],[629908],
     [358863,543455],[394047,564370],[425057,580791],[428311,582582],[447706,591513],[457531,596232],[460783,597838],[471018,601975],[478546,605008],[487363,608735],[487793,608909],[491593,583070],[500008,613475],[506494,615742],[506924,615916],[514180,618687],[515018,618885],[518851,598045],[519000,564835],[525874,622418],[526304,622592],[530994,623937],[532096,624332],[538912,626578],[539742,626765],[542754,609706],[543005,582811],[543236,610412],[548148,629054],[549250,629449],[553776,630604],[554682,630878],[560232,632393],[560662,632567],[562308,597174],[564076,619632],[564342,598017],[564583,620272],[568648,634406],[569554,634680],[573470,635530],[575105,608469],[577854,636404],[578956,636799],[580763,609678],[581928,627181],[582358,627355],[582598,610428],[586087,638259],[591485,618659],[593767,639627],[594673,639901],[596149,619549],[596248,619648],[597251,633017],[604925,626495],[605024,626594],[606834,641816],[608836,627282],[609742,637258],[615843,632494],[618939,633071],[624386,636853]
   ]
cell #2918 :
  |C| = 154
  W-rep = phi[[2],[2, 1, 1, 1]]+phi[[1],[3, 1, 1, 1]]
  special rep = phi[[2],[2, 1, 1, 1]] , dim = 84
  orbit = [4, 4, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     14 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [500078],[526295],[549205],[549630],[568393],[569541],[583595],[585913],[586839],[598675],[600495],[610955],[612345],[620701],
     [358866,543434],[394050,564214],[394525,519027],[425060,580310],[428346,582472],[428381,543306],[447709,591032],[457566,595857],[457601,564146],[460774,564574],[460813,597744],[471021,601494],[478581,604633],[478616,538982],[487587,608581],[487784,582349],[487823,608605],[490916,582816],[491596,628131],[500043,613100],[506718,615588],[506915,560653],[506954,615612],[514183,618206],[514973,597206],[515210,618765],[515398,597631],[518854,633742],[526098,622264],[526334,622288],[531931,604342],[532051,578911],[532288,624212],[532476,579336],[538947,626203],[539729,609729],[539878,626672],[542757,627671],[543271,637811],[549085,612809],[549442,629329],[553521,593512],[554558,615387],[554669,594660],[554818,630785],[560456,632239],[560692,632263],[561425,619691],[564111,633389],[564613,640646],[569430,622063],[569690,634587],[573296,606660],[574081,624058],[574222,607586],[578791,625912],[579148,636679],[582152,637520],[582388,637544],[586698,629175],[590033,617207],[590498,630676],[594549,632038],[594809,639808],[597443,640421],[600960,634478],[603878,625448],[607445,636525],[609878,642352],[617672,639699]
   ]
cell #2919 :
  |C| = 154
  W-rep = phi[[2],[2, 1, 1, 1]]+phi[[1],[3, 1, 1, 1]]
  special rep = phi[[2],[2, 1, 1, 1]] , dim = 84
  orbit = [4, 4, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     14 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [500077],[526294],[549204],[549631],[568392],[569542],[583594],[585881],[585914],[586842],[598643],[598676],[600498],[610958],
     [358867,543423],[394051,564203],[394524,519026],[425061,580299],[428358,582471],[428380,543305],[447710,591021],[457578,595856],[457600,564145],[460773,564573],[460825,597745],[471022,601483],[477748,604341],[478593,604632],[478615,538981],[487679,608580],[487783,582348],[487835,608606],[490917,582817],[491597,637888],[499210,612808],[500055,613099],[506193,615388],[506810,615587],[506914,560652],[506966,615613],[514184,618195],[514972,597205],[515294,618766],[515399,597632],[518855,633731],[525573,622064],[526190,622263],[526346,622289],[531774,624061],[532050,578910],[532372,624213],[532477,579337],[538114,625911],[538959,626202],[539730,609730],[539944,626675],[542758,627660],[543283,637810],[548928,629178],[549526,629330],[553520,593511],[554249,615355],[554670,594661],[554884,630788],[559931,632039],[560548,632238],[560704,632264],[561428,619694],[564123,633388],[564625,640647],[569121,622031],[569756,634590],[573264,606628],[573297,606661],[574225,607589],[578634,636528],[579232,636680],[582244,637519],[582400,637545],[590036,617210],[594240,632006],[594875,639811],[597527,640422],[609944,642355]
   ]
cell #2920 :
  |C| = 50
  W-rep = phi[[3, 1, 1, 1, 1],[]]+phi[[3],[1, 1, 1, 1]]
  special rep = phi[[3],[1, 1, 1, 1]] , dim = 35
  orbit = [6, 2, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 1
  number of tau_infinity subcells = 35
     20 tau_infinity subcells with 1 member(s)
     15 tau_infinity subcells with 2 member(s)
  subcells = [
     [394545],[428592],[459091],[461015],[483151],[489216],[491143],[511077],[516306],[516710],[535779],[536183],[540898],[556298],[557892],[562394],[575590],[576911],[591846],[605186],
     [436201,504613],[467915,530457],[492230,584318],[496875,552933],[497279,553337],[519536,599249],[521940,571170],[523534,572764],[543845,611364],[545884,588207],[547205,589528],[564998,620894],[566727,602308],[583121,628161],[584439,613653]
   ]
cell #2921 :
  |C| = 154
  W-rep = phi[[2],[2, 1, 1, 1]]+phi[[1],[3, 1, 1, 1]]
  special rep = phi[[2],[2, 1, 1, 1]] , dim = 84
  orbit = [4, 4, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     14 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [500804],[526978],[549772],[550249],[568446],[570034],[583648],[585954],[587247],[598716],[600515],[610975],[612335],[620691],
     [358872,491554],[394151,518442],[394535,461426],[425820,540188],[428430,542872],[428487,491318],[428923,583084],[448469,555128],[458270,561787],[458327,517505],[460886,518664],[460897,564244],[461177,598139],[471781,570000],[479285,574584],[479342,539708],[488074,580194],[488467,541947],[488478,580340],[490037,610188],[491021,543115],[491261,610508],[500747,587201],[507205,590916],[507598,561336],[507609,591062],[514943,595119],[515540,562907],[515650,595777],[516017,563384],[517448,620053],[518675,620353],[526585,601378],[526989,601524],[531134,604395],[532618,579478],[532728,604553],[533095,579955],[539651,607948],[540222,581307],[540275,608526],[541554,627555],[541958,627701],[548288,612862],[549882,613020],[553574,593565],[553894,615428],[555162,595153],[555215,615533],[560943,618090],[561347,618236],[561833,596699],[563017,633309],[568766,622104],[570087,622209],[573337,606701],[573551,624078],[574630,607994],[577994,625965],[579588,626123],[581360,637465],[586168,629195],[590053,617227],[590117,630666],[593885,632079],[595206,632184],[600579,634468],[603868,625438],[606915,636545],[617291,639689]
   ]
cell #2922 :
  |C| = 154
  W-rep = phi[[2],[2, 1, 1, 1]]+phi[[1],[3, 1, 1, 1]]
  special rep = phi[[2],[2, 1, 1, 1]] , dim = 84
  orbit = [4, 4, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     14 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [500803],[526969],[549763],[550242],[568437],[570027],[583639],[585947],[587248],[598709],[600516],[610976],[612339],[620695],
     [358873,491542],[394152,518350],[394534,461425],[425821,540096],[428442,542791],[428486,491317],[428924,610715],[448470,555036],[458282,561706],[458326,517504],[460877,518655],[460908,564174],[461178,620481],[471782,569908],[479297,574503],[479341,539707],[488158,580185],[488458,541938],[488489,580270],[490038,610096],[491014,543108],[491273,628033],[500759,587120],[507289,590907],[507589,561327],[507620,590992],[514944,595027],[515531,562898],[515724,595770],[516010,563377],[517460,619972],[518686,633702],[526669,601369],[527000,601454],[531543,604386],[532609,579469],[532802,604546],[533088,579948],[539663,607867],[540215,581300],[540330,608527],[541638,627546],[541969,627631],[548697,612853],[549956,613013],[553565,593556],[554233,615421],[555155,595146],[555270,615534],[561027,618081],[561358,618166],[561834,596700],[563091,633302],[569105,622097],[570142,622210],[573330,606694],[573816,624079],[574631,607995],[578403,625956],[579662,626116],[581415,637466],[586433,629196],[590054,617228],[590282,630670],[594224,632072],[595261,632185],[600744,634472],[603872,625442],[607180,636546],[617456,639693]
   ]
cell #2923 :
  |C| = 154
  W-rep = phi[[2],[2, 1, 1, 1]]+phi[[1],[3, 1, 1, 1]]
  special rep = phi[[2],[2, 1, 1, 1]] , dim = 84
  orbit = [4, 4, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     14 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [500802],[526968],[549762],[550243],[568436],[570028],[583638],[585948],[587251],[598710],[600519],[610979],[612348],[620704],
     [358874,491530],[394153,518338],[394533,461424],[425822,540084],[428454,542790],[428485,491316],[428925,628142],[448471,555024],[458294,561705],[458325,517503],[460876,518654],[460920,564175],[461179,620469],[471783,569896],[479309,574502],[479340,539706],[488250,580184],[488457,541937],[488501,580271],[490039,610084],[491015,543109],[491285,628032],[500771,587119],[507381,590906],[507588,561326],[507632,590993],[514945,595015],[515530,562897],[515808,595771],[516011,563378],[517472,619971],[518698,633703],[526761,601368],[527012,601455],[532023,604385],[532608,579468],[532886,604547],[533089,579949],[539675,607866],[540216,581301],[540396,608530],[541730,627545],[541981,627632],[549177,612852],[550040,613014],[553564,593555],[554642,615422],[555156,595147],[555336,615537],[561119,618080],[561370,618167],[561837,596703],[563175,633303],[569514,622098],[570208,622213],[573331,606695],[574147,624082],[574634,607998],[578883,625955],[579746,626117],[581481,637469],[586764,629199],[590057,617231],[590501,630679],[594633,632073],[595327,632188],[600963,634481],[603881,625451],[607511,636549],[617675,639702]
   ]
cell #2924 :
  |C| = 98
  W-rep = phi[[2, 2, 1, 1, 1],[]]+phi[[2],[2, 1, 1, 1]]
  special rep = phi[[2],[2, 1, 1, 1]] , dim = 84
  orbit = [4, 4, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     70 tau_infinity subcells with 1 member(s)
     14 tau_infinity subcells with 2 member(s)
  subcells = [
     [358876],[394247],[394519],[426602],[428280],[428502],[452577],[457500],[459001],[460709],[460974],[478515],[483061],[487719],[488608],[489175],[490850],[499977],[506850],[510469],[511036],[515135],[515332],[516148],[526230],[532213],[532410],[533443],[535621],[538881],[539859],[540745],[549367],[549564],[554158],[554799],[555875],[557739],[560588],[561510],[564045],[564856],[569030],[569671],[573797],[574307],[575227],[579073],[579270],[582284],[583011],[586414],[586924],[590398],[591525],[594149],[594790],[597368],[597565],[598184],[600860],[604075],[607161],[607671],[609859],[610580],[612542],[617572],[619776],[625645],
     [402479,475889],[436111,504523],[467307,529849],[467874,530416],[494539,550597],[496717,552775],[519800,565906],[521517,570747],[523381,572611],[544091,583895],[545521,587844],[565279,598886],[566406,601987],[583328,611043]
   ]
cell #2925 :
  |C| = 98
  W-rep = phi[[2, 2, 1, 1, 1],[]]+phi[[2],[2, 1, 1, 1]]
  special rep = phi[[2],[2, 1, 1, 1]] , dim = 84
  orbit = [4, 4, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     70 tau_infinity subcells with 1 member(s)
     14 tau_infinity subcells with 2 member(s)
  subcells = [
     [358877],[394248],[394529],[426603],[428385],[428513],[452578],[457605],[459012],[460812],[460983],[478620],[483072],[487822],[488619],[489184],[490946],[500082],[506953],[510480],[511045],[515146],[515428],[516157],[519031],[526333],[532224],[532506],[533454],[535630],[538986],[539868],[540744],[543310],[549378],[549660],[554169],[554808],[555884],[557738],[560691],[561509],[564150],[564612],[569041],[569680],[573806],[574306],[575226],[579084],[579366],[582387],[582846],[586423],[586923],[590397],[591524],[594160],[594799],[597379],[597661],[600859],[604074],[607170],[607670],[609868],[612541],[617571],[619775],[625644],
     [402480,475890],[436122,504534],[467318,529860],[467883,530425],[494550,550608],[496726,552784],[519811,565917],[521526,570756],[523380,572610],[544100,583904],[545520,587843],[565278,598885],[566405,601986],[583327,611042]
   ]
cell #2926 :
  |C| = 50
  W-rep = phi[[3, 1, 1, 1, 1],[]]+phi[[3],[1, 1, 1, 1]]
  special rep = phi[[3],[1, 1, 1, 1]] , dim = 35
  orbit = [6, 2, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 1
  number of tau_infinity subcells = 35
     20 tau_infinity subcells with 1 member(s)
     15 tau_infinity subcells with 2 member(s)
  subcells = [
     [358878],[394249],[426604],[428525],[452579],[459024],[460993],[483084],[488694],[489194],[510555],[511055],[516221],[533529],[535694],[540789],[555948],[557783],[575271],[591521],
     [402481,475891],[436134,504546],[467393,529935],[467893,530435],[494625,550683],[496790,552848],[519886,565992],[521590,570820],[523425,572655],[544164,583968],[545565,587888],[565323,598930],[566402,601983],[583324,611039],[598346,620580]
   ]
cell #2927 :
  |C| = 105
  W-rep = phi[[2, 1, 1, 1, 1],[1]]+phi[[2, 1],[1, 1, 1, 1]]
  special rep = phi[[2, 1],[1, 1, 1, 1]] , dim = 70
  orbit = [4, 2, 2, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     35 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [358880],[394251],[394541],[426606],[428549],[428588],[452581],[459048],[459087],[460981],[461016],[483108],[483147],[488870],[489182],[489217],[491117],[510731],[511043],[511078],[516155],[516379],[516684],[535628],[535852],[536157],[540773],[540910],[555882],[557767],[557904],[562317],[575255],[576834],[591608],
     [364612,495514],[399807,522338],[402483,475893],[417072,534418],[433594,546161],[436158,504570],[436197,504609],[441920,551572],[449905,556696],[465417,566786],[467569,530111],[467881,530423],[467916,530458],[473217,571568],[480544,575867],[494354,584333],[496724,552782],[496948,553006],[497253,553311],[502006,588484],[508579,591905],[519615,598499],[521524,570754],[523409,572639],[523546,572776],[527959,602367],[533258,605080],[544098,583902],[545549,587872],[547128,589451],[550412,613547],[565307,598914],[565721,620788],[566489,602070],[583411,611126]
   ]
cell #2928 :
  |C| = 105
  W-rep = phi[[2, 1],[1, 1, 1, 1]]+phi[[],[3, 2, 1, 1]]
  special rep = phi[[2, 1],[1, 1, 1, 1]] , dim = 70
  orbit = [4, 2, 2, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     35 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [400720],[434490],[450818],[466289],[474130],[481440],[495527],[500591],[502902],[509451],[521412],[526380],[526837],[528831],[534431],[543986],[549705],[549727],[550054],[551585],[555770],[569916],[569994],[570018],[570642],[583790],[585938],[586850],[587165],[598700],[600506],[601242],[610966],[612362],[620718],
     [458114,517292],[460859,564659],[461404,564850],[479129,539495],[487869,582434],[488326,541806],[490991,582891],[491013,582913],[491548,583078],[507000,560738],[507457,561195],[515473,597706],[515495,597728],[515822,563189],[518358,598055],[518436,598133],[532551,579411],[532573,579433],[532900,579760],[540104,610104],[540182,610182],[540206,581291],[542836,610472],[555044,595035],[555122,595113],[555146,595137],[561436,619702],[561751,620017],[573321,606685],[574233,607597],[574548,607912],[580058,627419],[590044,617218],[590780,617954],[603895,625465]
   ]
cell #2929 :
  |C| = 105
  W-rep = phi[[2, 1],[1, 1, 1, 1]]+phi[[],[3, 2, 1, 1]]
  special rep = phi[[2, 1],[1, 1, 1, 1]] , dim = 70
  orbit = [4, 2, 2, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     35 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [434604],[466454],[481554],[495877],[503016],[509616],[522362],[526951],[528996],[534781],[545468],[550219],[550333],[551935],[556720],[565226],[570368],[570533],[570555],[571592],[575174],[587259],[587637],[587715],[587791],[598833],[600527],[601586],[601901],[610987],[612381],[613201],[620737],[621761],[628253],
     [488440,541920],[491105,543199],[491570,543485],[507571,561309],[515987,563354],[516101,563468],[518523,564545],[518545,564567],[518993,564828],[533065,579925],[533179,580039],[540556,581641],[540721,581806],[540743,581828],[542920,582726],[542998,582804],[555496,595487],[555661,595652],[555683,595674],[561845,596711],[562223,597089],[562301,597167],[564296,597971],[574642,608006],[575020,608384],[575098,608462],[580402,609317],[580717,609632],[590065,617239],[591124,618298],[591439,618613],[595958,619358],[603914,625484],[604734,626304],[615085,631736]
   ]
cell #2930 :
  |C| = 105
  W-rep = phi[[2, 1, 1, 1, 1],[1]]+phi[[2, 1],[1, 1, 1, 1]]
  special rep = phi[[2, 1],[1, 1, 1, 1]] , dim = 70
  orbit = [4, 2, 2, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     35 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [516672],[518637],[519015],[536145],[541235],[541349],[543085],[543107],[543463],[558229],[558343],[562675],[562840],[562862],[564380],[564458],[577192],[577357],[577379],[580811],[581189],[581267],[582642],[592937],[593315],[593393],[596302],[596617],[605134],[606193],[606508],[608973],[616019],[616839],[624550],
     [400100,467139],[433919,496556],[450198,510301],[465775,523192],[473510,529681],[480869,535460],[495047,546656],[497241,553299],[502331,552614],[508937,557550],[521384,566469],[523871,573101],[523985,573215],[528317,572422],[533951,576362],[543958,583391],[547486,589809],[547651,589974],[547673,589996],[551105,588979],[555742,591588],[567818,603399],[568196,603777],[568274,603855],[570614,602050],[583762,611106],[584387,613601],[585446,614660],[585761,614975],[598553,620842],[599307,622695],[600127,623515],[610882,628328],[611447,629667],[620662,633919]
   ]
cell #2931 :
  |C| = 105
  W-rep = phi[[2, 1],[1, 1, 1, 1]]+phi[[],[3, 2, 1, 1]]
  special rep = phi[[2, 1],[1, 1, 1, 1]] , dim = 70
  orbit = [4, 2, 2, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     35 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [365556],[400698],[418016],[434417],[442864],[450796],[465980],[471558],[474108],[481367],[494403],[500066],[500569],[502829],[509142],[519664],[526288],[526358],[526764],[528522],[533307],[549618],[549632],[549745],[550461],[565770],[568419],[569543],[569832],[583621],[585915],[586846],[598677],[600502],[610962],
     [425597,489814],[428369,543294],[428891,583100],[448246,514720],[457589,564134],[458092,517270],[460767,598242],[460837,564637],[461382,598312],[478604,538970],[479107,539473],[487777,582342],[487847,582412],[488253,541733],[490904,610634],[490918,582818],[506908,560646],[506978,560716],[507384,561122],[515386,597619],[515400,597633],[515513,562880],[518274,620405],[532464,579324],[532478,579338],[532591,579451],[539731,609731],[540020,610020],[553547,593538],[554671,594662],[554960,594951],[561432,619698],[573298,606662],[574229,607593],[590040,617214]
   ]
cell #2932 :
  |C| = 36
  W-rep = phi[[2],[1, 1, 1, 1, 1]]+phi[[],[3, 1, 1, 1, 1]]
  special rep = phi[[2],[1, 1, 1, 1, 1]] , dim = 21
  orbit = [4, 2, 1, 1, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 1
  number of tau_infinity subcells = 21
     6 tau_infinity subcells with 1 member(s)
     15 tau_infinity subcells with 2 member(s)
  subcells = [
     [499971],[526266],[549540],[569538],[585910],[598672],
     [358895,610743],[394513,598334],[428274,583005],[428869,610721],[457494,564039],[460745,598220],[478509,538875],[487755,582320],[490826,610556],[506886,560624],[515308,597541],[532386,579246],[539726,609726],[554666,594657],[573293,606657]
   ]
cell #2933 :
  |C| = 175
  W-rep = phi[[1, 1, 1, 1],[2, 1]]+phi[[1, 1, 1],[2, 1, 1]]
  special rep = phi[[1, 1, 1],[2, 1, 1]] , dim = 105
  orbit = [3, 3, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [490852],[515334],[532412],[539861],[549566],[554801],[561517],[569673],[573799],[574314],[579272],[586416],[586931],[590405],[594792],[597567],[600867],[607163],[607678],[609861],[610582],[617579],[619268],[619783],[620246],[625355],[627044],[627119],[627844],[631616],[631691],[632954],[636277],[637147],[639475],
     [378027,505486],[404027,524866],[424590,539835],[434971,546765],[447239,554775],[454125,559224],[465801,566949],[470551,569647],[477171,573773],[481921,576471],[495182,584646],[498633,586390],[503383,589088],[505512,590324],[508963,592068],[513713,594766],[522034,599491],[523218,600011],[524892,600786],[528343,602530],[531228,604098],[534086,605393],[537537,607137],[542287,609835],[546791,611886],[547512,612226],[548382,612565],[551240,613860],[556392,616203],[557576,616723],[559250,617498],[562701,619242],[566975,600037],[567490,621380],[567953,621560],[571264,622879],[572448,623399],[576497,624989],[577218,625329],[578088,625668],[580946,626963],[584727,611967],[584802,628587],[585527,628827],[589114,630106],[589835,630446],[592094,616749],[592609,631355],[593072,631535],[596383,632854],[599591,634089],[602556,623425],[603071,635157],[603534,635337],[605474,625070],[605549,635937],[606274,636177],[611577,638062],[612252,630472],[613941,630187],[614016,638666],[614741,638906],[616303,639310],[621641,635418],[621716,635493],[622979,641194],[624680,641619],[628927,639006],[629797,642863],[634254,641359]
   ]
cell #2934 :
  |C| = 35
  W-rep = phi[[1, 1, 1, 1],[1, 1, 1]]
  special rep = phi[[1, 1, 1, 1],[1, 1, 1]] , dim = 35
  orbit = [2, 2, 2, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 35
     35 tau_infinity subcells with 1 member(s)
  subcells = [
     [364549],[417009],[441857],[467506],[488807],[495451],[510668],[522064],[530048],[534355],[545964],[551509],[556422],[564406],[568222],[571294],[575670],[581215],[585557],[588287],[593341],[596413],[599621],[600188],[603803],[606304],[609034],[611648],[614771],[616333],[616900],[623009],[623576],[624751],[629868]
   ]
cell #2935 :
  |C| = 175
  W-rep = phi[[1, 1, 1, 1],[2, 1]]+phi[[1, 1, 1],[2, 1, 1]]
  special rep = phi[[1, 1, 1],[2, 1, 1]] , dim = 105
  orbit = [3, 3, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [490853],[515335],[532413],[539862],[549567],[554802],[561522],[569674],[573800],[574319],[579273],[586417],[586936],[590410],[594793],[597568],[600872],[607164],[607683],[609862],[610583],[617584],[619269],[619788],[620247],[625356],[627049],[627120],[627849],[631621],[631692],[632959],[636282],[637162],[639490],
     [378028,553976],[404028,568848],[424591,580121],[434972,585165],[447240,590843],[454126,593967],[465802,599554],[470552,601305],[477172,604161],[481922,605912],[495183,611586],[498634,612628],[503384,614379],[505513,615224],[508964,616266],[513714,618017],[522039,599511],[523219,621443],[524893,621900],[528344,622942],[531233,604118],[534087,624689],[537538,625731],[542288,627482],[546792,628707],[547513,628890],[548387,612585],[551241,629806],[556397,616223],[557577,631418],[559251,631875],[562702,632917],[566976,600038],[567495,621400],[567954,634263],[571269,622899],[572449,635220],[576498,636057],[577219,636240],[578093,625688],[580947,637156],[584732,611972],[584803,638091],[585532,628847],[589115,638786],[589836,638969],[592095,616750],[592614,631375],[593073,639484],[596388,632874],[599596,634144],[602557,623426],[603076,635177],[603535,641368],[605479,625075],[605550,641648],[606279,636197],[611592,638097],[612253,630473],[613946,630192],[614017,642892],[614746,638926],[616308,639365],[621646,635423],[621717,635494],[622984,641249],[624695,641654],[628932,639011],[629812,642898],[634269,641374]
   ]
cell #2936 :
  |C| = 35
  W-rep = phi[[1, 1, 1, 1],[1, 1, 1]]
  special rep = phi[[1, 1, 1, 1],[1, 1, 1]] , dim = 35
  orbit = [2, 2, 2, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 35
     35 tau_infinity subcells with 1 member(s)
  subcells = [
     [364550],[417010],[441858],[467507],[488808],[495452],[510669],[522065],[530049],[534356],[545968],[551510],[556423],[564407],[568223],[571295],[575674],[581216],[585558],[588291],[593342],[596414],[599622],[600192],[603804],[606305],[609038],[611652],[614772],[616334],[616904],[623010],[623580],[624755],[629872]
   ]
cell #2937 :
  |C| = 175
  W-rep = phi[[1, 1, 1, 1],[2, 1]]+phi[[1, 1, 1],[2, 1, 1]]
  special rep = phi[[1, 1, 1],[2, 1, 1]] , dim = 105
  orbit = [3, 3, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [490854],[515336],[532414],[539863],[549568],[554803],[561528],[569675],[573801],[574325],[579274],[586418],[586942],[590416],[594794],[597569],[600878],[607165],[607689],[609863],[610584],[617590],[619270],[619794],[620248],[625357],[627055],[627121],[627855],[631627],[631693],[632965],[636288],[637183],[639511],
     [378029,553980],[404029,568852],[424592,580125],[434973,585169],[447241,590847],[454127,593971],[465803,599558],[470553,601309],[477173,604165],[481923,605916],[495184,611605],[498635,612632],[503385,614383],[505514,615243],[508965,616270],[513715,618021],[522045,599538],[523220,621447],[524894,621919],[528345,622946],[531239,604145],[534088,624708],[537539,625735],[542289,627486],[546793,628726],[547514,628894],[548393,612612],[551242,629825],[556403,616250],[557578,631422],[559252,631894],[562703,632921],[566977,600039],[567501,621427],[567955,634282],[571275,622926],[572450,635224],[576499,636076],[577220,636244],[578099,625715],[580948,637175],[584738,611978],[584804,638145],[585538,628874],[589116,638805],[589837,638973],[592096,616751],[592620,631402],[593074,639503],[596394,632901],[599602,634227],[602558,623427],[603082,635204],[603536,641387],[605485,625081],[605551,641702],[606285,636224],[611613,638153],[612254,630474],[613952,630198],[614018,642946],[614752,638953],[616314,639448],[621652,635429],[621718,635495],[622990,641332],[624716,641710],[628938,639017],[629833,642954],[634290,641395]
   ]
cell #2938 :
  |C| = 35
  W-rep = phi[[1, 1, 1, 1],[1, 1, 1]]
  special rep = phi[[1, 1, 1, 1],[1, 1, 1]] , dim = 35
  orbit = [2, 2, 2, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 35
     35 tau_infinity subcells with 1 member(s)
  subcells = [
     [364551],[417011],[441859],[467508],[488809],[495453],[510670],[522066],[530050],[534357],[545973],[551511],[556424],[564408],[568224],[571296],[575679],[581217],[585559],[588296],[593343],[596415],[599623],[600197],[603805],[606306],[609043],[611657],[614773],[616335],[616909],[623011],[623585],[624760],[629877]
   ]
cell #2939 :
  |C| = 175
  W-rep = phi[[1, 1, 1, 1],[2, 1]]+phi[[1, 1, 1],[2, 1, 1]]
  special rep = phi[[1, 1, 1],[2, 1, 1]] , dim = 105
  orbit = [3, 3, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [542859],[561774],[574571],[580145],[587188],[590867],[595730],[601329],[604185],[604506],[607935],[610495],[612652],[612973],[615262],[618041],[620040],[620239],[621938],[625755],[626076],[627112],[627506],[627854],[631684],[631913],[632941],[632964],[633262],[636264],[636287],[637182],[637194],[639510],[639522],
     [377320,590315],[403320,600777],[434264,611877],[453418,617489],[465714,621187],[481214,624980],[488100,608508],[495175,628553],[502676,630097],[507231,615515],[508876,631162],[522044,621178],[526611,622191],[528256,634964],[531485,623976],[534079,635903],[541580,637447],[547425,638193],[548639,629093],[551233,638632],[554000,630622],[556402,631153],[560969,632166],[562614,640185],[567747,634190],[567946,640884],[568872,634424],[571274,634955],[573661,623967],[577131,641750],[578345,636443],[580939,642189],[584795,642663],[585189,638112],[585537,638184],[586278,629084],[589748,642994],[592866,639411],[593065,643193],[593991,639645],[596393,640176],[599578,621467],[599601,640865],[599899,634181],[603328,641295],[603527,643973],[605542,644079],[605936,641669],[606284,641741],[607025,636434],[611612,638152],[611624,628745],[614009,644539],[614403,642913],[614751,642985],[616290,631442],[616313,643174],[616611,639402],[621709,635486],[622966,635244],[622989,643954],[623287,641286],[624715,641709],[624727,636095],[628914,638993],[628937,639016],[629832,642953],[629844,638824],[634289,641394],[634301,641406]
   ]
cell #2940 :
  |C| = 105
  W-rep = phi[[1, 1],[2, 2, 1]]
  special rep = phi[[1, 1],[2, 2, 1]] , dim = 105
  orbit = [3, 3, 3, 3, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 105
     105 tau_infinity subcells with 1 member(s)
  subcells = [
     [390071],[393856],[414030],[424866],[438878],[445456],[447515],[457028],[468768],[470827],[476506],[478043],[485828],[487334],[495825],[497968],[499505],[505111],[505180],[506465],[511930],[513989],[517620],[522553],[524491],[524560],[525845],[530965],[534729],[536872],[538409],[540504],[542563],[546390],[546459],[548119],[551883],[555444],[556911],[558849],[558918],[560203],[562036],[563573],[564682],[567227],[570316],[571783],[574833],[576096],[576165],[577825],[580545],[580614],[581589],[581899],[582539],[587450],[588713],[588782],[590746],[591267],[591336],[592346],[595435],[595924],[596120],[596902],[597799],[601208],[601729],[601798],[602808],[604421],[604700],[604896],[608197],[608660],[609460],[609529],[612888],[613167],[613363],[615397],[615667],[617920],[618441],[618510],[618775],[619520],[622073],[622343],[624222],[625991],[626270],[626466],[627975],[629339],[632048],[632318],[633456],[633652],[636689],[637599],[640431]
   ]
cell #2941 :
  |C| = 140
  W-rep = phi[[1, 1, 1],[2, 1, 1]]+phi[[1],[2, 2, 2]]
  special rep = phi[[1, 1, 1],[2, 1, 1]] , dim = 105
  orbit = [3, 3, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     70 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [377329],[403329],[434273],[453427],[465723],[481223],[488109],[495238],[502685],[507240],[508885],[522096],[526620],[528265],[531494],[534142],[541589],[547434],[548648],[551296],[554045],[556454],[560978],[562623],[567756],[568009],[568917],[571326],[573694],[577140],[578354],[581002],[585068],[585234],[585589],[586311],[589757],[592875],[593128],[594036],[596445],[599784],[599814],[599932],[603337],[603590],[605815],[605981],[606336],[607058],[611759],[611776],[614282],[614448],[614803],[616496],[616526],[616644],[622622],[623172],[623202],[623320],[624862],[624879],[629579],[629609],[629979],[629996],[634751],[634768],
     [490941,542868],[515423,561783],[532501,574580],[539818,580190],[549655,587197],[554758,590912],[561487,595763],[569630,601374],[573546,604391],[574284,604539],[579361,607944],[582841,610504],[586163,612858],[586901,613006],[590214,615414],[594749,618086],[597656,620049],[597868,620302],[600676,622090],[606910,625961],[607648,626109],[608939,627385],[609818,627551],[610300,627906],[615946,632597],[617388,632065],[619015,633147],[619045,633177],[619753,633295],[624462,636929],[624492,636959],[626836,637329],[626853,637346],[630949,639972],[630966,639989]
   ]
cell #2942 :
  |C| = 147
  W-rep = phi[[1, 1],[2, 1, 1, 1]]+phi[[1],[2, 2, 1, 1]]
  special rep = phi[[1, 1],[2, 1, 1, 1]] , dim = 84
  orbit = [3, 3, 2, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 84
     21 tau_infinity subcells with 1 member(s)
     63 tau_infinity subcells with 2 member(s)
  subcells = [
     [530912],[548066],[567174],[577772],[584946],[584954],[592293],[599725],[602755],[605693],[605701],[614160],[614168],[616437],[622500],[622508],[623113],[629403],[629520],[634632],[634652],
     [394504,620494],[428265,627768],[457485,632675],[460680,633487],[478500,635683],[487690,637014],[490831,610247],[499962,638412],[506821,639137],[514999,596067],[515007,632648],[515313,618831],[526201,641021],[532077,604843],[532085,635656],[532391,624278],[538866,641969],[539759,626688],[549231,613310],[549239,638385],[549545,629395],[553757,615453],[553765,630690],[554699,630801],[560559,643330],[564030,643618],[568629,622129],[568637,634492],[569571,634603],[573487,624074],[578937,626413],[578945,641942],[579251,636745],[582255,644341],[582996,644424],[586104,629191],[593748,632104],[593756,639713],[594690,639824],[597232,619467],[597240,643591],[597546,640487],[598155,644796],[598325,643751],[606851,636541],[608817,627263],[608825,627271],[609759,642368],[610255,637764],[610561,637756],[610656,642580],[615824,632475],[615832,632483],[618839,640495],[618956,633088],[620124,643731],[620144,640612],[624286,636753],[624403,636870],[626717,642397],[626737,642417],[630830,639853],[630850,639873]
   ]
cell #2943 :
  |C| = 147
  W-rep = phi[[1, 1],[2, 1, 1, 1]]+phi[[1],[2, 2, 1, 1]]
  special rep = phi[[1, 1],[2, 1, 1, 1]] , dim = 84
  orbit = [3, 3, 2, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 84
     21 tau_infinity subcells with 1 member(s)
     63 tau_infinity subcells with 2 member(s)
  subcells = [
     [573449],[584955],[586066],[599687],[599724],[605702],[606813],[611741],[614169],[616399],[616436],[622509],[623075],[623112],[624844],[629404],[629519],[629961],[634633],[634651],[634733],
     [394505,620493],[428266,627767],[457486,632674],[460681,633484],[478501,635682],[487691,637011],[490830,627779],[499963,638411],[506822,639134],[515008,640062],[515312,632686],[526202,641018],[532086,641502],[532390,635694],[538867,641968],[539758,637006],[549240,642746],[549544,638423],[553766,639083],[554698,639129],[560560,643327],[561452,618918],[564031,643617],[568638,640967],[569570,641013],[573486,635592],[574249,624365],[578946,644162],[579250,641980],[582256,644338],[582997,644423],[586103,638321],[586866,629482],[590179,630728],[593757,643276],[594689,643322],[597241,644742],[597545,643629],[598156,644793],[598326,643750],[600641,634530],[606850,641878],[607613,636832],[608826,627272],[609758,644333],[610256,637765],[610560,642498],[610657,642581],[615833,632484],[617353,639751],[618840,640496],[618955,633087],[619718,633050],[620125,643732],[620143,640611],[624287,636754],[624402,636869],[626718,642398],[626736,642416],[626818,637311],[630831,639854],[630849,639872],[630931,639954]
   ]
cell #2944 :
  |C| = 147
  W-rep = phi[[1, 1],[2, 1, 1, 1]]+phi[[1],[2, 2, 1, 1]]
  special rep = phi[[1, 1],[2, 1, 1, 1]] , dim = 84
  orbit = [3, 3, 2, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 84
     21 tau_infinity subcells with 1 member(s)
     63 tau_infinity subcells with 2 member(s)
  subcells = [
     [584963],[599730],[603975],[605710],[611738],[612442],[614177],[616442],[621257],[622517],[623118],[624841],[625545],[629412],[629525],[629958],[631232],[634657],[634669],[634730],[635034],
     [394506,620499],[428267,627794],[457487,632701],[460689,633499],[478502,635709],[487699,637026],[490836,627776],[499964,638438],[506830,639149],[515016,640059],[515318,632683],[526210,641033],[532094,641499],[532396,635691],[538868,641995],[539764,636997],[549248,642743],[549550,638420],[553774,643048],[554704,639120],[560568,643342],[561449,632731],[564032,643644],[568646,643828],[569576,641004],[573492,641484],[574246,635739],[578954,644159],[579256,641977],[582264,644353],[582998,642513],[586109,642728],[586863,638468],[590176,639101],[593765,644639],[594695,643313],[597249,644739],[597551,643626],[598164,643687],[598327,640698],[600638,640985],[606856,644144],[607610,642025],[608834,627280],[609764,644324],[610264,637773],[610566,642495],[610665,637872],[615841,632492],[617350,643294],[618848,640504],[618961,633093],[619715,640255],[620149,640617],[620161,640629],[624295,636762],[624408,636875],[626742,642422],[626754,642434],[626815,637308],[630855,639878],[630867,639890],[630928,639951]
   ]
cell #2945 :
  |C| = 105
  W-rep = phi[[2, 1, 1, 1, 1],[1]]+phi[[2, 1],[1, 1, 1, 1]]
  special rep = phi[[2, 1],[1, 1, 1, 1]] , dim = 70
  orbit = [4, 2, 2, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     35 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [596601],[597955],[598286],[606492],[609210],[609291],[610375],[610393],[610677],[617076],[617157],[619234],[619330],[619348],[620212],[620254],[625321],[625417],[625435],[626930],[627085],[627127],[627838],[631502],[631657],[631699],[632834],[632948],[635849],[636157],[636271],[637132],[639260],[639460],[641590],
     [522252,567708],[546140,585339],[556610,592827],[566941,600003],[571482,603289],[575846,606086],[583218,610793],[584613,611853],[585745,614959],[588463,614553],[592060,616715],[599358,621107],[600364,623752],[600445,623833],[602522,623391],[605360,624956],[612218,630438],[612314,630534],[612332,630552],[613827,630073],[616070,631082],[621527,635304],[621682,635459],[621724,635501],[622746,634884],[628379,637988],[628499,638578],[628807,638886],[628921,639000],[633850,640760],[634039,641144],[634239,641344],[637917,642613],[638033,642834],[640735,643774]
   ]
cell #2946 :
  |C| = 147
  W-rep = phi[[1, 1],[2, 1, 1, 1]]+phi[[1],[2, 2, 1, 1]]
  special rep = phi[[1, 1],[2, 1, 1, 1]] , dim = 84
  orbit = [3, 3, 2, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 84
     21 tau_infinity subcells with 1 member(s)
     63 tau_infinity subcells with 2 member(s)
  subcells = [
     [585017],[599773],[603965],[605764],[611766],[612432],[614231],[616485],[621247],[622571],[623161],[624869],[625535],[629568],[629627],[629986],[631222],[634758],[634819],[634833],[635024],
     [394507,620506],[428268,627829],[457488,632820],[460698,633520],[478503,635828],[487708,637103],[490843,627804],[499965,638557],[506839,639226],[515070,640094],[515325,632795],[526219,641110],[532148,641534],[532403,635803],[538869,642114],[539807,637053],[549302,642778],[549557,638532],[553828,643044],[554747,639176],[560577,643419],[561477,632721],[564033,640344],[568700,643824],[569619,641060],[573535,641474],[574274,635729],[579008,644194],[579263,642089],[582273,642290],[582999,637732],[586152,642718],[586891,638458],[590204,639071],[593819,644635],[594738,643369],[597303,643513],[597558,640319],[598173,640569],[598328,633773],[600666,640955],[606899,644134],[607638,642015],[608888,627334],[609807,642240],[610318,627924],[610573,637707],[610674,628113],[615895,632546],[617378,643264],[619004,633136],[619063,633195],[619743,640245],[620192,633611],[620206,633625],[624451,636918],[624510,636977],[626843,637336],[626904,637397],[626918,637411],[630956,639979],[631017,640040],[631031,640054]
   ]
cell #2947 :
  |C| = 154
  W-rep = phi[[2],[2, 1, 1, 1]]+phi[[1],[3, 1, 1, 1]]
  special rep = phi[[2],[2, 1, 1, 1]] , dim = 84
  orbit = [4, 4, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     14 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [526383],[549642],[569553],[569919],[585925],[586853],[598687],[600509],[601234],[610969],[612354],[620710],[621737],[628229],
     [394530,564799],[428386,582560],[428894,543488],[457606,595945],[460824,597801],[460862,564662],[478621,604721],[487834,608662],[487872,582437],[490928,582828],[490956,610245],[500083,613188],[506965,615669],[507003,560741],[515221,618777],[515410,597643],[515438,618829],[518361,598058],[519032,620538],[526345,622345],[532299,624224],[532488,579348],[532516,624276],[538987,626291],[539741,609741],[539932,626686],[540107,610107],[543311,627996],[549453,629341],[549670,629393],[554569,615399],[554681,594672],[554872,630799],[555047,595038],[560703,632320],[561439,619705],[561554,632643],[564151,633477],[564624,633654],[569441,622075],[569744,634601],[573308,606672],[574135,624072],[574236,607600],[574351,635651],[579159,636691],[579376,636743],[580050,627411],[582399,637601],[582856,637754],[586752,629189],[586968,638380],[590047,617221],[590652,630685],[590772,617946],[594560,632050],[594863,639822],[597454,640433],[597671,640485],[601114,634487],[603887,625457],[604235,635579],[607499,636539],[607715,641937],[609932,642366],[612702,638308],[615061,631712],[617826,639708],[619820,643586],[625805,641865]
   ]
cell #2948 :
  |C| = 147
  W-rep = phi[[1, 1],[2, 1, 1, 1]]+phi[[1],[2, 2, 1, 1]]
  special rep = phi[[1, 1],[2, 1, 1, 1]] , dim = 84
  orbit = [3, 3, 2, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 84
     21 tau_infinity subcells with 1 member(s)
     63 tau_infinity subcells with 2 member(s)
  subcells = [
     [584956],[599723],[603974],[605703],[611737],[612441],[614170],[616435],[621256],[622369],[622510],[623111],[624840],[625544],[629405],[629518],[629957],[631231],[634650],[634729],[635033],
     [394516,598261],[428277,610269],[457497,618853],[460682,620136],[478512,624300],[487692,626729],[490829,627775],[499974,629417],[506823,630842],[515009,632642],[515311,632682],[526203,634644],[532087,635650],[532389,635690],[538878,636767],[539757,636996],[549241,638379],[549543,638419],[553767,639096],[554697,639119],[560561,639865],[561448,632730],[564042,640509],[564853,633783],[568639,640980],[569569,641003],[573485,641483],[574245,635738],[578947,641936],[579249,641976],[582257,642409],[583008,637778],[583039,628121],[586102,642727],[586862,638467],[590175,639100],[593758,643289],[594688,643312],[597242,643585],[597544,643625],[597825,633678],[598157,640604],[600637,640984],[606849,644143],[607609,642024],[608686,637625],[608827,627273],[609757,644323],[610257,637766],[610559,642494],[615693,632344],[615834,632485],[617349,643293],[618841,640497],[618954,633086],[619714,640254],[620142,640610],[624288,636755],[624401,636868],[626735,642415],[626814,637307],[630848,639871],[630927,639950]
   ]
cell #2949 :
  |C| = 105
  W-rep = phi[[2, 1, 1, 1, 1],[1]]+phi[[2, 1],[1, 1, 1, 1]]
  special rep = phi[[2, 1],[1, 1, 1, 1]] , dim = 70
  orbit = [4, 2, 2, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     35 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [564825],[582721],[583056],[596602],[596696],[597956],[597959],[606493],[606587],[609209],[609292],[609295],[610334],[610374],[617075],[617158],[617161],[619231],[619289],[619329],[620209],[625318],[625376],[625416],[626925],[626927],[627082],[631497],[631499],[631654],[632828],[635844],[635846],[636151],[639254],
     [522253,567709],[546139,585338],[556611,592828],[566938,600000],[571483,603290],[575845,606085],[583215,610790],[584610,611850],[585746,614960],[585840,615054],[588462,614552],[592057,616712],[599355,621104],[600363,623751],[600446,623834],[600449,623837],[602519,623388],[605357,624953],[612215,630435],[612273,630493],[612313,630533],[613824,630070],[616067,631079],[621522,635299],[621524,635301],[621679,635456],[622743,634881],[628376,637985],[628494,638573],[628496,638575],[628801,638880],[633845,640755],[633847,640757],[634033,641138],[637911,642607]
   ]
cell #2950 :
  |C| = 147
  W-rep = phi[[1, 1],[2, 1, 1, 1]]+phi[[1],[2, 2, 1, 1]]
  special rep = phi[[1, 1],[2, 1, 1, 1]] , dim = 84
  orbit = [3, 3, 2, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 84
     21 tau_infinity subcells with 1 member(s)
     63 tau_infinity subcells with 2 member(s)
  subcells = [
     [584964],[599729],[603962],[605711],[611735],[612429],[614178],[616441],[621244],[622370],[622518],[623117],[624838],[625532],[629413],[629524],[629955],[631219],[634656],[634727],[635021],
     [394517,598260],[428278,610268],[457498,618852],[460690,620132],[478513,624299],[487700,626725],[490835,627773],[499975,629416],[506831,630838],[515017,632632],[515317,632680],[526211,634640],[532095,635640],[532395,635688],[538879,636766],[539763,636991],[549249,638369],[549549,638417],[553775,639066],[554703,639114],[560569,639861],[561446,632718],[564043,640508],[564854,633782],[568647,640950],[569575,640998],[573491,641468],[574243,635726],[578955,641926],[579255,641974],[582265,642405],[583009,637777],[583040,628122],[586108,642712],[586860,638455],[590173,639068],[593766,643259],[594694,643307],[597250,643575],[597550,643623],[597826,633679],[598165,640600],[600635,640952],[606855,644128],[607607,642012],[608687,637626],[608835,627281],[609763,644318],[610265,637774],[610565,642492],[615694,632345],[615842,632493],[617347,643261],[618849,640505],[618960,633092],[619712,640242],[620148,640616],[624296,636763],[624407,636874],[626741,642421],[626812,637305],[630854,639877],[630925,639948]
   ]
cell #2951 :
  |C| = 98
  W-rep = phi[[2, 2, 1, 1, 1],[]]+phi[[2],[2, 1, 1, 1]]
  special rep = phi[[2],[2, 1, 1, 1]] , dim = 84
  orbit = [4, 4, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     70 tau_infinity subcells with 1 member(s)
     14 tau_infinity subcells with 2 member(s)
  subcells = [
     [394542],[428589],[428886],[459088],[460762],[460982],[483148],[487772],[489183],[490858],[491116],[506903],[511044],[515340],[516156],[516683],[518294],[526283],[532418],[535629],[536156],[539867],[540040],[540772],[549572],[554807],[554980],[555883],[557766],[560641],[561537],[562314],[569679],[569852],[573805],[574334],[575254],[576831],[579278],[580115],[582337],[583095],[586422],[586951],[590425],[590837],[591605],[594798],[594971],[597573],[598237],[600887],[601299],[604155],[605071],[607169],[607698],[609867],[610040],[610588],[612622],[615202],[617599],[618011],[619803],[620425],[621878],[625725],[627476],[631853],
     [436198,504610],[467882,530424],[496725,552783],[497252,553310],[521525,570755],[523408,572638],[544099,583903],[545548,587871],[547125,589448],[565306,598913],[566486,602067],[583408,611123],[584324,613538],[598490,620779]
   ]
cell #2952 :
  |C| = 105
  W-rep = phi[[2, 1, 1, 1, 1],[1]]+phi[[2, 1],[1, 1, 1, 1]]
  special rep = phi[[2, 1],[1, 1, 1, 1]] , dim = 70
  orbit = [4, 2, 2, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     35 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [598285],[610392],[610678],[619274],[619347],[620252],[620255],[625361],[625434],[627064],[627125],[627128],[627841],[627864],[631636],[631697],[631700],[632911],[632951],[632974],[633547],[636234],[636274],[636297],[637134],[637138],[637214],[639462],[639466],[639542],[640149],[641596],[641600],[641714],[643113],
     [566981,600043],[583209,628175],[584747,611987],[592100,616755],[599349,634046],[599548,621437],[602562,623431],[605494,625090],[611564,628685],[612258,630478],[612331,630551],[613961,630207],[616061,639267],[616260,631412],[621661,635438],[621722,635499],[621725,635502],[622737,641151],[622936,635214],[624667,636035],[628370,642620],[628884,638963],[628924,639003],[628947,639026],[629784,638764],[633831,643780],[633835,643784],[634241,641346],[634245,641350],[634321,641426],[637907,644459],[638039,642840],[638043,642844],[638157,642958],[640804,643893]
   ]
cell #2953 :
  |C| = 147
  W-rep = phi[[1, 1],[2, 1, 1, 1]]+phi[[1],[2, 2, 1, 1]]
  special rep = phi[[1, 1],[2, 1, 1, 1]] , dim = 84
  orbit = [3, 3, 2, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 84
     21 tau_infinity subcells with 1 member(s)
     63 tau_infinity subcells with 2 member(s)
  subcells = [
     [585018],[599772],[603956],[605765],[611763],[612423],[614232],[616484],[621238],[622572],[622645],[623160],[624866],[625526],[629567],[629628],[629983],[631213],[634755],[634818],[635015],
     [394518,598269],[428279,610322],[457499,619067],[460699,620168],[478514,624514],[487709,626880],[490842,627801],[499976,629631],[506840,630993],[515071,632716],[515324,632792],[526220,634795],[532149,635724],[532402,635800],[538880,636981],[539806,637047],[549303,638453],[549556,638529],[553829,639056],[554746,639170],[560578,640016],[561474,632712],[564044,633199],[564855,620524],[568701,640940],[569618,641054],[573534,641464],[574271,635720],[579009,642010],[579262,642086],[582274,637373],[583010,627928],[583051,610694],[586151,642708],[586888,638449],[590201,639052],[593820,643249],[594737,643363],[597304,640240],[597557,640316],[597891,620325],[598174,633587],[600663,640936],[606898,644124],[607635,642006],[608889,627335],[608962,627408],[609806,642234],[610319,627925],[610572,637704],[615896,632547],[615969,632620],[617375,643245],[619003,633135],[619064,633196],[619740,640236],[620191,633610],[624450,636917],[624511,636978],[626840,637333],[626903,637396],[630953,639976],[631016,640039]
   ]
cell #2954 :
  |C| = 50
  W-rep = phi[[3, 1, 1, 1, 1],[]]+phi[[3],[1, 1, 1, 1]]
  special rep = phi[[3],[1, 1, 1, 1]] , dim = 35
  orbit = [6, 2, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 1
  number of tau_infinity subcells = 35
     20 tau_infinity subcells with 1 member(s)
     15 tau_infinity subcells with 2 member(s)
  subcells = [
     [428915],[461074],[489275],[491153],[511136],[516720],[518570],[536193],[540908],[541282],[557902],[558276],[562439],[575600],[576956],[580863],[591891],[592989],[605305],[616056],
     [467974,530516],[497289,553347],[519546,599259],[523544,572774],[523918,573148],[543890,611409],[545894,588217],[547250,589573],[565117,621013],[566772,602353],[567870,603451],[583204,628365],[584558,613772],[598345,633822],[599344,622732]
   ]
cell #2955 :
  |C| = 154
  W-rep = phi[[2],[2, 1, 1, 1]]+phi[[1],[3, 1, 1, 1]]
  special rep = phi[[2],[2, 1, 1, 1]] , dim = 84
  orbit = [4, 4, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     14 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [527060],[550265],[570086],[570471],[586006],[587303],[598768],[600571],[601595],[611031],[612390],[620746],[621733],[628225],
     [394537,518999],[428489,543004],[428905,491584],[458329,562307],[460907,564332],[460968,518746],[461428,564834],[479344,575104],[488488,580753],[488549,542029],[491037,543131],[491038,582590],[491320,582810],[500806,587721],[507619,591475],[507680,561418],[515660,596094],[516033,563400],[516034,596240],[517507,597173],[518461,564483],[518685,598007],[526999,601937],[532738,604870],[533111,579971],[533112,605016],[539710,608468],[540274,581359],[540320,608792],[540659,581744],[541968,609668],[543132,610420],[549892,613337],[550266,613483],[553904,615480],[555214,595205],[555260,615799],[555599,595590],[561357,618649],[561889,596755],[561897,618911],[563027,619494],[563401,619640],[568776,622156],[570132,622475],[573389,606753],[573596,624134],[574686,608050],[574694,624358],[579598,626440],[579972,626586],[580411,609326],[581405,627238],[586213,629251],[587311,629475],[590109,617283],[590236,630721],[591133,618307],[593895,632131],[595251,632450],[596763,633043],[600698,634523],[603923,625493],[603951,635575],[606960,636601],[608058,636825],[612418,638304],[615057,631708],[617410,639744],[625521,641861]
   ]
cell #2956 :
  |C| = 98
  W-rep = phi[[2, 2, 1, 1, 1],[]]+phi[[2],[2, 1, 1, 1]]
  special rep = phi[[2],[2, 1, 1, 1]] , dim = 84
  orbit = [4, 4, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     70 tau_infinity subcells with 1 member(s)
     14 tau_infinity subcells with 2 member(s)
  subcells = [
     [461418],[491214],[491565],[516781],[518540],[518569],[536254],[540738],[541281],[542952],[543023],[543480],[555678],[558275],[562255],[562393],[562778],[564316],[564562],[570550],[575052],[576910],[577295],[580519],[580737],[580855],[581823],[582758],[587669],[591241],[591459],[591684],[592981],[595669],[596042],[596311],[597121],[597991],[601703],[601921],[604234],[604818],[605178],[606202],[608416],[608736],[609434],[609652],[612701],[613285],[615309],[615743],[616028],[618415],[618633],[619442],[621985],[622419],[623994],[624522],[625804],[626388],[627182],[629111],[630609],[631960],[632394],[634411],[636461],[639632],
     [497350,553408],[523917,573147],[547204,589527],[547589,589912],[566565,602146],[567862,603443],[583487,611202],[584431,613645],[585455,614669],[598597,620886],[599316,622704],[610891,628337],[611419,629639],[620634,633891]
   ]
cell #2957 :
  |C| = 105
  W-rep = phi[[2, 1, 1, 1, 1],[1]]+phi[[2, 1],[1, 1, 1, 1]]
  special rep = phi[[2, 1],[1, 1, 1, 1]] , dim = 70
  orbit = [4, 2, 2, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     35 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [564823],[582719],[583058],[596694],[597935],[597961],[606585],[609271],[609297],[610343],[610357],[617137],[617163],[619229],[619298],[619312],[620214],[625316],[625385],[625399],[626950],[627028],[627087],[631522],[631600],[631659],[632842],[632882],[635889],[636165],[636205],[637133],[639278],[639461],[641595],
     [566936,621516],[583208,637905],[584711,628792],[585838,615052],[592055,631491],[599348,640802],[599519,634208],[600425,623813],[600451,623839],[602517,635293],[605458,636142],[611563,638099],[612213,630433],[612282,630502],[612296,630516],[613925,638871],[616060,643111],[616231,639429],[620633,640800],[621547,635324],[621625,635402],[621684,635461],[622736,643891],[622907,641313],[624666,641656],[628186,642631],[628369,644457],[628539,638618],[628815,638894],[628855,638934],[629783,642900],[633830,643779],[634057,641162],[634240,641345],[638038,642839]
   ]
cell #2958 :
  |C| = 147
  W-rep = phi[[1, 1],[2, 1, 1, 1]]+phi[[1],[2, 2, 1, 1]]
  special rep = phi[[1, 1],[2, 1, 1, 1]] , dim = 84
  orbit = [3, 3, 2, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 84
     21 tau_infinity subcells with 1 member(s)
     63 tau_infinity subcells with 2 member(s)
  subcells = [
     [584973],[599736],[601978],[603955],[605720],[611734],[612422],[613499],[614187],[616448],[621237],[622527],[622610],[623124],[624837],[625525],[629531],[629954],[631212],[634726],[635014],
     [394527,564808],[428383,582632],[457603,596282],[460791,597842],[478618,605058],[487801,608913],[490929,610281],[500080,613525],[506932,615920],[515026,618889],[515411,619026],[519029,598292],[526312,622596],[532104,624336],[532489,624473],[538984,626628],[539770,626771],[543308,610462],[543458,583073],[549258,629453],[549643,629590],[553784,630608],[554710,630884],[560670,632571],[561445,632711],[564148,619682],[564373,598048],[564591,620276],[568656,634410],[569582,634686],[573498,635536],[574242,635719],[578964,636803],[579349,636940],[580794,609709],[582366,627359],[582606,610436],[582829,627887],[586115,638265],[586859,638448],[590172,639051],[591516,618690],[593775,639631],[594701,639907],[596256,619656],[597259,633021],[597644,633158],[597856,620290],[600634,640935],[605032,626602],[606862,641822],[607606,642005],[608844,627290],[608927,627373],[609770,637264],[615851,632502],[615934,632585],[617346,643244],[618967,633099],[619711,640235],[624414,636881],[626811,637304],[630924,639947]
   ]
cell #2959 :
  |C| = 154
  W-rep = phi[[2],[2, 1, 1, 1]]+phi[[1],[3, 1, 1, 1]]
  special rep = phi[[2],[2, 1, 1, 1]] , dim = 84
  orbit = [4, 4, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     14 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [526382],[549635],[569546],[569914],[585918],[586848],[598680],[600480],[600504],[601235],[610940],[610964],[612355],[620711],
     [394531,564788],[428387,582495],[428893,543487],[457607,595880],[460836,597749],[460861,564661],[478622,604656],[487846,608610],[487871,582436],[490921,582821],[490967,610204],[500084,613123],[506204,615392],[506977,615617],[507002,560740],[515305,618770],[515403,597636],[515449,618788],[518356,598053],[519033,633794],[525584,622068],[526357,622293],[531836,624067],[532383,624217],[532481,579341],[532527,624235],[538988,626226],[539734,609734],[540006,626681],[540102,610102],[543312,637834],[548990,629184],[549537,629334],[549681,629352],[554430,630686],[554674,594665],[554946,630794],[555042,595033],[559942,632043],[560715,632268],[561434,619700],[561609,632644],[564152,633412],[564636,640651],[569302,634488],[569818,634596],[573301,606665],[573882,624043],[574231,607595],[574406,635652],[578696,636534],[579243,636684],[579387,636702],[580051,627412],[582411,637549],[582867,642529],[586499,629160],[587023,638381],[590018,617192],[590042,617216],[590773,617947],[594421,639709],[594937,639817],[597538,640426],[597682,640444],[603888,625458],[607246,636510],[607770,641938],[610006,642361],[619875,643587]
   ]
cell #2960 :
  |C| = 105
  W-rep = phi[[2, 1],[1, 1, 1, 1]]+phi[[],[3, 2, 1, 1]]
  special rep = phi[[2, 1],[1, 1, 1, 1]] , dim = 70
  orbit = [4, 2, 2, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     35 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [400709],[434478],[450807],[466288],[474119],[481428],[495526],[500085],[500580],[502890],[509450],[521411],[526369],[526381],[526825],[528830],[534430],[543985],[549634],[549693],[550053],[551584],[555769],[569545],[569915],[570017],[570641],[583789],[585917],[585937],[586849],[598679],[598699],[600505],[610965],
     [394532,519034],[428388,543313],[428892,543486],[457608,564153],[458103,517281],[460848,564648],[460860,564660],[478623,538989],[479118,539484],[487858,582423],[487870,582435],[488314,541794],[490920,582820],[490979,582879],[506989,560727],[507001,560739],[507445,561183],[515402,597635],[515461,597694],[515821,563188],[518357,598054],[532480,579340],[532539,579399],[532899,579759],[539733,609733],[540103,610103],[540205,581290],[554673,594664],[555043,595034],[555145,595136],[561435,619701],[573300,606664],[573320,606684],[574232,607596],[590043,617217]
   ]
cell #2961 :
  |C| = 154
  W-rep = phi[[2],[2, 1, 1, 1]]+phi[[1],[3, 1, 1, 1]]
  special rep = phi[[2],[2, 1, 1, 1]] , dim = 84
  orbit = [4, 4, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     14 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [527059],[550256],[570041],[570464],[585961],[587268],[598723],[600536],[601574],[610996],[612369],[620725],[621734],[628226],
     [394538,518987],[428490,542912],[428904,491583],[458330,561827],[460919,564251],[460967,518745],[461429,598306],[479345,574624],[488500,580347],[488548,542028],[491028,543122],[491048,582520],[491321,610548],[500807,587241],[507631,591069],[507679,561417],[515735,595784],[516024,563391],[516044,595905],[517508,620093],[518454,564476],[518697,620360],[527011,601531],[532813,604560],[533102,579962],[533122,604681],[539711,607988],[540229,581314],[540384,608547],[540652,581737],[541980,627708],[543142,627956],[549967,613027],[550276,613148],[554244,615435],[555169,595160],[555324,615554],[555592,595583],[561369,618243],[561854,596720],[561942,618729],[563102,633316],[563411,633437],[569116,622111],[570196,622230],[573344,606708],[573870,624099],[574651,608015],[574739,624176],[579673,626130],[579982,626251],[580390,609305],[581469,637486],[586487,629216],[587356,629293],[590074,617248],[590442,630700],[591112,618286],[594235,632086],[595315,632205],[596808,640385],[600904,634502],[603902,625472],[604071,635576],[607234,636566],[608103,636643],[612538,638305],[615058,631709],[617616,639723],[625641,641862]
   ]
cell #2962 :
  |C| = 154
  W-rep = phi[[2],[2, 1, 1, 1]]+phi[[1],[3, 1, 1, 1]]
  special rep = phi[[2],[2, 1, 1, 1]] , dim = 84
  orbit = [4, 4, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     14 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [527058],[550248],[570033],[570458],[585953],[587262],[598715],[600530],[601575],[610990],[612370],[620726],[621738],[628230],
     [394539,518975],[428491,542828],[428903,491582],[458331,561743],[460931,564180],[460966,518744],[461430,620549],[479346,574540],[488512,580276],[488547,542027],[491020,543114],[491059,582460],[491322,628070],[500808,587157],[507643,590998],[507678,561416],[515819,595776],[516016,563383],[516055,595845],[517509,620009],[518448,564470],[518709,633708],[527023,601460],[532897,604552],[533094,579954],[533133,604621],[539712,607904],[540221,581306],[540458,608541],[540646,581731],[541992,627637],[543153,637799],[550051,613019],[550287,613088],[554653,615427],[555161,595152],[555398,615548],[555586,595577],[561381,618172],[561848,596714],[561997,618730],[563186,633308],[563422,633377],[569525,622103],[570270,622224],[573336,606700],[574209,624093],[574645,608009],[574794,624177],[579757,626122],[579993,626191],[580391,609306],[581543,637480],[586826,629210],[587411,629294],[590068,617242],[590707,630701],[591113,618287],[594644,632078],[595389,632199],[596863,640386],[601169,634503],[603903,625473],[604236,635580],[607573,636560],[608158,636644],[612703,638309],[615062,631713],[617881,639724],[625806,641866]
   ]
cell #2963 :
  |C| = 105
  W-rep = phi[[2, 1],[1, 1, 1, 1]]+phi[[],[3, 2, 1, 1]]
  special rep = phi[[2, 1],[1, 1, 1, 1]] , dim = 70
  orbit = [4, 2, 2, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     35 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [466378],[495863],[500809],[509540],[522580],[527035],[527057],[528920],[534767],[546239],[550143],[550247],[550299],[551921],[556938],[566440],[570032],[570354],[570459],[571810],[575945],[583362],[585952],[587263],[587477],[588562],[591559],[598714],[600531],[601578],[602021],[610991],[611077],[612373],[620729],
     [394540,461431],[428492,491323],[428902,491581],[458332,517510],[460943,518721],[460965,518743],[479347,539713],[488524,542004],[488546,542026],[491019,543113],[491071,543165],[507655,561393],[507677,561415],[515911,563278],[516015,563382],[516067,563434],[518449,564471],[532989,579849],[533093,579953],[533145,580005],[540220,581305],[540542,581627],[540647,581732],[555160,595151],[555482,595473],[555587,595578],[561849,596715],[562063,596929],[573335,606699],[574646,608010],[574860,608224],[580394,609309],[590069,617243],[591116,618290],[603906,625476]
   ]
cell #2964 :
  |C| = 98
  W-rep = phi[[2, 2, 1, 1, 1],[]]+phi[[2],[2, 1, 1, 1]]
  special rep = phi[[2],[2, 1, 1, 1]] , dim = 84
  orbit = [4, 4, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     70 tau_infinity subcells with 1 member(s)
     14 tau_infinity subcells with 2 member(s)
  subcells = [
     [394543],[428590],[428897],[459089],[460865],[460992],[483149],[487875],[489193],[490955],[491124],[507006],[511054],[515437],[516166],[516691],[518382],[526386],[532515],[535639],[536164],[539877],[540128],[540780],[543491],[549669],[554817],[555068],[555893],[557774],[560744],[561545],[562313],[564665],[569689],[569940],[573815],[574342],[575262],[576830],[579375],[580114],[582440],[582855],[586432],[586959],[590433],[590836],[591604],[594808],[595059],[597670],[598079],[600895],[601298],[604154],[605067],[607179],[607706],[609877],[610128],[612621],[615198],[617607],[618010],[619811],[621874],[625724],[627475],[631849],
     [436199,504611],[467892,530434],[496735,552793],[497260,553318],[521535,570765],[523416,572646],[544109,583913],[545556,587879],[547124,589447],[565314,598921],[566485,602066],[583407,611122],[584320,613534],[598486,620775]
   ]
cell #2965 :
  |C| = 105
  W-rep = phi[[2, 1, 1, 1, 1],[1]]+phi[[2, 1],[1, 1, 1, 1]]
  special rep = phi[[2, 1],[1, 1, 1, 1]] , dim = 70
  orbit = [4, 2, 2, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     35 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [394546],[428593],[428912],[459092],[461027],[461071],[483152],[489228],[489272],[491123],[491154],[511089],[511133],[516390],[516690],[516721],[518546],[535863],[536163],[536194],[540779],[540972],[541258],[557773],[557966],[558252],[562334],[562449],[575261],[576851],[576966],[580800],[591625],[592926],[605123],
     [399818,522349],[433656,546223],[436202,504614],[449916,556707],[465549,566992],[467927,530469],[467971,530513],[473228,571579],[480606,575929],[495036,584604],[496959,553017],[497259,553317],[497290,553348],[502068,588546],[508711,592111],[521373,599265],[523415,572645],[523608,572838],[523894,573124],[528091,602573],[533940,605351],[543947,610840],[545555,587878],[547145,589468],[547260,589583],[551094,613818],[555731,615977],[565313,598920],[566506,602087],[567807,603388],[570603,622653],[583428,611143],[583751,628286],[584376,613590],[598542,620831]
   ]
cell #2966 :
  |C| = 105
  W-rep = phi[[2, 1, 1, 1, 1],[1]]+phi[[2, 1],[1, 1, 1, 1]]
  special rep = phi[[2, 1],[1, 1, 1, 1]] , dim = 70
  orbit = [4, 2, 2, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     35 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [394547],[428594],[428911],[459093],[461039],[461070],[483153],[489240],[489271],[491122],[491166],[511101],[511132],[516482],[516689],[516733],[518547],[535955],[536162],[536206],[540778],[541056],[541259],[557772],[558050],[558253],[562335],[562515],[575260],[576852],[577032],[580803],[591626],[592929],[605126],
     [399910,522829],[433740,546632],[436203,504615],[450008,557187],[465615,567323],[467939,530481],[467970,530512],[473320,572059],[480690,576338],[495039,584823],[497051,553109],[497258,553316],[497302,553360],[502152,588955],[508777,592442],[521376,599274],[523414,572644],[523692,572922],[523895,573125],[528157,602904],[533943,605570],[543950,610849],[545554,587877],[547146,589469],[547326,589649],[551097,614037],[555734,615986],[565312,598919],[566507,602088],[567810,603391],[570606,622662],[583429,611144],[583754,628295],[584379,613593],[598545,620834]
   ]
cell #2967 :
  |C| = 147
  W-rep = phi[[1, 1],[2, 1, 1, 1]]+phi[[1],[2, 2, 1, 1]]
  special rep = phi[[1, 1],[2, 1, 1, 1]] , dim = 84
  orbit = [3, 3, 2, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 84
     21 tau_infinity subcells with 1 member(s)
     63 tau_infinity subcells with 2 member(s)
  subcells = [
     [505110],[524490],[546389],[558848],[567226],[576095],[584953],[588712],[592345],[599726],[602807],[605700],[613362],[614167],[616438],[622507],[623114],[629402],[629521],[634653],[638413],
     [428870,610655],[460679,597798],[460746,620123],[487333,580544],[487689,608659],[487756,626716],[490832,627760],[506464,591266],[506820,615666],[506887,630829],[515006,618774],[515314,632667],[525844,601728],[526200,622342],[526267,634631],[530964,604420],[532084,624221],[532392,635675],[539760,626680],[548118,612887],[549238,629338],[549546,638404],[553764,615396],[554700,630793],[560202,618440],[560558,632317],[560625,639852],[568636,622072],[569572,634595],[573488,624066],[577824,625990],[578944,636688],[579252,641961],[581898,609459],[582254,637598],[582321,642396],[586105,629183],[593755,632047],[594691,639816],[596119,619519],[597239,640430],[597547,643610],[598154,633651],[598221,643730],[604895,626465],[606852,636533],[608824,627270],[609760,642360],[610254,637763],[610562,644416],[610722,642579],[615831,632482],[618838,640494],[618957,633089],[620145,640613],[620495,643752],[624285,636752],[624404,636871],[626738,642418],[627769,644425],[630851,639874],[632676,643619],[635684,641970]
   ]
cell #2968 :
  |C| = 105
  W-rep = phi[[2, 1],[1, 1, 1, 1]]+phi[[],[3, 2, 1, 1]]
  special rep = phi[[2, 1],[1, 1, 1, 1]] , dim = 70
  orbit = [4, 2, 2, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     35 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [466366],[495851],[509528],[522579],[528908],[534755],[546238],[549726],[550131],[551909],[556937],[566439],[569993],[569995],[570342],[571809],[575944],[583361],[587166],[587223],[587476],[588561],[591558],[601243],[601499],[601577],[602020],[611076],[612363],[612372],[612921],[620719],[620728],[621746],[628238],
     [461403,564849],[491012,582912],[491549,583079],[515494,597727],[515899,563266],[518435,598132],[518437,598134],[532572,579432],[532977,579837],[540181,610181],[540183,610183],[540530,581615],[542837,610473],[542894,610530],[555121,595112],[555123,595114],[555470,595461],[561752,620018],[561809,620075],[562062,596928],[564219,620328],[574549,607913],[574606,607970],[574859,608223],[580059,627420],[580315,627676],[580393,609308],[590781,617955],[591037,618211],[591115,618289],[595678,633210],[603896,625466],[603905,625475],[604454,626024],[615070,631721]
   ]
cell #2969 :
  |C| = 105
  W-rep = phi[[2, 1],[1, 1, 1, 1]]+phi[[],[3, 2, 1, 1]]
  special rep = phi[[2, 1],[1, 1, 1, 1]] , dim = 70
  orbit = [4, 2, 2, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     35 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [495954],[522714],[534858],[546485],[552012],[557072],[567060],[570445],[570554],[571944],[576191],[584342],[587611],[587714],[587716],[588808],[592179],[598508],[601824],[601902],[601959],[602641],[605089],[613196],[613202],[613458],[613556],[620797],[621756],[621762],[622376],[628248],[628254],[628977],[633869],
     [491569,543484],[518544,564566],[518994,564829],[540633,581718],[540742,581827],[542997,582803],[542999,582805],[555573,595564],[555682,595673],[562197,597063],[562300,597166],[562302,597168],[564297,597972],[564354,598029],[574994,608358],[575097,608461],[575099,608463],[580640,609555],[580718,609633],[580775,609690],[582565,610395],[591362,618536],[591440,618614],[591497,618671],[595953,619353],[595959,619359],[596215,619615],[604729,626299],[604735,626305],[604991,626561],[608693,627139],[615080,631731],[615086,631737],[615700,632351],[623860,636327]
   ]
cell #2970 :
  |C| = 105
  W-rep = phi[[2, 1, 1, 1, 1],[1]]+phi[[2, 1],[1, 1, 1, 1]]
  special rep = phi[[2, 1],[1, 1, 1, 1]] , dim = 70
  orbit = [4, 2, 2, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     35 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [519014],[543106],[543464],[562752],[562861],[564457],[564459],[577269],[577378],[581163],[581266],[581268],[582643],[582700],[593289],[593392],[593394],[596540],[596618],[596675],[597894],[606431],[606509],[606566],[608968],[608974],[609230],[616834],[616840],[617096],[619078],[624545],[624551],[625165],[631046],
     [465852,523269],[495399,547008],[509014,557627],[522191,567647],[528394,572499],[534303,576714],[545898,585097],[547563,589886],[547672,589995],[551457,589331],[556549,592766],[566424,599283],[568170,603751],[568273,603854],[568275,603856],[571421,603228],[575604,605844],[583346,610858],[585684,614898],[585762,614976],[585819,615033],[588221,614311],[591543,615995],[600122,623510],[600128,623516],[600384,623772],[602005,622671],[611061,628304],[611442,629662],[611448,629668],[612062,630282],[620657,633914],[620663,633920],[621071,634848],[628203,637952]
   ]
cell #2971 :
  |C| = 36
  W-rep = phi[[2],[1, 1, 1, 1, 1]]+phi[[],[3, 1, 1, 1, 1]]
  special rep = phi[[2],[1, 1, 1, 1, 1]] , dim = 21
  orbit = [4, 2, 1, 1, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 1
  number of tau_infinity subcells = 21
     6 tau_infinity subcells with 1 member(s)
     15 tau_infinity subcells with 2 member(s)
  subcells = [
     [549617],[569890],[587088],[601237],[612357],[620713],
     [428942,610742],[461381,620566],[490903,610633],[491524,628136],[515385,597618],[518332,620463],[532463,579323],[540078,610078],[542759,628001],[555018,595009],[561674,619940],[574471,607835],[580053,627414],[590775,617949],[603890,625460]
   ]
cell #2972 :
  |C| = 175
  W-rep = phi[[1, 1, 1, 1],[2, 1]]+phi[[1, 1, 1],[2, 1, 1]]
  special rep = phi[[1, 1, 1],[2, 1, 1]] , dim = 105
  orbit = [3, 3, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [564170],[580266],[590988],[595738],[601450],[604514],[608513],[612981],[615270],[615520],[618162],[621946],[622196],[623981],[626084],[627627],[629098],[631921],[632171],[633270],[633698],[636448],[637202],[637452],[637692],[639530],[640190],[640220],[640554],[641755],[641785],[642219],[643223],[643493],[644104],
     [476935,531237],[498397,548391],[515098,561526],[522982,567499],[532176,574323],[537301,578097],[546111,584736],[549330,586940],[554121,590414],[557340,592618],[566845,599536],[568993,600876],[572212,603080],[573669,604143],[575817,605483],[579036,607687],[584642,611602],[585310,611976],[586286,612610],[588434,613950],[590320,615240],[591964,616248],[594112,617588],[597331,619792],[599907,621425],[600335,621650],[600782,621916],[602426,622924],[605389,624705],[606057,625079],[607033,625713],[609181,627053],[611632,628753],[611882,628723],[612122,628872],[613856,629822],[614524,630196],[616619,631400],[617047,631625],[617494,631891],[619138,632899],[621192,634195],[621222,634225],[621556,634279],[623295,635202],[623723,635427],[624735,636103],[624985,636073],[625225,636222],[626959,637172],[628583,638142],[629852,638832],[630102,638802],[630342,638951],[631167,639416],[631197,639446],[631531,639500],[634079,640854],[634309,641414],[634969,641300],[634999,641330],[635333,641384],[635933,641699],[638198,642999],[638228,643029],[638662,642943],[639300,643163],[640914,644003],[641184,643943],[642688,644564]
   ]
cell #2973 :
  |C| = 140
  W-rep = phi[[1, 1, 1],[2, 1, 1]]+phi[[1],[2, 2, 2]]
  special rep = phi[[1, 1, 1],[2, 1, 1]] , dim = 105
  orbit = [3, 3, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     70 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [505491],[524871],[539840],[546770],[554780],[559229],[566954],[569652],[573778],[576476],[584672],[586395],[589093],[590350],[592073],[594771],[599506],[600016],[600812],[602535],[604113],[605419],[607142],[609840],[611912],[612231],[612580],[613886],[616218],[616728],[617524],[619247],[621306],[621395],[621586],[622894],[623404],[625015],[625334],[625683],[626989],[628639],[628669],[628842],[630132],[630451],[631281],[631370],[631561],[632869],[634139],[635083],[635172],[635363],[635989],[636019],[636192],[638082],[638517],[638718],[638748],[638921],[639360],[641095],[641125],[641244],[641639],[642818],[642883],[643873],
     [542773,582462],[561688,595847],[574485,604623],[580103,608543],[587102,613090],[590825,615550],[595708,618737],[601287,622226],[604024,624095],[604484,624184],[607849,626193],[612491,629212],[612951,629301],[615156,630708],[617999,632201],[619954,633379],[621832,634510],[625594,636562],[626054,636651],[627464,637482],[628015,637801],[631807,639731],[632780,640304],[633240,640393],[633535,640584],[635788,642074],[637088,642275],[637118,642305],[637662,642478],[639211,643404],[639241,643434],[640134,643553],[641574,644234],[642159,644299],[643093,644684]
   ]
cell #2974 :
  |C| = 147
  W-rep = phi[[1, 1],[2, 1, 1, 1]]+phi[[1],[2, 2, 1, 1]]
  special rep = phi[[1, 1],[2, 1, 1, 1]] , dim = 84
  orbit = [3, 3, 2, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 84
     21 tau_infinity subcells with 1 member(s)
     63 tau_infinity subcells with 2 member(s)
  subcells = [
     [554022],[568894],[585211],[594013],[599761],[605958],[611751],[614425],[616473],[621276],[623149],[624854],[629556],[629971],[631251],[634743],[635053],[638433],[638487],[641039],[642758],
     [491526,610648],[518283,597746],[518334,620116],[539795,580167],[540029,608607],[540080,626709],[542764,627759],[554735,590889],[554969,615614],[555020,630822],[561462,618767],[561679,632666],[569607,601351],[569841,622290],[569892,634624],[573523,604368],[574259,624214],[574476,635674],[580073,626679],[586140,612835],[586876,629331],[587093,638403],[590189,615389],[590795,630792],[594726,618063],[594960,632265],[595011,639845],[600651,622065],[601257,634594],[603994,624065],[606887,625938],[607623,636681],[607840,641960],[609795,627528],[610029,637546],[610080,642389],[612461,629182],[617363,632040],[617969,639815],[618992,633124],[619728,640423],[619945,643609],[620414,640648],[620465,643723],[624439,636906],[625564,636532],[626828,637321],[627434,642359],[627789,642508],[628006,644415],[628138,644445],[630941,639964],[632696,643639],[632750,640274],[633505,643693],[633752,644814],[635704,641990],[635758,642044],[637032,644359],[637637,644991],[639155,643348],[640074,644754],[641514,644174]
   ]
cell #2975 :
  |C| = 140
  W-rep = phi[[1, 1, 1],[2, 1, 1]]+phi[[1],[2, 2, 2]]
  special rep = phi[[1, 1, 1],[2, 1, 1]] , dim = 105
  orbit = [3, 3, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     70 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [476941],[498403],[515104],[522988],[532182],[537307],[546117],[549336],[554127],[557346],[566879],[568999],[572218],[573703],[575823],[579042],[584663],[585316],[586320],[588440],[590341],[591998],[594118],[597337],[599941],[600341],[600803],[602460],[605410],[606063],[607067],[609187],[611785],[611903],[612156],[613877],[614530],[616653],[617053],[617515],[619172],[621297],[621340],[621577],[623329],[623729],[624888],[625006],[625259],[626980],[628660],[630005],[630123],[630376],[631272],[631315],[631552],[634114],[634777],[635074],[635117],[635354],[636010],[638508],[638551],[638739],[639335],[641116],[641219],[642793],
     [518289,564176],[540035,580272],[554975,590994],[561496,595772],[569847,601456],[574293,604548],[580094,608534],[586910,613015],[590223,615423],[590816,615541],[594966,618168],[600685,622099],[601278,622217],[604015,624086],[607657,626118],[610035,627633],[612482,629203],[617397,632074],[617990,632192],[619762,633304],[620420,633704],[625585,636553],[626862,637355],[627455,637473],[627823,637726],[630975,639998],[632771,640295],[632814,640338],[633526,640575],[635779,642065],[635822,642108],[637109,642296],[639232,643425],[640109,643528],[641549,644209]
   ]
cell #2976 :
  |C| = 175
  W-rep = phi[[1, 1, 1, 1],[2, 1]]+phi[[1, 1, 1],[2, 1, 1]]
  special rep = phi[[1, 1, 1],[2, 1, 1]] , dim = 105
  orbit = [3, 3, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [542779],[561694],[574491],[580137],[587108],[590859],[595729],[601321],[604177],[604505],[607855],[612644],[612972],[615261],[618033],[619960],[621937],[625747],[626075],[627498],[628021],[631912],[632933],[633261],[633569],[636256],[637193],[637236],[637683],[639521],[639564],[640211],[641776],[642194],[643198],
     [445881,553981],[469193,568853],[487449,580126],[496250,585170],[506580,590848],[512355,593972],[522211,599559],[525960,601310],[531405,604166],[535154,605917],[545982,611606],[548559,612633],[552308,614384],[553992,615244],[556569,616271],[560318,618022],[566836,621177],[567667,621448],[568864,621920],[571441,622947],[573660,623966],[575688,624709],[578265,625736],[582014,627487],[585181,628727],[585704,628895],[586277,629083],[588305,629826],[591955,631152],[592786,631423],[593983,631895],[596560,632922],[599570,621459],[599898,634180],[600206,634283],[602417,634954],[603248,635225],[605928,636077],[606451,636245],[607024,636433],[609052,637176],[611623,628744],[611666,638146],[612113,638183],[614395,638806],[614918,638974],[616282,631434],[616610,639401],[616918,639504],[619129,640175],[621213,640864],[622958,635236],[623286,641285],[623594,641388],[624726,636094],[624769,641703],[625216,641740],[628558,642668],[628906,638985],[629843,638823],[629886,642947],[630333,642984],[631188,643173],[634300,641405],[634343,641448],[634990,643953],[635908,644084],[638219,643020],[638637,644544],[640889,643978]
   ]
cell #2977 :
  |C| = 147
  W-rep = phi[[1, 1],[2, 1, 1, 1]]+phi[[1],[2, 2, 1, 1]]
  special rep = phi[[1, 1],[2, 1, 1, 1]] , dim = 84
  orbit = [3, 3, 2, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 84
     21 tau_infinity subcells with 1 member(s)
     63 tau_infinity subcells with 2 member(s)
  subcells = [
     [573692],[586309],[599930],[607056],[611774],[616642],[621280],[623318],[624877],[628624],[629994],[631255],[634766],[635057],[635974],[638491],[638703],[641043],[641080],[642768],[643853],
     [518960,598245],[542768,610206],[542813,610217],[561485,595761],[561683,618790],[561728,618801],[564161,620107],[574282,604537],[574480,624237],[574525,624248],[580077,626683],[580257,626700],[586899,613004],[587097,629354],[587142,629365],[590212,615412],[590799,630796],[590979,630813],[595693,632651],[600674,622088],[601261,634598],[601441,634615],[603998,624069],[604469,635659],[607646,626107],[607844,636704],[607889,636715],[612465,629186],[612936,638388],[615141,630693],[617386,632063],[617973,639819],[618153,639836],[619751,633293],[619949,640446],[619994,640457],[621817,634495],[625568,636536],[626039,641945],[626851,637344],[627438,642363],[627618,642380],[628010,642531],[628055,642542],[630964,639987],[631792,639716],[632754,640278],[633225,643594],[633509,643697],[633689,643714],[633801,643757],[635762,642048],[637036,644363],[637073,642260],[637647,644400],[637846,644436],[639159,643352],[639196,643389],[640084,644764],[640529,644789],[641524,644184],[642139,644971],[643073,644664]
   ]
cell #2978 :
  |C| = 175
  W-rep = phi[[1, 1, 1, 1],[2, 1]]+phi[[1, 1, 1],[2, 1, 1]]
  special rep = phi[[1, 1, 1],[2, 1, 1]] , dim = 105
  orbit = [3, 3, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [518296],[540042],[554982],[561539],[569854],[574336],[580122],[586953],[590427],[590844],[594973],[600889],[601306],[604162],[607700],[610042],[612629],[617601],[618018],[619805],[620427],[625732],[627066],[627483],[627866],[631638],[632918],[632976],[633554],[636241],[636299],[637221],[639549],[640165],[641730],
     [412741,531232],[437589,548386],[457153,561521],[466798,567494],[478168,574318],[484539,578092],[495363,584731],[499630,586935],[505693,590409],[509960,592613],[522056,599510],[525073,600871],[529340,603075],[531250,604117],[534267,605478],[538534,607682],[545967,611587],[546972,611971],[548404,612584],[551421,613945],[553977,615225],[556414,616222],[559431,617583],[563698,619787],[567512,621399],[568134,621645],[568849,621901],[571286,622898],[575673,624690],[576678,625074],[578110,625687],[581127,627048],[584749,611989],[585166,628708],[585549,628846],[588290,629807],[589295,630191],[592631,631374],[593253,631620],[593968,631876],[596405,632873],[599555,621444],[599613,634143],[600191,634264],[603093,635176],[603715,635422],[605496,625092],[605913,636058],[606296,636196],[609037,637157],[611651,638092],[613963,630209],[614380,638787],[614763,638925],[616267,631419],[616325,639364],[616903,639485],[621167,640834],[621663,635440],[622943,635221],[623001,641248],[623579,641369],[624754,641649],[628891,638970],[628949,639028],[629871,642893],[631142,643143],[634328,641433],[634944,643923],[638173,642974]
   ]
cell #2979 :
  |C| = 147
  W-rep = phi[[1, 1],[2, 1, 1, 1]]+phi[[1],[2, 2, 1, 1]]
  special rep = phi[[1, 1],[2, 1, 1, 1]] , dim = 84
  orbit = [3, 3, 2, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 84
     21 tau_infinity subcells with 1 member(s)
     63 tau_infinity subcells with 2 member(s)
  subcells = [
     [590345],[600807],[611907],[617519],[621301],[625010],[628643],[630127],[631276],[634124],[635078],[635993],[638512],[638722],[639345],[641099],[641229],[642803],[642822],[643883],[644509],
     [543420,583018],[564165,597741],[564200,597759],[580098,608538],[580261,608602],[580296,608620],[582453,610202],[590820,615545],[590983,615609],[591018,615627],[595712,618741],[595838,618786],[601282,622221],[601445,622285],[601480,622303],[604019,624090],[604488,624188],[604614,624233],[608498,626664],[612486,629207],[612955,629305],[613081,629350],[615160,630712],[615505,630777],[617994,632196],[618157,632260],[618192,632278],[621836,634514],[622181,634579],[623910,635603],[625589,636557],[626058,636655],[626184,636700],[627459,637477],[627622,637541],[627657,637559],[629027,638332],[631811,639735],[632156,639800],[632775,640299],[633244,640397],[633370,640442],[633693,640643],[633728,640661],[635783,642069],[636377,641889],[637092,642279],[637437,642344],[637666,642482],[637792,642527],[637885,642585],[639215,643408],[640119,643538],[640138,643557],[640539,643678],[640684,643742],[641559,644219],[641578,644238],[642169,644309],[642453,644390],[643103,644694],[643473,644734],[644049,644936]
   ]
cell #2980 :
  |C| = 140
  W-rep = phi[[1, 1, 1],[2, 1, 1]]+phi[[1],[2, 2, 2]]
  special rep = phi[[1, 1, 1],[2, 1, 1]] , dim = 105
  orbit = [3, 3, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     70 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [412099],[436947],[466156],[483897],[495292],[509318],[515689],[522102],[528698],[532767],[534196],[546013],[549921],[551350],[554198],[556460],[563056],[568063],[569070],[571332],[573711],[575719],[579627],[581056],[585387],[585595],[586328],[588336],[590342],[593182],[594189],[596451],[599820],[599949],[600237],[600804],[603644],[606134],[606342],[607075],[609083],[611793],[611816],[611904],[614601],[614809],[616532],[616661],[616949],[617516],[621286],[621298],[623208],[623337],[623625],[624896],[624919],[625007],[629615],[630013],[630036],[630124],[631261],[631273],[634785],[634808],[635063],[635075],[638497],[638509],
     [518377,564247],[540123,580343],[555063,591065],[561504,595780],[569935,601527],[574301,604556],[580095,608535],[586918,613023],[590231,615431],[590817,615542],[595054,618239],[598074,620356],[600693,622107],[601279,622218],[604016,624087],[607665,626126],[610123,627704],[610306,627912],[612483,629204],[617405,632082],[617991,632193],[619051,633183],[619770,633312],[620181,633600],[624498,636965],[625586,636554],[626870,637363],[626893,637386],[627456,637474],[630983,640006],[631006,640029],[632760,640284],[632772,640296],[635768,642054],[635780,642066]
   ]
cell #2981 :
  |C| = 147
  W-rep = phi[[1, 1],[2, 1, 1, 1]]+phi[[1],[2, 2, 1, 1]]
  special rep = phi[[1, 1],[2, 1, 1, 1]] , dim = 84
  orbit = [3, 3, 2, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 84
     21 tau_infinity subcells with 1 member(s)
     63 tau_infinity subcells with 2 member(s)
  subcells = [
     [604108],[612575],[621390],[625678],[628625],[628634],[631365],[634109],[635167],[635975],[635984],[638704],[638713],[639330],[641049],[641081],[641090],[641214],[642769],[642788],[643848],
     [518972,598253],[542825,610225],[561740,618809],[564162,620108],[574537,624256],[580258,626701],[582448,627754],[587154,629373],[590980,630814],[595694,632652],[595703,618732],[595833,632661],[601442,634616],[604470,635660],[604479,624179],[604609,635669],[607901,636723],[608483,637002],[612937,638389],[612946,629296],[613076,638398],[615142,630694],[615151,630703],[615490,639125],[618154,639837],[620006,640465],[620546,640707],[621818,634496],[621827,634505],[622166,641009],[623895,635588],[626040,641946],[626049,636646],[626179,641955],[627619,642381],[628067,642550],[628088,642573],[629012,638317],[631793,639717],[631802,639726],[632141,643318],[633226,643595],[633235,640388],[633365,643604],[633515,643703],[633690,643715],[636362,641874],[637042,644369],[637074,642261],[637083,642270],[637422,644329],[637648,644401],[637787,644410],[639165,643358],[639197,643390],[639206,643399],[640085,644765],[640104,643523],[640524,644784],[641525,644185],[641544,644204],[642134,644966],[643068,644659]
   ]
cell #2982 :
  |C| = 147
  W-rep = phi[[1, 1],[2, 1, 1, 1]]+phi[[1],[2, 2, 1, 1]]
  special rep = phi[[1, 1],[2, 1, 1, 1]] , dim = 84
  orbit = [3, 3, 2, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 84
     21 tau_infinity subcells with 1 member(s)
     63 tau_infinity subcells with 2 member(s)
  subcells = [
     [615220],[621896],[628703],[631871],[634119],[634125],[636053],[638077],[638782],[639340],[639346],[641224],[641230],[641634],[642798],[642804],[642828],[642878],[643868],[643884],[644504],
     [543431,583027],[564211,597768],[580307,608629],[582454,610203],[591029,615636],[595839,618787],[597732,620102],[601491,622312],[604615,624234],[608493,626659],[608499,626665],[608593,626695],[613082,629351],[615500,630772],[615506,630778],[615600,630808],[618203,632287],[618707,632636],[622176,634574],[622182,634580],[622276,634610],[623905,635598],[623911,635604],[624154,635644],[626185,636701],[627668,637568],[628128,637877],[629022,638327],[629028,638333],[629271,638373],[630587,639090],[632151,639795],[632157,639801],[632251,639831],[633371,640443],[633739,640670],[633762,640694],[634389,640974],[636372,641884],[636378,641890],[636621,641930],[637432,642339],[637438,642345],[637532,642375],[637672,642488],[637793,642528],[639610,643283],[640114,643533],[640120,643539],[640144,643563],[640363,643579],[640540,643679],[640634,643709],[641554,644214],[641560,644220],[641584,644244],[642154,644294],[642170,644310],[642448,644385],[643088,644679],[643104,644695],[643468,644729],[644044,644931]
   ]
cell #2983 :
  |C| = 105
  W-rep = phi[[1, 1, 1, 1, 1],[2]]+phi[[1, 1],[2, 1, 1, 1]]
  special rep = phi[[1, 1],[2, 1, 1, 1]] , dim = 84
  orbit = [3, 3, 2, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 84
     63 tau_infinity subcells with 1 member(s)
     21 tau_infinity subcells with 2 member(s)
  subcells = [
     [564776],[582457],[582483],[595733],[595842],[595868],[597737],[604509],[604618],[604644],[608517],[608598],[612976],[613085],[613111],[615265],[615524],[615605],[618722],[621941],[622200],[622281],[623985],[624169],[626079],[626188],[626214],[629102],[629286],[630637],[631916],[632175],[632256],[633265],[633374],[633400],[634439],[636452],[636636],[637197],[637456],[637537],[637796],[637822],[639525],[639660],[640194],[640378],[640558],[640639],[640714],[641759],[642204],[642223],[642463],[642563],[643208],[643227],[643503],[643668],[644114],[644279],[644629],
     [573664,604138],[586281,612605],[599902,621420],[607028,625708],[611627,628748],[616614,631395],[621196,634199],[623290,635197],[624730,636098],[628568,638127],[629847,638827],[631171,639420],[634304,641409],[634973,641304],[635918,641684],[638202,643003],[638647,642928],[640899,643988],[640918,644007],[642698,644574],[643818,644881]
   ]
cell #2984 :
  |C| = 105
  W-rep = phi[[1, 1, 1, 1, 1],[2]]+phi[[1, 1],[2, 1, 1, 1]]
  special rep = phi[[1, 1],[2, 1, 1, 1]] , dim = 84
  orbit = [3, 3, 2, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 84
     63 tau_infinity subcells with 1 member(s)
     21 tau_infinity subcells with 2 member(s)
  subcells = [
     [564786],[582493],[595878],[597738],[604654],[608599],[610197],[613121],[615606],[618717],[618723],[618781],[622282],[624164],[624170],[624228],[626224],[626649],[629281],[629287],[629345],[630632],[630638],[630762],[632257],[633410],[633792],[634434],[634440],[634564],[635553],[636631],[636637],[636695],[637538],[637832],[637856],[638282],[639655],[639661],[639785],[640373],[640379],[640437],[640564],[640640],[641839],[642199],[642205],[642229],[642329],[642464],[642522],[643203],[643209],[643233],[643488],[643504],[643663],[644099],[644115],[644274],[644624],
     [604093,623961],[612560,629078],[621375,634175],[625663,636428],[628563,638122],[628569,638128],[631350,639396],[634074,640849],[635152,641280],[635913,641679],[635919,641685],[638642,642923],[638648,642929],[639295,643158],[640894,643983],[640900,643989],[640924,644013],[641179,643938],[642683,644559],[642699,644575],[643813,644876]
   ]
cell #2985 :
  |C| = 35
  W-rep = phi[[1],[2, 1, 1, 1, 1]]
  special rep = phi[[1],[2, 1, 1, 1, 1]] , dim = 35
  orbit = [3, 3, 1, 1, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 35
     35 tau_infinity subcells with 1 member(s)
  subcells = [
     [394566],[428879],[460755],[461371],[487765],[490893],[506896],[515375],[518278],[526276],[532453],[540024],[549607],[554964],[560634],[561457],[569836],[574254],[579313],[582330],[586871],[590184],[594955],[597608],[598230],[600646],[607618],[610024],[610623],[610731],[617358],[619723],[620409],[620556],[620577]
   ]
cell #2986 :
  |C| = 105
  W-rep = phi[[2, 1],[1, 1, 1, 1]]+phi[[],[3, 2, 1, 1]]
  special rep = phi[[2, 1],[1, 1, 1, 1]] , dim = 70
  orbit = [4, 2, 2, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     35 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [434501],[466355],[481451],[495792],[502913],[509517],[522357],[526390],[526848],[528897],[534696],[545463],[549716],[549717],[550120],[551850],[556715],[565221],[569917],[569982],[570283],[571587],[575169],[586851],[587164],[587254],[587786],[598828],[600507],[600522],[601241],[610967],[610982],[612361],[620717],
     [428901,543495],[460869,564669],[461394,564840],[487879,582444],[488337,541817],[491002,582902],[491003,582903],[507010,560748],[507468,561206],[515484,597717],[515485,597718],[515888,563255],[518359,598056],[518424,598121],[532562,579422],[532563,579423],[532966,579826],[540105,610105],[540170,610170],[540471,581556],[542835,610471],[555045,595036],[555110,595101],[555411,595402],[561437,619703],[561750,620016],[561840,596706],[574234,607598],[574547,607911],[574637,608001],[580057,627418],[590045,617219],[590060,617234],[590779,617953],[603894,625464]
   ]
cell #2987 :
  |C| = 105
  W-rep = phi[[2, 1],[1, 1, 1, 1]]+phi[[],[3, 2, 1, 1]]
  special rep = phi[[2, 1],[1, 1, 1, 1]] , dim = 70
  orbit = [4, 2, 2, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     35 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [466465],[495943],[509627],[522655],[529007],[534847],[546242],[550230],[550343],[552001],[557013],[566443],[570434],[570544],[570545],[571885],[575948],[583365],[587552],[587638],[587703],[588565],[591562],[601581],[601587],[601900],[602024],[611080],[612376],[612382],[613200],[620732],[620738],[621760],[628252],
     [461414,519025],[491115,543209],[491560,543475],[515998,563365],[516111,563478],[518534,564556],[518535,564557],[533076,579936],[533189,580049],[540622,581707],[540732,581817],[540733,581818],[542921,582727],[542986,582792],[555562,595553],[555672,595663],[555673,595664],[562138,597004],[562224,597090],[562289,597155],[564295,597970],[574935,608299],[575021,608385],[575086,608450],[580397,609312],[580403,609318],[580716,609631],[591119,618293],[591125,618299],[591438,618612],[595957,619357],[603909,625479],[603915,625485],[604733,626303],[615084,631735]
   ]
cell #2988 :
  |C| = 105
  W-rep = phi[[2, 1, 1, 1, 1],[1]]+phi[[2, 1],[1, 1, 1, 1]]
  special rep = phi[[2, 1],[1, 1, 1, 1]] , dim = 70
  orbit = [4, 2, 2, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     35 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [491580],[518647],[519005],[541246],[541359],[543096],[543097],[558240],[558353],[562741],[562851],[562852],[564381],[564446],[577258],[577368],[577369],[581104],[581190],[581255],[582641],[593230],[593316],[593381],[596297],[596303],[596616],[606188],[606194],[606507],[608972],[616014],[616020],[616838],[624549],
     [433930,496567],[465841,523258],[480880,535471],[495340,546949],[502342,552625],[509003,557616],[521948,567404],[523882,573112],[523995,573225],[528383,572488],[534244,576655],[545442,584361],[547552,589875],[547662,589985],[547663,589986],[551398,589272],[556306,592523],[565200,598527],[568111,603692],[568197,603778],[568262,603843],[571178,602985],[575148,605108],[585441,614655],[585447,614661],[585760,614974],[587765,613575],[598807,620816],[599302,622690],[599308,622696],[600126,623514],[610877,628323],[610883,628329],[611446,629666],[620661,633918]
   ]
cell #2989 :
  |C| = 36
  W-rep = phi[[2],[1, 1, 1, 1, 1]]+phi[[],[3, 1, 1, 1, 1]]
  special rep = phi[[2],[1, 1, 1, 1, 1]] , dim = 21
  orbit = [4, 2, 1, 1, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 1
  number of tau_infinity subcells = 21
     6 tau_infinity subcells with 1 member(s)
     15 tau_infinity subcells with 2 member(s)
  subcells = [
     [526277],[549606],[569831],[586845],[600501],[610961],
     [394567,598344],[428880,610732],[460756,598231],[461370,620555],[487766,582331],[490892,610622],[506897,560635],[515374,597607],[518273,620404],[532452,579312],[540019,610019],[554959,594950],[561431,619697],[574228,607592],[590039,617213]
   ]
cell #2990 :
  |C| = 35
  W-rep = phi[[1, 1, 1, 1],[1, 1, 1]]
  special rep = phi[[1, 1, 1, 1],[1, 1, 1]] , dim = 35
  orbit = [2, 2, 2, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 35
     35 tau_infinity subcells with 1 member(s)
  subcells = [
     [399758],[449856],[473168],[496899],[516330],[522289],[535803],[545988],[552957],[556647],[566830],[571519],[575694],[582663],[585782],[588311],[591949],[596638],[600212],[602411],[606529],[609058],[611672],[612107],[614996],[616924],[619123],[621207],[623600],[624775],[625210],[629892],[630327],[631182],[634984]
   ]
cell #2991 :
  |C| = 35
  W-rep = phi[[1, 1, 1, 1],[1, 1, 1]]
  special rep = phi[[1, 1, 1, 1],[1, 1, 1]] , dim = 35
  orbit = [2, 2, 2, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 35
     35 tau_infinity subcells with 1 member(s)
  subcells = [
     [399759],[449857],[473169],[496900],[516331],[522290],[535804],[545989],[552958],[556648],[566833],[571520],[575695],[582664],[585783],[588312],[591952],[596639],[600213],[602414],[606530],[609059],[611673],[612110],[614997],[616925],[619126],[621210],[623601],[624776],[625213],[629893],[630330],[631185],[634987]
   ]
cell #2992 :
  |C| = 175
  W-rep = phi[[1, 1, 1, 1],[2, 1]]+phi[[1, 1, 1],[2, 1, 1]]
  special rep = phi[[1, 1, 1],[2, 1, 1]] , dim = 105
  orbit = [3, 3, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [518297],[540043],[554983],[561540],[569855],[574337],[580127],[586954],[590428],[590849],[594974],[600890],[601311],[604167],[607701],[610043],[612634],[617602],[618023],[619806],[620428],[625737],[627067],[627488],[627867],[631639],[632923],[632977],[633559],[636246],[636300],[637226],[639554],[640180],[641745],
     [412742,573659],[437590,586276],[457154,595728],[466799,599897],[478169,604504],[484540,607023],[495364,611622],[499631,612971],[505694,615260],[509961,616609],[522057,621176],[525074,621936],[529341,623285],[531251,623965],[534268,624725],[538535,626074],[545972,611607],[546973,628743],[548405,629082],[551422,629842],[553982,615245],[556415,631151],[559432,631911],[563699,633260],[567513,634179],[568135,634299],[568854,621921],[571287,634953],[575678,624710],[576679,636093],[578111,636432],[581128,637192],[584750,611990],[585171,628728],[585550,638182],[588295,629827],[589296,638822],[592632,639400],[593254,639520],[593973,631896],[596406,640174],[599560,621449],[599614,640863],[600196,634284],[603094,641284],[603716,641404],[605497,625093],[605918,636078],[606297,641739],[609042,637177],[611656,638147],[613964,630210],[614385,638807],[614764,642983],[616272,631424],[616326,643172],[616908,639505],[621182,640869],[621664,635441],[622948,635226],[623002,643952],[623584,641389],[624759,641704],[628896,638975],[628950,639029],[629876,642948],[631157,643178],[634333,641438],[634959,643958],[638188,642989]
   ]
cell #2993 :
  |C| = 35
  W-rep = phi[[1, 1, 1, 1],[1, 1, 1]]
  special rep = phi[[1, 1, 1, 1],[1, 1, 1]] , dim = 35
  orbit = [2, 2, 2, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 35
     35 tau_infinity subcells with 1 member(s)
  subcells = [
     [399760],[449858],[473170],[496901],[516332],[522291],[535805],[545990],[552959],[556649],[566837],[571521],[575696],[582665],[585784],[588313],[591956],[596640],[600214],[602418],[606531],[609060],[611674],[612114],[614998],[616926],[619130],[621214],[623602],[624777],[625217],[629894],[630334],[631189],[634991]
   ]
cell #2994 :
  |C| = 140
  W-rep = phi[[1, 1, 1],[2, 1, 1]]+phi[[1],[2, 2, 2]]
  special rep = phi[[1, 1, 1],[2, 1, 1]] , dim = 105
  orbit = [3, 3, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     70 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [412751],[437599],[457163],[466808],[478178],[484549],[495373],[499640],[505703],[509970],[522111],[525083],[529350],[531305],[534277],[538544],[546014],[546982],[548459],[551431],[554024],[556469],[559441],[563708],[567567],[568144],[568896],[571341],[575720],[576688],[578165],[581137],[585014],[585213],[585604],[588337],[589305],[592686],[593263],[594015],[596460],[599763],[599829],[600238],[603148],[603725],[605761],[605960],[606351],[609084],[611817],[614228],[614427],[614818],[616475],[616541],[616950],[621287],[622568],[623151],[623217],[623626],[624920],[629558],[629624],[630037],[631262],[634809],[635064],[638498],
     [460695,518306],[487705,540052],[506836,554992],[515067,561594],[526216,569864],[532145,574391],[539797,580169],[549299,587008],[553825,590692],[554737,590891],[560574,594983],[568697,601154],[569609,601353],[573525,604370],[579005,607755],[582270,610052],[586142,612837],[593816,617866],[594728,618065],[597300,619860],[598170,620437],[606889,625940],[608885,627331],[609797,627530],[610315,627921],[615892,632543],[618994,633126],[619060,633192],[620182,633601],[624441,636908],[624507,636974],[626894,637387],[631007,640030],[632761,640285],[635769,642055]
   ]
cell #2995 :
  |C| = 35
  W-rep = phi[[1, 1, 1, 1],[1, 1, 1]]
  special rep = phi[[1, 1, 1, 1],[1, 1, 1]] , dim = 35
  orbit = [2, 2, 2, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 35
     35 tau_infinity subcells with 1 member(s)
  subcells = [
     [399769],[449867],[473179],[496910],[516341],[522300],[535814],[546035],[552968],[556658],[566870],[571530],[575741],[582674],[585793],[588358],[591989],[596649],[600259],[602451],[606540],[609105],[611838],[612147],[615007],[616971],[619163],[621331],[623647],[624941],[625250],[630058],[630367],[631306],[635108]
   ]
cell #2996 :
  |C| = 147
  W-rep = phi[[1, 1],[2, 1, 1, 1]]+phi[[1],[2, 2, 1, 1]]
  special rep = phi[[1, 1],[2, 1, 1, 1]] , dim = 84
  orbit = [3, 3, 2, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 84
     21 tau_infinity subcells with 1 member(s)
     63 tau_infinity subcells with 2 member(s)
  subcells = [
     [553715],[568587],[584904],[593706],[599719],[599727],[605651],[611745],[614118],[616431],[616439],[623107],[623115],[624848],[629514],[629522],[629965],[634654],[634737],[638414],[638427],
     [428871,628081],[460747,633493],[487757,637020],[490833,637631],[506888,639143],[515315,640068],[518277,620138],[526268,641027],[532393,641508],[539753,608775],[539761,637001],[540023,626731],[549547,642752],[554693,615782],[554701,639124],[554963,630844],[560626,643336],[561456,632654],[569565,622458],[569573,641008],[569835,634646],[573481,624117],[573489,635587],[574253,635662],[579253,644168],[582322,644347],[586098,629234],[586106,638316],[586870,638391],[590183,630696],[594684,632433],[594692,643317],[594954,639867],[597548,644748],[598222,644802],[600645,634498],[606845,636584],[606853,641873],[607617,641948],[609753,627221],[609761,644328],[610023,642411],[610563,644985],[610723,644439],[617357,639719],[618950,633082],[618958,633090],[619722,643597],[620146,640614],[620408,640606],[620496,643753],[624397,636864],[624405,636872],[626739,642419],[626822,637315],[627770,644426],[627783,642502],[630852,639875],[630935,639958],[632677,643620],[632690,643633],[635685,641971],[635698,641984]
   ]
cell #2997 :
  |C| = 147
  W-rep = phi[[1, 1],[2, 1, 1, 1]]+phi[[1],[2, 2, 1, 1]]
  special rep = phi[[1, 1],[2, 1, 1, 1]] , dim = 84
  orbit = [3, 3, 2, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 84
     21 tau_infinity subcells with 1 member(s)
     63 tau_infinity subcells with 2 member(s)
  subcells = [
     [590155],[599734],[600617],[611717],[611750],[616446],[617329],[621272],[623122],[624820],[624853],[629529],[629937],[629970],[631247],[634661],[634742],[635049],[638432],[638442],[638483],
     [428872,628086],[460748,633513],[487758,637040],[490840,637641],[506889,639163],[515322,640078],[518282,633501],[526269,641047],[532400,641518],[539768,642124],[540028,637028],[549554,642762],[554708,643058],[554968,639151],[560627,643356],[561461,640064],[569580,643838],[569840,641035],[573496,641479],[574258,641504],[579260,644178],[580069,626794],[582323,644367],[586113,642723],[586875,642748],[590188,639085],[590791,630907],[594699,644649],[594959,643344],[597555,644758],[598223,643701],[600650,640969],[601253,634709],[603990,635614],[606860,644139],[607622,644164],[609768,644956],[610028,644355],[610570,644394],[610724,642571],[612457,638343],[617362,643278],[617965,639930],[618965,633097],[619727,644744],[620153,640621],[620413,643689],[620503,640702],[624412,636879],[625560,641900],[626746,642426],[626827,637320],[627430,637287],[627788,642507],[627798,642517],[630859,639882],[630940,639963],[632695,643638],[632705,643648],[632746,640270],[635703,641989],[635713,641999],[635754,642040]
   ]
cell #2998 :
  |C| = 147
  W-rep = phi[[1, 1],[2, 1, 1, 1]]+phi[[1],[2, 2, 1, 1]]
  special rep = phi[[1, 1],[2, 1, 1, 1]] , dim = 84
  orbit = [3, 3, 2, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 84
     21 tau_infinity subcells with 1 member(s)
     63 tau_infinity subcells with 2 member(s)
  subcells = [
     [599778],[611784],[615127],[616490],[621293],[621803],[623166],[624887],[628610],[629573],[630004],[631268],[631778],[634776],[634824],[635070],[635960],[638504],[638550],[638562],[638689],
     [428873,628092],[460749,633540],[487759,637123],[490848,637656],[506890,639246],[515330,640128],[518288,633522],[526270,641130],[532408,641568],[539812,642144],[540034,637105],[549562,642812],[554752,643078],[554974,639228],[560628,643439],[561495,640099],[569624,643858],[569846,641112],[573540,644020],[574292,641539],[579268,644228],[580090,637059],[582324,642310],[586157,644480],[586909,642783],[590222,643053],[590812,639182],[594743,644669],[594965,643421],[597563,643547],[598224,640589],[600684,643833],[601274,641066],[604011,641490],[606904,644907],[607656,644199],[609812,644284],[610034,642292],[610578,642472],[610725,637860],[612478,642734],[617396,644644],[617986,643375],[619009,633141],[619761,643518],[620197,633616],[620419,640571],[620511,633778],[624456,636923],[625581,644150],[626861,637354],[626909,637402],[627451,642246],[627822,637725],[627834,637737],[630974,639997],[631022,640045],[632767,640291],[632813,640337],[632825,640349],[635775,642061],[635821,642107],[635833,642119]
   ]
cell #2999 :
  |C| = 105
  W-rep = phi[[1, 1, 1, 1, 1],[2]]+phi[[1, 1],[2, 1, 1, 1]]
  special rep = phi[[1, 1],[2, 1, 1, 1]] , dim = 84
  orbit = [3, 3, 2, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 84
     63 tau_infinity subcells with 1 member(s)
     21 tau_infinity subcells with 2 member(s)
  subcells = [
     [428874],[460750],[487760],[490857],[506891],[515339],[518295],[526271],[532417],[539866],[540041],[549571],[554806],[554981],[560629],[561538],[569678],[569853],[573804],[574335],[579277],[580118],[582325],[586421],[586952],[590426],[590840],[594797],[594972],[597572],[598225],[600888],[601302],[604158],[607168],[607699],[609866],[610041],[610587],[610726],[612625],[617600],[618014],[619273],[619804],[620251],[620426],[620520],[625360],[625728],[627065],[627124],[627479],[627865],[627879],[631637],[631696],[632914],[632975],[632989],[636237],[636298],[636312],
     [553973,615211],[566980,600042],[568845,621887],[584748,611988],[585162,628694],[592099,616754],[593964,631862],[599551,621440],[602561,623430],[605495,625091],[605909,636044],[612257,630477],[613962,630208],[614376,638773],[616263,631415],[621662,635439],[621721,635498],[622939,635217],[628887,638966],[628948,639027],[628962,639041]
   ]
cell #3000 :
  |C| = 147
  W-rep = phi[[1, 1],[2, 1, 1, 1]]+phi[[1],[2, 2, 1, 1]]
  special rep = phi[[1, 1],[2, 1, 1, 1]] , dim = 84
  orbit = [3, 3, 2, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 84
     21 tau_infinity subcells with 1 member(s)
     63 tau_infinity subcells with 2 member(s)
  subcells = [
     [590154],[599728],[600616],[611716],[611744],[616440],[617328],[621271],[623116],[624819],[624847],[629419],[629523],[629936],[629964],[631246],[634655],[634736],[635048],[638426],[638482],
     [428883,610662],[460759,620158],[487769,626751],[490834,627781],[506900,630864],[515316,632688],[518276,633500],[526280,634666],[532394,635696],[539762,637008],[540022,637027],[549548,638425],[554702,639131],[554962,639150],[560638,639887],[561455,640063],[569574,641015],[569834,641034],[573490,635594],[574252,641503],[579254,641982],[580068,626793],[582334,642431],[583092,637869],[586107,638323],[586869,642747],[590182,639084],[590790,630906],[594693,643324],[594953,643343],[597549,643631],[598234,640626],[598263,633785],[600644,640968],[601252,634708],[603989,635613],[606854,641880],[607616,644163],[609762,644335],[610022,644354],[610271,637780],[610564,642500],[612456,638342],[617356,643277],[617964,639929],[618855,640511],[618959,633091],[619721,644743],[620147,640615],[620407,643688],[624302,636769],[624406,636873],[625559,641899],[626740,642420],[626821,637314],[627429,637286],[627782,642501],[630853,639876],[630934,639957],[632689,643632],[632745,640269],[635697,641983],[635753,642039]
   ]
cell #3001 :
  |C| = 147
  W-rep = phi[[1, 1],[2, 1, 1, 1]]+phi[[1],[2, 2, 1, 1]]
  special rep = phi[[1, 1],[2, 1, 1, 1]] , dim = 84
  orbit = [3, 3, 2, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 84
     21 tau_infinity subcells with 1 member(s)
     63 tau_infinity subcells with 2 member(s)
  subcells = [
     [599735],[611749],[615124],[616447],[621269],[621800],[623123],[624852],[628607],[629420],[629530],[629969],[631244],[631775],[634662],[634741],[635046],[635957],[638431],[638480],[638686],
     [428884,610661],[460760,620157],[487770,626750],[490841,627777],[506901,630863],[515323,632684],[518281,633498],[526281,634665],[532401,635692],[539769,636998],[540027,637025],[549555,638421],[554709,639121],[554967,639148],[560639,639886],[561460,640058],[569581,641005],[569839,641032],[573497,641485],[574257,641498],[579261,641978],[580066,637056],[582335,642430],[583093,637868],[586114,642729],[586874,642742],[590187,643047],[590788,639179],[594700,643314],[594958,643341],[597556,643627],[598235,640625],[598264,633786],[600649,643827],[601250,641063],[603987,641487],[606861,644145],[607621,644158],[609769,644325],[610027,644352],[610272,637781],[610571,642496],[612454,642731],[617361,644638],[617962,643372],[618856,640512],[618966,633098],[619726,644738],[620154,640622],[620412,643686],[624303,636770],[624413,636880],[625557,644147],[626747,642427],[626826,637319],[627427,642243],[627787,642506],[630860,639883],[630939,639962],[632694,643637],[632743,640267],[635702,641988],[635751,642037]
   ]
cell #3002 :
  |C| = 105
  W-rep = phi[[2, 1, 1, 1, 1],[1]]+phi[[2, 1],[1, 1, 1, 1]]
  special rep = phi[[2, 1],[1, 1, 1, 1]] , dim = 70
  orbit = [4, 2, 2, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     35 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [583063],[597966],[598279],[609218],[609302],[610383],[610386],[617084],[617168],[619266],[619338],[619341],[620213],[620244],[625353],[625425],[625428],[627037],[627086],[627117],[627837],[631609],[631658],[631689],[632831],[632835],[632947],[636154],[636158],[636270],[637131],[639257],[639261],[639459],[641589],
     [546148,585347],[566973,600035],[575854,606094],[584720,611960],[588471,614561],[592092,616747],[598406,620604],[599468,621357],[600372,623760],[600456,623844],[602554,623423],[605467,625063],[611480,628510],[612250,630470],[612322,630542],[612325,630545],[613934,630180],[616180,631332],[621634,635411],[621683,635460],[621714,635491],[622856,635134],[624583,635860],[628804,638883],[628808,638887],[628920,638999],[629700,638589],[633952,640771],[634036,641141],[634040,641145],[634238,641343],[637914,642610],[637918,642614],[638032,642833],[640734,643773]
   ]
cell #3003 :
  |C| = 147
  W-rep = phi[[1, 1],[2, 1, 1, 1]]+phi[[1],[2, 2, 1, 1]]
  special rep = phi[[1, 1],[2, 1, 1, 1]] , dim = 84
  orbit = [3, 3, 2, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 84
     21 tau_infinity subcells with 1 member(s)
     63 tau_infinity subcells with 2 member(s)
  subcells = [
     [599779],[611783],[615118],[616491],[621290],[621794],[623167],[624886],[628601],[629574],[629636],[630003],[631265],[631769],[634775],[634825],[635067],[635951],[638501],[638549],[638680],
     [428885,610669],[460761,620201],[487771,626913],[490849,627805],[506902,631026],[515331,632796],[518287,633519],[526282,634828],[532409,635804],[539813,637054],[540033,637102],[549563,638533],[554753,639177],[554973,639225],[560640,640049],[561494,640093],[569625,641061],[569845,641109],[573541,641475],[574291,641533],[579269,642090],[580087,637050],[582336,637406],[583094,628108],[586158,642719],[586908,642777],[590221,643043],[590809,639173],[594744,643370],[594964,643418],[597564,640320],[598236,633620],[598274,620529],[600683,643823],[601271,641057],[604008,641471],[606905,644135],[607655,644193],[609813,642241],[610033,642289],[610327,627933],[610579,637708],[612475,642715],[617395,644634],[617983,643366],[619010,633142],[619072,633204],[619760,643512],[620198,633617],[620418,640568],[624457,636924],[624519,636986],[625578,644131],[626860,637353],[626910,637403],[627448,642237],[627821,637724],[630973,639996],[631023,640046],[632764,640288],[632812,640336],[635772,642058],[635820,642106]
   ]
cell #3004 :
  |C| = 105
  W-rep = phi[[2, 1, 1, 1, 1],[1]]+phi[[2, 1],[1, 1, 1, 1]]
  special rep = phi[[2, 1],[1, 1, 1, 1]] , dim = 70
  orbit = [4, 2, 2, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     35 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [543471],[564466],[564819],[581275],[582699],[582715],[593401],[596674],[596690],[597905],[597936],[606565],[606581],[609229],[609241],[609272],[610335],[617095],[617107],[617138],[619099],[619275],[619290],[625186],[625362],[625377],[626932],[627036],[631067],[631504],[631608],[632830],[635851],[636153],[639256],
     [546159,585358],[566982,600044],[568282,603863],[575865,606105],[584719,611959],[585818,615032],[585834,615048],[588482,614572],[592101,616756],[598405,620603],[599467,621356],[600383,623771],[600395,623783],[600426,623814],[602563,623432],[605466,625062],[611479,628509],[612083,630303],[612259,630479],[612274,630494],[613933,630179],[616179,631331],[621092,634869],[621529,635306],[621633,635410],[622855,635133],[624582,635859],[628224,637973],[628501,638580],[628803,638882],[629699,638588],[633852,640762],[633951,640770],[634035,641140],[637913,642609]
   ]
cell #3005 :
  |C| = 147
  W-rep = phi[[1, 1],[2, 1, 1, 1]]+phi[[1],[2, 2, 1, 1]]
  special rep = phi[[1, 1],[2, 1, 1, 1]] , dim = 84
  orbit = [3, 3, 2, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 84
     21 tau_infinity subcells with 1 member(s)
     63 tau_infinity subcells with 2 member(s)
  subcells = [
     [599743],[611755],[613528],[615117],[616455],[621268],[621793],[622617],[623131],[624858],[628600],[629538],[629605],[629975],[631243],[631768],[634747],[635045],[635950],[638479],[638679],
     [428895,583047],[460863,597887],[487873,608958],[490936,610289],[507004,615965],[515418,619034],[518367,620169],[526384,622641],[532496,624481],[539777,626789],[540113,626881],[543489,610690],[549650,629598],[554717,630902],[555053,630994],[560742,632616],[561466,632723],[564663,620321],[564811,598295],[569589,634704],[569925,634796],[573505,635574],[574263,635731],[579356,636948],[580065,637049],[582438,627404],[582635,610465],[582836,627895],[586122,638303],[586880,638460],[590193,639073],[590787,639172],[594708,639925],[595044,640017],[596285,619685],[597651,633166],[597863,620297],[598064,633588],[600655,640957],[601249,641056],[603986,641470],[605061,626631],[606869,641860],[607627,642017],[608934,627380],[609777,637282],[610113,637374],[610296,627902],[612453,642714],[615941,632592],[617367,643266],[617961,643365],[618974,633106],[619041,633173],[619732,640247],[624421,636888],[624488,636955],[625556,644130],[626832,637325],[627426,642236],[630945,639968],[632742,640266],[635750,642036]
   ]
cell #3006 :
  |C| = 98
  W-rep = phi[[2, 2, 1, 1, 1],[]]+phi[[2],[2, 1, 1, 1]]
  special rep = phi[[2],[2, 1, 1, 1]] , dim = 84
  orbit = [4, 4, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     70 tau_infinity subcells with 1 member(s)
     14 tau_infinity subcells with 2 member(s)
  subcells = [
     [428913],[461072],[461399],[489273],[491008],[491132],[511134],[515490],[516699],[518390],[518553],[532568],[536172],[540136],[540788],[541265],[542856],[549722],[555076],[557782],[558259],[561553],[561771],[562341],[564845],[569948],[574350],[574568],[575270],[576858],[579428],[580142],[580799],[582908],[586967],[587185],[590441],[590864],[591632],[592925],[595067],[595721],[597723],[598087],[600903],[601326],[604182],[604497],[605122],[607714],[607932],[610136],[610492],[612649],[612964],[615253],[615973],[617615],[618038],[619819],[620037],[621929],[623939],[625752],[626067],[627503],[629056],[631904],[633253],[636406],
     [467972,530514],[497268,553326],[523424,572654],[523901,573131],[545564,587887],[547152,589475],[565322,598929],[566513,602094],[567806,603387],[583435,611150],[584375,613589],[598541,620830],[599261,622649],[610836,628282]
   ]
cell #3007 :
  |C| = 105
  W-rep = phi[[2, 1, 1, 1, 1],[1]]+phi[[2, 1],[1, 1, 1, 1]]
  special rep = phi[[2, 1],[1, 1, 1, 1]] , dim = 70
  orbit = [4, 2, 2, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     35 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [583062],[597965],[598280],[609301],[610373],[610387],[617167],[619328],[619342],[620217],[620236],[625415],[625429],[627080],[627090],[627109],[627839],[631652],[631662],[631681],[632845],[632938],[632949],[636168],[636261],[636272],[637136],[637185],[639281],[639464],[639513],[640148],[641598],[641713],[643112],
     [584763,612003],[598402,633827],[599575,621464],[600455,623843],[605510,625106],[611476,638035],[611615,628736],[612312,630532],[612326,630546],[613977,630223],[616287,631439],[621150,634153],[621677,635454],[621687,635464],[621706,635483],[622963,635241],[624579,641592],[624718,636086],[628189,642634],[628818,638897],[628911,638990],[628922,639001],[629696,642836],[629835,638815],[631125,639374],[633833,643782],[633948,643776],[634060,641165],[634243,641348],[634292,641397],[634927,641258],[637906,644458],[638041,642842],[638156,642957],[640803,643892]
   ]
cell #3008 :
  |C| = 147
  W-rep = phi[[1, 1],[2, 1, 1, 1]]+phi[[1],[2, 2, 1, 1]]
  special rep = phi[[1, 1],[2, 1, 1, 1]] , dim = 84
  orbit = [3, 3, 2, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 84
     21 tau_infinity subcells with 1 member(s)
     63 tau_infinity subcells with 2 member(s)
  subcells = [
     [599788],[611790],[613529],[615114],[616500],[621289],[621790],[622626],[623176],[624893],[628597],[629583],[629612],[630010],[631264],[631765],[634782],[635066],[635947],[638500],[638676],
     [428896,583046],[460864,597886],[487874,608957],[490945,610284],[507005,615964],[515427,619029],[518374,620166],[526385,622640],[532505,624476],[539822,626774],[540120,626878],[543490,610689],[549659,629593],[554762,630887],[555060,630991],[560743,632615],[561501,632714],[564664,620320],[564812,598296],[569634,634689],[569932,634793],[573550,635539],[574298,635722],[579365,636943],[580086,637046],[582439,627403],[582636,610466],[582845,627890],[586167,638268],[586915,638451],[590228,639054],[590808,639169],[594753,639910],[595051,640014],[596286,619686],[597660,633161],[597872,620306],[598071,633585],[600690,640938],[601270,641053],[604007,641463],[605062,626632],[606914,641825],[607662,642008],[608943,627389],[609822,637267],[610120,637371],[610303,627909],[612474,642707],[615950,632601],[617402,643247],[617982,643362],[619019,633151],[619048,633180],[619767,640238],[624466,636933],[624495,636962],[625577,644123],[626867,637360],[627447,642233],[630980,640003],[632763,640287],[635771,642057]
   ]
cell #3009 :
  |C| = 105
  W-rep = phi[[2, 1],[1, 1, 1, 1]]+phi[[],[3, 2, 1, 1]]
  special rep = phi[[2, 1],[1, 1, 1, 1]] , dim = 70
  orbit = [4, 2, 2, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     35 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [434489],[466343],[481439],[495791],[502901],[509505],[522356],[526389],[526836],[528885],[534695],[545462],[549704],[549718],[550108],[551849],[556714],[565220],[569918],[569970],[570282],[571586],[575168],[586852],[587163],[587253],[587785],[598827],[600508],[600521],[601240],[610968],[610981],[612360],[620716],
     [428900,543494],[460868,564668],[461395,564841],[487878,582443],[488325,541805],[490990,582890],[491004,582904],[507009,560747],[507456,561194],[515472,597705],[515486,597719],[515876,563243],[518360,598057],[518412,598109],[532550,579410],[532564,579424],[532954,579814],[540106,610106],[540158,610158],[540470,581555],[542834,610470],[555046,595037],[555098,595089],[555410,595401],[561438,619704],[561749,620015],[561839,596705],[574235,607599],[574546,607910],[574636,608000],[580056,627417],[590046,617220],[590059,617233],[590778,617952],[603893,625463]
   ]
cell #3010 :
  |C| = 154
  W-rep = phi[[2],[2, 1, 1, 1]]+phi[[1],[3, 1, 1, 1]]
  special rep = phi[[2],[2, 1, 1, 1]] , dim = 84
  orbit = [4, 4, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 4
  number of tau_infinity subcells = 84
     14 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [550336],[570470],[587274],[587640],[600542],[601589],[611002],[612384],[613193],[620740],[621753],[628245],[628965],[633857],
     [428908,543445],[460971,564288],[461407,519018],[488552,580384],[491070,582526],[491108,543202],[491587,610703],[507683,591106],[516066,595911],[516104,563471],[518460,564482],[518488,597789],[518749,620397],[527063,601568],[533144,604687],[533182,580042],[540469,608553],[540658,581743],[540686,608650],[542032,627745],[542923,582729],[543164,627962],[550298,613154],[555409,615560],[555598,595589],[555626,615657],[561421,618280],[561860,596726],[562051,618744],[562226,597092],[563433,633443],[564510,633642],[570281,622236],[570498,622333],[574220,624105],[574657,608021],[574848,624191],[575023,608387],[580004,626257],[580405,609320],[580520,626656],[581554,637492],[581771,637589],[586837,629222],[587465,629308],[590080,617254],[590761,630715],[591127,618301],[591242,630769],[595400,632211],[595617,632308],[595950,619350],[596917,640400],[601223,634517],[601704,634571],[603917,625487],[604396,635595],[604726,626296],[607584,636572],[608212,636658],[609435,642336],[612863,638324],[615077,631728],[615317,639078],[617935,639738],[618416,639792],[621993,640962],[623848,636315],[625966,641881],[631968,643271]
   ]
cell #3011 :
  |C| = 105
  W-rep = phi[[2, 1],[1, 1, 1, 1]]+phi[[],[3, 2, 1, 1]]
  special rep = phi[[2, 1],[1, 1, 1, 1]] , dim = 70
  orbit = [4, 2, 2, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     35 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [495874],[522642],[527064],[534778],[546420],[550310],[550335],[551932],[557000],[567058],[570365],[570463],[570509],[571872],[576126],[584340],[587267],[587539],[587635],[588743],[592177],[598506],[600535],[601584],[601759],[602639],[605087],[610995],[612379],[613194],[613554],[620735],[620795],[621754],[628246],
     [428909,491588],[460972,518750],[461406,519017],[488553,542033],[491082,543176],[491107,543201],[507684,561422],[516078,563445],[516103,563470],[518453,564475],[518499,564521],[533156,580016],[533181,580041],[540553,581638],[540651,581736],[540697,581782],[542918,582724],[555493,595484],[555591,595582],[555637,595628],[561853,596719],[562125,596991],[562221,597087],[574650,608014],[574922,608286],[575018,608382],[580400,609315],[580575,609490],[590073,617247],[591122,618296],[591297,618471],[595951,619351],[603912,625482],[604727,626297],[615078,631729]
   ]
cell #3012 :
  |C| = 105
  W-rep = phi[[2, 1],[1, 1, 1, 1]]+phi[[],[3, 2, 1, 1]]
  special rep = phi[[2, 1],[1, 1, 1, 1]] , dim = 70
  orbit = [4, 2, 2, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     35 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [495966],[522726],[527065],[534870],[546486],[550322],[550334],[552024],[557084],[567061],[570457],[570462],[570521],[571956],[576192],[584343],[587266],[587623],[587636],[588809],[592180],[598509],[600534],[601585],[601825],[602642],[605090],[610994],[612380],[613197],[613557],[620736],[620798],[621757],[628249],
     [428910,491589],[460973,518751],[461405,519016],[488554,542034],[491094,543188],[491106,543200],[507685,561423],[516090,563457],[516102,563469],[518452,564474],[518511,564533],[533168,580028],[533180,580040],[540645,581730],[540650,581735],[540709,581794],[542919,582725],[555585,595576],[555590,595581],[555649,595640],[561852,596718],[562209,597075],[562222,597088],[574649,608013],[575006,608370],[575019,608383],[580401,609316],[580641,609556],[590072,617246],[591123,618297],[591363,618537],[595954,619354],[603913,625483],[604730,626300],[615081,631732]
   ]
cell #3013 :
  |C| = 105
  W-rep = phi[[2, 1, 1, 1, 1],[1]]+phi[[2, 1],[1, 1, 1, 1]]
  special rep = phi[[2, 1],[1, 1, 1, 1]] , dim = 70
  orbit = [4, 2, 2, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     35 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [428916],[461075],[461417],[489276],[491165],[491213],[511137],[516732],[516780],[518560],[518580],[536205],[536253],[540983],[541272],[541292],[543016],[557977],[558266],[558286],[562348],[562503],[562771],[576865],[577020],[577288],[580820],[580908],[591639],[592946],[593034],[596290],[605143],[606181],[616007],
     [433667,546234],[465603,567046],[467975,530517],[480617,575940],[495144,584764],[497301,553359],[497349,553407],[502079,588557],[508765,592165],[521941,599464],[523619,572849],[523908,573138],[523928,573158],[528145,602627],[534048,605511],[545435,611420],[547159,589482],[547314,589637],[547582,589905],[551202,613978],[556299,616176],[565193,620635],[566520,602101],[567827,603408],[567915,603496],[571171,622852],[575141,624523],[583442,611157],[584396,613610],[585434,614648],[587758,629640],[598562,620851],[598800,633892],[599295,622683],[610870,628316]
   ]
cell #3014 :
  |C| = 105
  W-rep = phi[[2, 1, 1, 1, 1],[1]]+phi[[2, 1],[1, 1, 1, 1]]
  special rep = phi[[2, 1],[1, 1, 1, 1]] , dim = 70
  orbit = [4, 2, 2, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     35 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [428917],[461076],[461416],[489277],[491177],[491212],[511138],[516744],[516779],[518552],[518591],[536217],[536252],[541067],[541264],[541303],[543010],[558061],[558258],[558297],[562340],[562577],[562765],[576857],[577094],[577282],[580814],[580963],[591631],[592940],[593089],[596291],[605137],[606182],[616008],
     [433751,546643],[465677,567385],[467976,530518],[480701,576349],[495199,585029],[497313,553371],[497348,553406],[502163,588966],[508839,592504],[521942,599629],[523703,572933],[523900,573130],[523939,573169],[528219,602966],[534103,605776],[545436,611424],[547151,589474],[547388,589711],[547576,589899],[551257,614243],[556300,616341],[565194,620639],[566512,602093],[567821,603402],[567970,603551],[571172,623017],[575142,624527],[583434,611149],[584390,613604],[585435,614649],[587759,629644],[598556,620845],[598801,633896],[599296,622684],[610871,628317]
   ]
cell #3015 :
  |C| = 105
  W-rep = phi[[2, 1, 1, 1, 1],[1]]+phi[[2, 1],[1, 1, 1, 1]]
  special rep = phi[[2, 1],[1, 1, 1, 1]] , dim = 70
  orbit = [4, 2, 2, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     35 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [428918],[461077],[461415],[489278],[491189],[491211],[511139],[516756],[516778],[518551],[518603],[536229],[536251],[541159],[541263],[541315],[543011],[558153],[558257],[558309],[562339],[562661],[562766],[576856],[577178],[577283],[580815],[581029],[591630],[592941],[593155],[596294],[605138],[606185],[616011],
     [433843,547123],[465761,567794],[467977,530519],[480793,576829],[495265,585360],[497325,553383],[497347,553405],[502255,589446],[508923,592913],[521945,599848],[523795,573025],[523899,573129],[523951,573181],[528303,603375],[534169,606107],[545439,611433],[547150,589473],[547472,589795],[547577,589900],[551323,614574],[556303,616560],[565197,620648],[566511,602092],[567822,603403],[568036,603617],[571175,623236],[575145,624536],[583433,611148],[584391,613605],[585438,614652],[587762,629653],[598557,620846],[598804,633905],[599299,622687],[610874,628320]
   ]
cell #3016 :
  |C| = 140
  W-rep = phi[[1, 1, 1],[2, 1, 1]]+phi[[1],[2, 2, 2]]
  special rep = phi[[1, 1, 1],[2, 1, 1]] , dim = 105
  orbit = [3, 3, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     70 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [476942],[498404],[515105],[522989],[532183],[537308],[546118],[549337],[554128],[557347],[566880],[569000],[572219],[573704],[575824],[579043],[584668],[585317],[586321],[588441],[590346],[591999],[594119],[597338],[599942],[600342],[600808],[602461],[605415],[606064],[607068],[609188],[611786],[611908],[612157],[613882],[614531],[616654],[617054],[617520],[619173],[621302],[621341],[621582],[623330],[623730],[624889],[625011],[625260],[626985],[628665],[630006],[630128],[630377],[631277],[631316],[631557],[634129],[634778],[635079],[635118],[635359],[636015],[638513],[638552],[638744],[639350],[641121],[641234],[642808],
     [518290,564177],[540036,580273],[554976,590995],[561497,595773],[569848,601457],[574294,604549],[580099,608539],[586911,613016],[590224,615424],[590821,615546],[594967,618169],[600686,622100],[601283,622222],[604020,624091],[607658,626119],[610036,627634],[612487,629208],[617398,632075],[617995,632197],[619763,633305],[620421,633705],[625590,636558],[626863,637356],[627460,637478],[627824,637727],[630976,639999],[632776,640300],[632815,640339],[633531,640580],[635784,642070],[635823,642109],[637114,642301],[639237,643430],[640124,643543],[641564,644224]
   ]
cell #3017 :
  |C| = 175
  W-rep = phi[[1, 1, 1, 1],[2, 1]]+phi[[1, 1, 1],[2, 1, 1]]
  special rep = phi[[1, 1, 1],[2, 1, 1]] , dim = 105
  orbit = [3, 3, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     35 tau_infinity subcells with 1 member(s)
     70 tau_infinity subcells with 2 member(s)
  subcells = [
     [542780],[561695],[574492],[580138],[587109],[590860],[595734],[601322],[604178],[604510],[607856],[612645],[612977],[615266],[618034],[619961],[621942],[625748],[626080],[627499],[628022],[631917],[632934],[633266],[633570],[636257],[637198],[637237],[637688],[639526],[639565],[640216],[641781],[642209],[643213],
     [445882,505498],[469194,524878],[487450,539847],[496251,546777],[506581,554787],[512356,559236],[522212,566961],[525961,569659],[531406,573785],[535155,576483],[545983,584707],[548560,586402],[552309,589100],[553993,590385],[556570,592080],[560319,594778],[566841,599532],[567668,600023],[568865,600847],[571442,602542],[573665,604139],[575689,605454],[578266,607149],[582015,609847],[585182,611947],[585705,612238],[586282,612606],[588306,613921],[591960,616244],[592787,616735],[593984,617559],[596561,619254],[599571,621460],[599903,621421],[600207,621621],[602422,622920],[603249,623411],[605929,625050],[606452,625341],[607029,625709],[609053,627024],[611628,628749],[611667,628788],[612118,628868],[614396,630167],[614919,630458],[616283,631435],[616615,631396],[616919,631596],[619134,632895],[621218,634221],[622959,635237],[623291,635198],[623595,635398],[624731,636099],[624770,636138],[625221,636218],[628573,638132],[628907,638986],[629848,638828],[629887,638867],[630338,638947],[631193,639442],[634305,641410],[634344,641449],[634995,641326],[635923,641689],[638224,643025],[638652,642933],[640904,643993]
   ]
cell #3018 :
  |C| = 147
  W-rep = phi[[1, 1],[2, 1, 1, 1]]+phi[[1],[2, 2, 1, 1]]
  special rep = phi[[1, 1],[2, 1, 1, 1]] , dim = 84
  orbit = [3, 3, 2, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 84
     21 tau_infinity subcells with 1 member(s)
     63 tau_infinity subcells with 2 member(s)
  subcells = [
     [531289],[548443],[567551],[578149],[584998],[592670],[599732],[603132],[605745],[611747],[614212],[616444],[622552],[623120],[624850],[629527],[629967],[634659],[634739],[638429],[641029],
     [461372,598246],[490838,582469],[490894,610218],[515051,561578],[515320,595854],[515376,618802],[518279,620112],[532129,574375],[532398,604630],[532454,624249],[539766,608578],[540025,626705],[549283,586992],[549552,613097],[549608,629366],[553809,590676],[554706,615585],[554965,630818],[561458,618763],[568681,601138],[569578,622261],[569837,634620],[573494,604339],[574255,624210],[578989,607739],[579258,626200],[579314,636716],[586111,612806],[586872,629327],[590185,615385],[593800,617850],[594697,632236],[594956,639841],[597284,619844],[597553,633386],[597609,640458],[600647,622061],[606858,625909],[607619,636677],[608869,627315],[609766,637517],[610025,642385],[610568,637808],[610624,642543],[615876,632527],[617359,632036],[618963,633095],[619724,640419],[620151,640619],[620410,643719],[620557,643758],[624410,636877],[626744,642424],[626824,637317],[627785,642504],[628083,644441],[630857,639880],[630937,639960],[632692,643635],[633495,644804],[635700,641986],[637022,644349],[639145,643338]
   ]
cell #3019 :
  |C| = 140
  W-rep = phi[[1, 1, 1],[2, 1, 1]]+phi[[1],[2, 2, 2]]
  special rep = phi[[1, 1, 1],[2, 1, 1]] , dim = 105
  orbit = [3, 3, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 105
     70 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [445889],[469201],[487457],[496258],[506588],[512363],[522219],[525968],[531413],[535162],[546026],[548567],[552316],[554036],[556577],[560326],[566869],[567675],[568908],[571449],[573693],[575732],[578273],[582022],[585225],[585712],[586310],[588349],[591988],[592794],[594027],[596568],[599775],[599931],[600250],[602450],[603256],[605972],[606459],[607057],[609096],[611775],[611829],[612146],[614439],[614926],[616487],[616643],[616962],[619162],[621330],[623163],[623319],[623638],[624878],[624932],[625249],[628629],[629570],[629995],[630049],[630366],[631305],[634767],[634821],[635107],[635979],[638541],[638708],[641085],
     [490845,542787],[515327,561702],[532405,574499],[539809,580181],[549559,587116],[554749,590903],[561486,595762],[569621,601365],[573537,604382],[574283,604538],[579265,607863],[586154,612849],[586900,613005],[590213,615413],[594740,618077],[597560,619968],[600675,622089],[606901,625952],[607647,626108],[609809,627542],[610575,628029],[617387,632064],[619006,633138],[619752,633294],[620194,633613],[624453,636920],[626852,637345],[626906,637399],[627813,637716],[630965,639988],[631019,640042],[632804,640328],[635812,642098],[637078,642265],[639201,643394]
   ]
cell #3020 :
  |C| = 147
  W-rep = phi[[1, 1],[2, 1, 1, 1]]+phi[[1],[2, 2, 1, 1]]
  special rep = phi[[1, 1],[2, 1, 1, 1]] , dim = 84
  orbit = [3, 3, 2, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 84
     21 tau_infinity subcells with 1 member(s)
     63 tau_infinity subcells with 2 member(s)
  subcells = [
     [590340],[600802],[611902],[617514],[621281],[621296],[625005],[628623],[630122],[631256],[631271],[635058],[635073],[635973],[638492],[638507],[638702],[641044],[641079],[642767],[642773],
     [491527,583019],[518335,597760],[540081,608621],[542769,610207],[555021,615628],[561684,618791],[564160,620106],[569893,622304],[574481,624238],[580078,626684],[580093,608533],[580256,626699],[587098,629355],[590800,630797],[590815,615540],[590978,630812],[595012,632279],[595692,632650],[601262,634599],[601277,622216],[601440,634614],[603999,624070],[604014,624085],[604468,635658],[607845,636705],[610081,637560],[612466,629187],[612481,629202],[612935,638387],[615140,630692],[617974,639820],[617989,632191],[618152,639835],[619950,640447],[620466,640662],[621816,634494],[625569,636537],[625584,636552],[626038,641944],[627439,642364],[627454,637472],[627617,642379],[628011,642532],[628139,642586],[631791,639715],[632755,640279],[632770,640294],[633224,643593],[633510,643698],[633688,643713],[633757,643747],[635763,642049],[635778,642064],[637037,644364],[637072,642259],[637646,644399],[637652,644405],[639160,643353],[639195,643388],[640083,644763],[640089,644769],[641523,644183],[641529,644189]
   ]
cell #3021 :
  |C| = 147
  W-rep = phi[[1, 1],[2, 1, 1, 1]]+phi[[1],[2, 2, 1, 1]]
  special rep = phi[[1, 1],[2, 1, 1, 1]] , dim = 84
  orbit = [3, 3, 2, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 84
     21 tau_infinity subcells with 1 member(s)
     63 tau_infinity subcells with 2 member(s)
  subcells = [
     [604112],[612579],[621394],[625682],[628638],[628644],[631369],[634123],[635171],[635988],[635994],[638717],[638723],[639344],[641094],[641100],[641228],[642802],[642823],[643882],[643888],
     [518961,564777],[542814,582484],[561729,595869],[564166,597742],[574526,604645],[580262,608603],[582452,610201],[587143,613112],[590984,615610],[595707,618736],[595713,618742],[595837,618785],[601446,622286],[604483,624183],[604489,624189],[604613,624232],[607890,626215],[608497,626663],[612950,629300],[612956,629306],[613080,629349],[615155,630707],[615161,630713],[615504,630776],[618158,632261],[619995,633401],[621831,634509],[621837,634515],[622180,634578],[623909,635602],[626053,636650],[626059,636656],[626183,636699],[627623,637542],[628056,637823],[629026,638331],[631806,639730],[631812,639736],[632155,639799],[633239,640392],[633245,640398],[633369,640441],[633694,640644],[633802,640715],[636376,641888],[637087,642274],[637093,642280],[637436,642343],[637667,642483],[637791,642526],[637851,642568],[639210,643403],[639216,643409],[640118,643537],[640139,643558],[640538,643677],[640544,643683],[641558,644218],[641579,644239],[642168,644308],[642174,644314],[643102,644693],[643108,644699]
   ]
cell #3022 :
  |C| = 105
  W-rep = phi[[1, 1, 1, 1, 1],[2]]+phi[[1, 1],[2, 1, 1, 1]]
  special rep = phi[[1, 1],[2, 1, 1, 1]] , dim = 84
  orbit = [3, 3, 2, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 84
     63 tau_infinity subcells with 1 member(s)
     21 tau_infinity subcells with 2 member(s)
  subcells = [
     [543421],[564201],[580297],[582458],[591019],[595843],[597736],[601481],[604619],[608512],[608518],[608597],[613086],[615519],[615525],[615604],[618193],[618721],[622195],[622201],[622280],[623980],[623986],[624168],[626189],[627658],[629097],[629103],[629285],[630636],[632170],[632176],[632255],[633375],[633729],[634438],[636447],[636453],[636635],[637451],[637457],[637536],[637797],[637886],[639659],[640189],[640195],[640377],[640559],[640638],[640689],[641754],[641760],[642203],[642224],[642462],[642468],[643207],[643228],[643502],[643508],[644113],[644119],
     [590319,615239],[600781,621915],[611881,628722],[617493,631890],[621191,634194],[621197,634200],[624984,636072],[628567,638126],[630101,638801],[631166,639415],[631172,639421],[634968,641299],[634974,641305],[635917,641683],[638197,642998],[638203,643004],[638646,642927],[640898,643987],[640919,644008],[642697,644573],[642703,644579]
   ]
cell #3023 :
  |C| = 35
  W-rep = phi[[1],[2, 1, 1, 1, 1]]
  special rep = phi[[1],[2, 1, 1, 1, 1]] , dim = 35
  orbit = [3, 3, 1, 1, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 35
     35 tau_infinity subcells with 1 member(s)
  subcells = [
     [428941],[461380],[490902],[491525],[515384],[518333],[532462],[540079],[542763],[549616],[555019],[561678],[569891],[574475],[579322],[580072],[587092],[590794],[595010],[597617],[601256],[603993],[607839],[610079],[610632],[612460],[617968],[619944],[620464],[620565],[625563],[627433],[628005],[628137],[628158]
   ]
cell #3024 :
  |C| = 105
  W-rep = phi[[2, 1, 1, 1, 1],[1]]+phi[[2, 1],[1, 1, 1, 1]]
  special rep = phi[[2, 1],[1, 1, 1, 1]] , dim = 70
  orbit = [4, 2, 2, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     35 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [461423],[491219],[491571],[516786],[518626],[518638],[536259],[541338],[541350],[543014],[543073],[558332],[558344],[562764],[562769],[562828],[564379],[577281],[577286],[577345],[580818],[581175],[581188],[592944],[593301],[593314],[596301],[596541],[605141],[606192],[606432],[608969],[616018],[616835],[624546],
     [465864,523281],[495411,547020],[497355,553413],[509026,557639],[522192,567648],[523974,573204],[523986,573216],[528406,572511],[534315,576726],[545899,585098],[547575,589898],[547580,589903],[547639,589962],[551469,589343],[556550,592767],[566425,599284],[567825,603406],[568182,603763],[568195,603776],[571422,603229],[575605,605845],[583347,610859],[584394,613608],[585445,614659],[585685,614899],[588222,614312],[591544,615996],[598560,620849],[599306,622694],[600123,623511],[602006,622672],[610881,628327],[611062,628305],[611443,629663],[620658,633915]
   ]
cell #3025 :
  |C| = 36
  W-rep = phi[[2],[1, 1, 1, 1, 1]]+phi[[],[3, 1, 1, 1, 1]]
  special rep = phi[[2],[1, 1, 1, 1, 1]] , dim = 21
  orbit = [4, 2, 1, 1, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 1
  number of tau_infinity subcells = 21
     6 tau_infinity subcells with 1 member(s)
     15 tau_infinity subcells with 2 member(s)
  subcells = [
     [549629],[569902],[587089],[601238],[612358],[620714],
     [428943,583119],[461393,598323],[490915,610645],[491536,610709],[515397,597630],[518344,620475],[532475,579335],[540090,610090],[542760,628002],[555030,595021],[561675,619941],[574472,607836],[580054,627415],[590776,617950],[603891,625461]
   ]
cell #3026 :
  |C| = 105
  W-rep = phi[[2, 1, 1, 1, 1],[1]]+phi[[2, 1],[1, 1, 1, 1]]
  special rep = phi[[2, 1],[1, 1, 1, 1]] , dim = 70
  orbit = [4, 2, 2, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     35 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [491575],[518642],[519010],[541354],[543039],[543102],[558348],[562794],[562857],[564396],[564412],[577311],[577374],[580907],[581205],[581221],[582662],[593033],[593331],[593347],[596367],[596419],[596637],[605349],[606258],[606310],[606528],[609001],[609057],[616168],[616867],[616923],[619121],[624634],[625208],
     [491927,610779],[521637,621093],[522070,599627],[523990,573220],[545931,628540],[545987,611671],[547605,589928],[547668,589991],[555995,631068],[556428,616339],[565161,621057],[566828,621205],[567914,603495],[568212,603793],[568228,603809],[570867,634870],[571300,623015],[575637,635890],[575693,624774],[583316,628477],[584015,637974],[584602,613816],[585511,614725],[585563,614777],[585781,614995],[588254,638619],[588310,629891],[591947,631180],[598457,634003],[599456,622844],[600155,623543],[600211,623599],[602409,634982],[611531,629751],[612105,630325]
   ]
cell #3027 :
  |C| = 105
  W-rep = phi[[2, 1, 1, 1, 1],[1]]+phi[[2, 1],[1, 1, 1, 1]]
  special rep = phi[[2, 1],[1, 1, 1, 1]] , dim = 70
  orbit = [4, 2, 2, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     35 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [491576],[518643],[519009],[541355],[543049],[543101],[558349],[562804],[562856],[564403],[564404],[577321],[577373],[580962],[581212],[581213],[582655],[593088],[593338],[593339],[596374],[596411],[596630],[606265],[606302],[606521],[609022],[609029],[616175],[616888],[616895],[619100],[624655],[625187],[631103],
     [495198,584818],[519297,620599],[522062,599619],[523991,573221],[534102,605565],[545645,628505],[545959,611643],[547615,589938],[547667,589990],[551256,614032],[556420,616331],[566807,621149],[567969,603550],[568219,603800],[568220,603801],[571292,623007],[575351,635855],[575665,624746],[583323,628484],[585518,614732],[585555,614769],[585774,614988],[587968,638584],[588282,629863],[591926,631124],[598478,634024],[599010,640766],[599463,622851],[600176,623564],[600183,623571],[602388,634926],[610814,638009],[611552,629772],[612084,630304],[621128,634905]
   ]
cell #3028 :
  |C| = 105
  W-rep = phi[[1, 1, 1, 1, 1],[2]]+phi[[1, 1],[2, 1, 1, 1]]
  special rep = phi[[1, 1],[2, 1, 1, 1]] , dim = 84
  orbit = [3, 3, 2, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 84
     63 tau_infinity subcells with 1 member(s)
     21 tau_infinity subcells with 2 member(s)
  subcells = [
     [491564],[518539],[540737],[542943],[543479],[555677],[562246],[564309],[564561],[564822],[570549],[575043],[580474],[580730],[581822],[582718],[582749],[587660],[591196],[591452],[595668],[596007],[596693],[597112],[597926],[597984],[601658],[601914],[604070],[604783],[606584],[608407],[608715],[609262],[609389],[609645],[610350],[612537],[613250],[615190],[615722],[617128],[618370],[618626],[619184],[619305],[619407],[621866],[622398],[623917],[625271],[625392],[625640],[626353],[626993],[627161],[629034],[631565],[631841],[632373],[632861],[636184],[636384],
     [553655,630574],[566891,621352],[568527,634376],[584676,628673],[584844,638064],[585837,615051],[592010,631327],[593646,639597],[599498,634131],[600416,623804],[602472,635129],[605423,636023],[605591,641621],[612168,630388],[612289,630509],[613890,638752],[614058,642865],[616210,639352],[621590,635367],[622886,641236],[628834,638913]
   ]
cell #3029 :
  |C| = 105
  W-rep = phi[[2, 1, 1, 1, 1],[1]]+phi[[2, 1],[1, 1, 1, 1]]
  special rep = phi[[2, 1],[1, 1, 1, 1]] , dim = 70
  orbit = [4, 2, 2, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     35 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [461420],[491216],[491574],[516783],[518590],[518641],[536256],[541302],[541353],[543030],[543040],[558296],[558347],[562513],[562785],[562795],[564389],[577030],[577302],[577312],[580862],[580953],[581198],[592988],[593079],[593324],[596332],[596375],[605185],[606223],[606266],[608980],[616049],[616846],[624557],
     [465613,567056],[495189,584809],[497352,553410],[508775,592175],[522026,599583],[523938,573168],[523989,573219],[528155,602637],[534093,605556],[543715,628190],[545910,611559],[547324,589647],[547596,589919],[547606,589929],[551247,614023],[556384,616295],[566597,621058],[567869,603450],[567960,603541],[568205,603786],[571256,622971],[575616,624662],[584438,613652],[585476,614690],[585519,614733],[588233,629779],[591716,631033],[598604,620893],[599337,622725],[600134,623522],[602178,634835],[610912,628358],[611234,637939],[611454,629674],[620669,633926]
   ]
cell #3030 :
  |C| = 105
  W-rep = phi[[1, 1, 1, 1, 1],[2]]+phi[[1, 1],[2, 1, 1, 1]]
  special rep = phi[[1, 1],[2, 1, 1, 1]] , dim = 84
  orbit = [3, 3, 2, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 84
     63 tau_infinity subcells with 1 member(s)
     21 tau_infinity subcells with 2 member(s)
  subcells = [
     [518998],[543003],[562306],[564323],[564833],[575103],[580744],[582583],[582809],[583061],[587720],[591466],[596049],[596233],[597172],[597964],[597998],[601928],[604825],[605009],[608467],[608757],[609300],[609659],[610364],[610413],[613292],[613476],[615316],[615764],[617166],[618640],[618890],[619319],[619449],[619633],[620229],[621992],[622440],[624015],[624337],[625406],[626395],[626579],[627035],[627102],[627203],[629132],[629454],[630644],[631607],[631674],[631967],[632415],[632903],[633022],[634446],[636226],[636482],[636804],[637164],[639492],[639667],
     [573421,635540],[584718,628799],[586038,638269],[599540,634229],[599659,640836],[600454,623842],[605465,636149],[606785,641826],[611594,638134],[612303,630523],[613932,638878],[616252,639450],[616371,643145],[621632,635409],[621699,635476],[622928,641334],[623047,643925],[624697,641691],[628876,638955],[629814,642935],[634271,641376]
   ]
cell #3031 :
  |C| = 105
  W-rep = phi[[1, 1, 1, 1, 1],[2]]+phi[[1, 1],[2, 1, 1, 1]]
  special rep = phi[[1, 1],[2, 1, 1, 1]] , dim = 84
  orbit = [3, 3, 2, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 84
     63 tau_infinity subcells with 1 member(s)
     21 tau_infinity subcells with 2 member(s)
  subcells = [
     [491553],[518441],[540187],[542863],[555127],[561778],[564237],[569999],[574575],[580149],[580333],[583083],[587192],[590871],[591055],[595118],[595742],[598138],[598284],[601333],[601517],[604189],[604518],[607939],[608505],[610187],[610391],[610499],[612656],[612985],[615274],[615512],[618045],[618229],[619346],[620044],[620243],[620346],[621950],[622188],[623973],[625433],[625759],[626088],[627116],[627510],[627694],[627857],[629090],[631688],[631925],[632163],[632945],[632967],[633274],[636268],[636290],[636440],[637206],[637444],[639534],[640182],[641747],
     [590312,630610],[599582,621471],[600774,634412],[611636,628757],[611874,638100],[612330,630550],[616294,631446],[617486,639633],[621184,634187],[621713,635490],[622970,635248],[624739,636107],[624977,641657],[628918,638997],[628940,639019],[629856,638836],[630094,642901],[631159,639408],[634313,641418],[634961,641292],[638190,642991]
   ]
cell #3032 :
  |C| = 105
  W-rep = phi[[2, 1, 1, 1, 1],[1]]+phi[[2, 1],[1, 1, 1, 1]]
  special rep = phi[[2, 1],[1, 1, 1, 1]] , dim = 70
  orbit = [4, 2, 2, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     35 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [564824],[582720],[583057],[596695],[597945],[597960],[606586],[609281],[609296],[610338],[610365],[617147],[617162],[619284],[619293],[619320],[620211],[625371],[625380],[625407],[626935],[627072],[627084],[631507],[631644],[631656],[632833],[632910],[635854],[636156],[636233],[637130],[639259],[639458],[641588],
     [566991,600053],[584755,611995],[585839,615053],[592110,616765],[599547,621436],[600435,623823],[600450,623838],[602572,623441],[605502,625098],[610780,628171],[611560,628681],[612268,630488],[612277,630497],[612304,630524],[613969,630215],[616259,631411],[621094,634042],[621532,635309],[621669,635446],[621681,635458],[622935,635213],[624663,636031],[628504,638583],[628806,638885],[628883,638962],[629780,638760],[631069,639263],[633855,640765],[634038,641143],[634237,641342],[634871,641147],[637916,642612],[637975,642616],[638031,642832],[640733,643772]
   ]
cell #3033 :
  |C| = 147
  W-rep = phi[[1, 1],[2, 1, 1, 1]]+phi[[1],[2, 2, 1, 1]]
  special rep = phi[[1, 1],[2, 1, 1, 1]] , dim = 84
  orbit = [3, 3, 2, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 84
     21 tau_infinity subcells with 1 member(s)
     63 tau_infinity subcells with 2 member(s)
  subcells = [
     [611797],[621310],[622644],[623883],[624900],[628631],[629000],[629619],[630017],[631285],[634097],[634789],[634811],[635087],[635981],[636350],[638521],[638710],[639318],[641087],[641202],
     [461398,598270],[491007,610323],[515489,619068],[518381,620172],[532567,624515],[540127,626884],[542849,627803],[549721,629632],[555067,630997],[561508,632726],[561764,632794],[564844,620525],[569939,634799],[574305,635734],[574561,635802],[579427,636982],[580107,637052],[582907,627929],[583050,610693],[586922,638463],[587178,638531],[590235,639076],[590829,639175],[595058,640020],[595700,640092],[597722,633200],[597890,620324],[598078,633591],[600697,640960],[601291,641059],[604028,641473],[604476,641532],[607669,642020],[607925,642088],[608961,627407],[610127,637377],[610310,627916],[610485,637706],[612495,642717],[612943,642776],[615148,643042],[615968,632619],[617409,643269],[618003,643368],[619055,633187],[619774,640250],[620030,640318],[620184,633603],[621824,643822],[624502,636969],[625598,644133],[626046,644192],[626874,637367],[626896,637389],[627468,642239],[630987,640010],[631009,640032],[631799,644633],[632784,640308],[633232,643511],[635792,642078],[637080,642267],[639203,643396]
   ]
cell #3034 :
  |C| = 56
  W-rep = phi[[1, 1, 1, 1, 1],[1, 1]]+phi[[1, 1, 1],[1, 1, 1, 1]]
  special rep = phi[[1, 1, 1],[1, 1, 1, 1]] , dim = 35
  orbit = [2, 2, 2, 2, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 35
     14 tau_infinity subcells with 1 member(s)
     21 tau_infinity subcells with 2 member(s)
  subcells = [
     [543468],[564463],[581272],[582669],[593398],[596644],[597912],[606535],[609064],[609248],[616930],[617114],[619142],[625229],
     [433611,584634],[480561,605381],[502023,613848],[523563,621548],[540927,626951],[545994,611678],[546178,628575],[557921,631523],[566849,621226],[568279,603860],[572793,635325],[575700,624781],[575884,635925],[585788,615002],[588317,629898],[588501,638654],[591968,631201],[600218,623606],[600402,623790],[602430,635003],[612126,630346]
   ]
cell #3035 :
  |C| = 35
  W-rep = phi[[1, 1, 1, 1],[1, 1, 1]]
  special rep = phi[[1, 1, 1, 1],[1, 1, 1]] , dim = 35
  orbit = [2, 2, 2, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 35
     35 tau_infinity subcells with 1 member(s)
  subcells = [
     [433612],[480562],[502024],[523564],[540928],[546179],[557922],[566850],[572794],[575885],[584636],[588502],[591969],[597913],[600403],[602431],[605383],[609249],[612127],[613850],[617115],[619143],[621227],[621550],[623791],[625230],[626953],[628577],[630347],[631202],[631525],[635004],[635327],[635927],[638656]
   ]
cell #3036 :
  |C| = 35
  W-rep = phi[[1, 1, 1, 1],[1, 1, 1]]
  special rep = phi[[1, 1, 1, 1],[1, 1, 1]] , dim = 35
  orbit = [2, 2, 2, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 35
     35 tau_infinity subcells with 1 member(s)
  subcells = [
     [433613],[480563],[502025],[523565],[540929],[546180],[557923],[566851],[572795],[575886],[584639],[588503],[591970],[597914],[600404],[602432],[605386],[609250],[612128],[613853],[617116],[619144],[621228],[621553],[623792],[625231],[626956],[628580],[630348],[631203],[631528],[635005],[635330],[635930],[638659]
   ]
cell #3037 :
  |C| = 35
  W-rep = phi[[1, 1, 1, 1],[1, 1, 1]]
  special rep = phi[[1, 1, 1, 1],[1, 1, 1]] , dim = 35
  orbit = [2, 2, 2, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 35
     35 tau_infinity subcells with 1 member(s)
  subcells = [
     [433614],[480564],[502026],[523566],[540930],[546181],[557924],[566852],[572796],[575887],[584643],[588504],[591971],[597915],[600405],[602433],[605390],[609251],[612129],[613857],[617117],[619145],[621229],[621557],[623793],[625232],[626960],[628584],[630349],[631204],[631532],[635006],[635334],[635934],[638663]
   ]
cell #3038 :
  |C| = 35
  W-rep = phi[[1, 1, 1, 1],[1, 1, 1]]
  special rep = phi[[1, 1, 1, 1],[1, 1, 1]] , dim = 35
  orbit = [2, 2, 2, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 35
     35 tau_infinity subcells with 1 member(s)
  subcells = [
     [433621],[480571],[502033],[523573],[540937],[546188],[557931],[566887],[572803],[575894],[584664],[588511],[592006],[597922],[600412],[602468],[605411],[609258],[612164],[613878],[617124],[619180],[621348],[621578],[623800],[625267],[626981],[628661],[630384],[631323],[631553],[635125],[635355],[636011],[638740]
   ]
cell #3039 :
  |C| = 147
  W-rep = phi[[1, 1],[2, 1, 1, 1]]+phi[[1],[2, 2, 1, 1]]
  special rep = phi[[1, 1],[2, 1, 1, 1]] , dim = 84
  orbit = [3, 3, 2, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 84
     21 tau_infinity subcells with 1 member(s)
     63 tau_infinity subcells with 2 member(s)
  subcells = [
     [573691],[586308],[599929],[607055],[611753],[611773],[616641],[621279],[623317],[624856],[624876],[629973],[629993],[631254],[634745],[634765],[635056],[638435],[638490],[641042],[641050],
     [461373,564778],[490895,582485],[515377,595870],[518285,597748],[532455,604646],[540031,608609],[542767,610205],[549609,613113],[554971,615616],[561464,618769],[561484,595760],[561682,618789],[569843,622292],[574261,624216],[574281,604536],[574479,624236],[579315,626216],[580076,626682],[586878,629333],[586898,613003],[587096,629353],[590191,615391],[590211,615411],[590798,630795],[594962,632267],[597610,633402],[600653,622067],[600673,622087],[601260,634597],[603997,624068],[607625,636683],[607645,626106],[607843,636703],[610031,637548],[610625,637824],[612464,629185],[617365,632042],[617385,632062],[617972,639818],[619730,640425],[619750,633292],[619948,640445],[620416,640650],[620558,640716],[625567,636535],[626830,637323],[626850,637343],[627437,642362],[627791,642510],[628009,642530],[628089,642574],[630943,639966],[630963,639986],[632698,643641],[632753,640277],[633508,643696],[633516,643704],[635706,641992],[635761,642047],[637035,644362],[637043,644370],[639158,643351],[639166,643359]
   ]
cell #3040 :
  |C| = 147
  W-rep = phi[[1, 1],[2, 1, 1, 1]]+phi[[1],[2, 2, 1, 1]]
  special rep = phi[[1, 1],[2, 1, 1, 1]] , dim = 84
  orbit = [3, 3, 2, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 84
     21 tau_infinity subcells with 1 member(s)
     63 tau_infinity subcells with 2 member(s)
  subcells = [
     [604109],[611788],[612576],[621305],[621391],[624891],[625679],[628635],[630008],[631280],[631366],[634780],[635082],[635168],[635985],[638516],[638554],[638714],[641091],[641124],[641134],
     [461374,518963],[490896,542816],[515378,561731],[518292,564179],[532456,574528],[540038,580275],[542772,582461],[549610,587145],[554978,590997],[561499,595775],[561687,595846],[569850,601459],[574296,604551],[574484,604622],[579316,607892],[580102,608542],[586913,613018],[587101,613089],[590226,615426],[590824,615549],[594969,618171],[595704,618733],[597611,619997],[600688,622102],[601286,622225],[604023,624094],[604480,624180],[607660,626121],[607848,626192],[610038,627636],[610626,628058],[612490,629211],[612947,629297],[615152,630704],[617400,632077],[617998,632200],[619765,633307],[619953,633378],[620423,633707],[620559,633804],[621828,634506],[625593,636561],[626050,636647],[626865,637358],[627463,637481],[627826,637729],[628014,637800],[628096,637864],[630978,640001],[631803,639727],[632779,640303],[632817,640341],[633236,640389],[633534,640583],[633544,640593],[635787,642073],[635825,642111],[637084,642271],[637117,642304],[637127,642314],[639207,643400],[639240,643433],[639250,643443]
   ]
cell #3041 :
  |C| = 105
  W-rep = phi[[1, 1, 1, 1, 1],[2]]+phi[[1, 1],[2, 1, 1, 1]]
  special rep = phi[[1, 1],[2, 1, 1, 1]] , dim = 84
  orbit = [3, 3, 2, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 84
     63 tau_infinity subcells with 1 member(s)
     21 tau_infinity subcells with 2 member(s)
  subcells = [
     [461375],[490897],[515379],[518300],[532457],[540046],[542778],[549611],[554986],[561543],[561693],[569858],[574340],[574490],[579317],[580136],[586957],[587107],[590431],[590858],[594977],[595725],[597612],[600893],[601320],[604176],[604501],[607704],[607854],[610046],[610627],[612643],[612968],[615257],[617605],[618032],[619809],[619959],[620431],[620560],[621933],[625746],[626071],[627070],[627497],[627870],[628020],[628104],[631642],[631908],[632932],[632980],[633257],[633568],[633580],[636255],[636303],[637189],[637235],[637247],[639517],[639563],[639575],
     [573656,623952],[584753,611993],[586273,629069],[599569,621458],[599894,634166],[605500,625096],[607020,636419],[611619,628740],[613967,630213],[616281,631433],[616606,639387],[621667,635444],[622957,635235],[623282,641271],[624722,636090],[628905,638984],[628953,639032],[629839,638819],[634296,641401],[634342,641447],[634354,641459]
   ]
cell #3042 :
  |C| = 147
  W-rep = phi[[1, 1],[2, 1, 1, 1]]+phi[[1],[2, 2, 1, 1]]
  special rep = phi[[1, 1],[2, 1, 1, 1]] , dim = 84
  orbit = [3, 3, 2, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 84
     21 tau_infinity subcells with 1 member(s)
     63 tau_infinity subcells with 2 member(s)
  subcells = [
     [573448],[586065],[599686],[606812],[611740],[611748],[616398],[621274],[623074],[624843],[624851],[629960],[629968],[631249],[634667],[634732],[634740],[635051],[638430],[638485],[641037],
     [461384,598262],[490906,610270],[515388,618854],[518280,620141],[532466,624301],[540026,626734],[542762,627778],[549620,629418],[554966,630847],[561451,618917],[561459,632657],[561677,632685],[569838,634649],[574248,624364],[574256,635665],[574474,635693],[579326,636768],[580071,637005],[586865,629481],[586873,638394],[587091,638422],[590178,630727],[590186,630699],[590793,639128],[594957,639870],[597621,640510],[598314,633784],[600640,634529],[600648,634501],[601255,641012],[603992,635591],[607612,636831],[607620,641951],[607838,641979],[610026,642414],[610636,637779],[610663,637870],[612459,638320],[617352,639750],[617360,639722],[617967,643321],[619717,633049],[619725,643600],[619943,643628],[620159,640627],[620411,640609],[625562,641877],[626752,642432],[626817,637310],[626825,637318],[627432,644332],[627786,642505],[628004,642497],[630865,639888],[630930,639953],[630938,639961],[632693,643636],[632748,640272],[633503,643691],[635701,641987],[635756,642042],[637030,644357],[639153,643346]
   ]
cell #3043 :
  |C| = 147
  W-rep = phi[[1, 1],[2, 1, 1, 1]]+phi[[1],[2, 2, 1, 1]]
  special rep = phi[[1, 1],[2, 1, 1, 1]] , dim = 84
  orbit = [3, 3, 2, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 84
     21 tau_infinity subcells with 1 member(s)
     63 tau_infinity subcells with 2 member(s)
  subcells = [
     [603972],[611754],[612439],[621254],[621278],[624857],[625542],[628617],[629974],[631229],[631253],[634668],[634746],[635031],[635055],[635967],[638436],[638489],[638696],[641041],[641073],
     [461385,620500],[490907,627795],[515389,632702],[518286,633502],[532467,635710],[540032,637029],[542766,637640],[549621,638439],[554972,639152],[561465,640065],[561681,640077],[569844,641036],[574262,641505],[574478,641517],[579327,641996],[580075,642123],[586879,642749],[587095,642761],[590192,639086],[590797,643057],[594963,643345],[595686,632728],[597622,643645],[598315,640699],[600654,640970],[601259,643837],[603996,641478],[604462,635736],[607626,644165],[607842,644177],[610032,644356],[610637,642514],[610664,637871],[612463,642722],[612929,638465],[615134,639098],[617366,643279],[617971,644648],[619731,644745],[619947,644757],[620160,640628],[620417,643690],[621810,640982],[625566,644138],[626032,642022],[626753,642433],[626831,637324],[627436,644955],[627792,642511],[628008,644393],[630866,639889],[630944,639967],[631785,643291],[632699,643642],[632752,640276],[633218,640252],[633507,643695],[635707,641993],[635760,642046],[637034,644361],[637066,642253],[639157,643350],[639189,643382]
   ]
cell #3044 :
  |C| = 147
  W-rep = phi[[1, 1],[2, 1, 1, 1]]+phi[[1],[2, 2, 1, 1]]
  special rep = phi[[1, 1],[2, 1, 1, 1]] , dim = 84
  orbit = [3, 3, 2, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 84
     21 tau_infinity subcells with 1 member(s)
     63 tau_infinity subcells with 2 member(s)
  subcells = [
     [611789],[621304],[623887],[624892],[628632],[629004],[630009],[631279],[634101],[634781],[634832],[635081],[635982],[636354],[638515],[638555],[638711],[639322],[641088],[641123],[641206],
     [461386,620507],[490908,627830],[515390,632821],[518293,633523],[532468,635829],[540039,637106],[542771,637655],[549622,638558],[554979,639229],[561500,640100],[561686,640127],[569851,641113],[574297,641540],[574483,641567],[579328,642115],[580101,642143],[586914,642784],[587100,642811],[590227,643054],[590823,643077],[594970,643422],[595701,640096],[597623,640345],[598316,633774],[600689,643834],[601285,643857],[604022,644019],[604477,641536],[607661,644200],[607847,644227],[610039,642293],[610638,637733],[610673,628112],[612489,644479],[612944,642780],[615149,643050],[617401,644645],[617997,644668],[619766,643519],[619952,643546],[620205,633624],[620424,640572],[621825,643830],[625592,644906],[626047,644196],[626866,637359],[626917,637410],[627462,644283],[627827,637730],[628013,642471],[630979,640002],[631030,640053],[631800,644641],[632778,640302],[632818,640342],[633233,643515],[633533,640582],[635786,642072],[635826,642112],[637081,642268],[637116,642303],[639204,643397],[639239,643432]
   ]
cell #3045 :
  |C| = 105
  W-rep = phi[[1, 1, 1, 1, 1],[2]]+phi[[1, 1],[2, 1, 1, 1]]
  special rep = phi[[1, 1],[2, 1, 1, 1]] , dim = 84
  orbit = [3, 3, 2, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 84
     63 tau_infinity subcells with 1 member(s)
     21 tau_infinity subcells with 2 member(s)
  subcells = [
     [461387],[490909],[515391],[518301],[532469],[540047],[542777],[549623],[554987],[561544],[561692],[569859],[574341],[574489],[579329],[580135],[586958],[587106],[590432],[590857],[594978],[595722],[597624],[598317],[600894],[601319],[604175],[604498],[607705],[607853],[610047],[610639],[610683],[612642],[612965],[615254],[617606],[618031],[619810],[619958],[620260],[620432],[621930],[625745],[626068],[627071],[627133],[627496],[627871],[628019],[631643],[631705],[631905],[632931],[632981],[633254],[633567],[636254],[636304],[637186],[637234],[639514],[639562],
     [573653,623943],[584754,611994],[586270,629060],[599568,621457],[599891,634157],[605501,625097],[607017,636410],[611616,628737],[613968,630214],[616280,631432],[616603,639378],[621668,635445],[621730,635507],[622956,635234],[623279,641262],[624719,636087],[628904,638983],[628954,639033],[629836,638816],[634293,641398],[634341,641446]
   ]
cell #3046 :
  |C| = 147
  W-rep = phi[[1, 1],[2, 1, 1, 1]]+phi[[1],[2, 2, 1, 1]]
  special rep = phi[[1, 1],[2, 1, 1, 1]] , dim = 84
  orbit = [3, 3, 2, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 84
     21 tau_infinity subcells with 1 member(s)
     63 tau_infinity subcells with 2 member(s)
  subcells = [
     [611761],[621283],[622643],[623886],[624864],[628616],[629003],[629611],[629981],[631258],[634100],[634753],[634805],[635060],[635966],[636353],[638494],[638695],[639321],[641072],[641205],
     [461397,598271],[491006,610324],[515488,619069],[518373,620177],[532566,624516],[540119,626889],[542843,627806],[549720,629633],[555059,631002],[561472,632741],[561758,632797],[564843,620526],[569931,634804],[574269,635749],[574555,635805],[579426,636983],[580080,637061],[582906,627930],[583049,610692],[586886,638478],[587172,638534],[590199,639111],[590802,639184],[595050,640025],[595685,640095],[597721,633201],[597889,620323],[598070,633596],[600661,640995],[601264,641068],[604001,641492],[604461,641535],[607633,642035],[607919,642091],[608960,627406],[610119,637382],[610302,627908],[610479,637709],[612468,642736],[612928,642779],[615133,643049],[615967,632618],[617373,643304],[617976,643377],[619047,633179],[619738,640265],[620024,640321],[620178,633597],[621809,643829],[624494,636961],[625571,644152],[626031,644195],[626838,637331],[626890,637383],[627441,642248],[630951,639974],[631003,640026],[631784,644640],[632757,640281],[633217,643514],[635765,642051],[637065,642252],[639188,643381]
   ]
cell #3047 :
  |C| = 105
  W-rep = phi[[2, 1, 1, 1, 1],[1]]+phi[[2, 1],[1, 1, 1, 1]]
  special rep = phi[[2, 1],[1, 1, 1, 1]] , dim = 70
  orbit = [4, 2, 2, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     35 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [519011],[543103],[543467],[562858],[564422],[564462],[577375],[581231],[581271],[582661],[582670],[593357],[593397],[596474],[596636],[596645],[597906],[606365],[606527],[606536],[609028],[609101],[609242],[616894],[616967],[617108],[619115],[619149],[624661],[625202],[625236],[626936],[631118],[631508],[635875],
     [522125,599843],[543700,628170],[546031,611834],[547669,589992],[556483,616555],[566582,634041],[566856,621317],[568238,603819],[568278,603859],[571355,623231],[575737,624937],[584619,628596],[585618,614832],[585780,614994],[585789,615003],[588354,630054],[591701,639262],[591975,631292],[598484,634030],[600182,623570],[600255,623643],[600396,623784],[602163,641146],[602437,635094],[605366,635946],[610829,638024],[611219,642615],[611558,629778],[612099,630319],[612133,630353],[613833,638675],[620619,640786],[621143,634920],[621533,635310],[628525,638604]
   ]
cell #3048 :
  |C| = 105
  W-rep = phi[[1, 1, 1, 1, 1],[2]]+phi[[1, 1],[2, 1, 1, 1]]
  special rep = phi[[1, 1],[2, 1, 1, 1]] , dim = 84
  orbit = [3, 3, 2, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 84
     63 tau_infinity subcells with 1 member(s)
     21 tau_infinity subcells with 2 member(s)
  subcells = [
     [461409],[491110],[516106],[518477],[519020],[533184],[540675],[542936],[543204],[543469],[550338],[555615],[561941],[562239],[563473],[564464],[564499],[570487],[574738],[575036],[580044],[580467],[581273],[581760],[582678],[582742],[587355],[587653],[590280],[591189],[593399],[595606],[595986],[596653],[596807],[597105],[597919],[600742],[601651],[604063],[604762],[606544],[608102],[608400],[609109],[609255],[609382],[612530],[613229],[615169],[616975],[617121],[617454],[618363],[619177],[619386],[621845],[625264],[625633],[626332],[626972],[631544],[631820],
     [530831,623882],[546039,611842],[547985,628999],[566884,621345],[567093,634096],[568280,603861],[575745,624945],[577691,636349],[584655,628652],[585797,615011],[588362,630062],[592003,631320],[592212,639317],[600263,623651],[600409,623797],[602465,635122],[602674,641201],[605402,636002],[612161,630381],[613869,638731],[621569,635346]
   ]
cell #3049 :
  |C| = 105
  W-rep = phi[[2, 1],[1, 1, 1, 1]]+phi[[],[3, 2, 1, 1]]
  special rep = phi[[2, 1],[1, 1, 1, 1]] , dim = 70
  orbit = [4, 2, 2, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     35 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [522653],[546474],[550341],[557011],[567202],[570520],[570547],[571883],[576180],[584819],[587550],[587645],[587680],[588797],[592321],[599270],[601594],[601813],[601903],[602783],[605566],[610845],[612389],[613203],[613338],[614033],[615982],[620745],[621763],[622373],[622658],[628255],[628291],[628974],[633866],
     [461412,519023],[491113,543207],[491562,543477],[516109,563476],[518510,564532],[518537,564559],[533187,580047],[540708,581793],[540735,581820],[542928,582734],[542963,582769],[555648,595639],[555675,595666],[562136,597002],[562231,597097],[562266,597132],[564298,597973],[574933,608297],[575028,608392],[575063,608427],[580410,609325],[580629,609544],[580719,609634],[591132,618306],[591351,618525],[591441,618615],[595960,619360],[596095,619495],[603922,625492],[604736,626306],[604871,626441],[608690,627136],[615087,631738],[615697,632348],[623857,636324]
   ]
cell #3050 :
  |C| = 105
  W-rep = phi[[2, 1],[1, 1, 1, 1]]+phi[[],[3, 2, 1, 1]]
  special rep = phi[[2, 1],[1, 1, 1, 1]] , dim = 70
  orbit = [4, 2, 2, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     35 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [522737],[546548],[550342],[557095],[567257],[570532],[570546],[571967],[576254],[584820],[587634],[587639],[587691],[588871],[592376],[599271],[601588],[601887],[601899],[602838],[605567],[610846],[612383],[613199],[613393],[614034],[615983],[620739],[621759],[622374],[622659],[628251],[628292],[628975],[633867],
     [461413,519024],[491114,543208],[491561,543476],[516110,563477],[518522,564544],[518536,564558],[533188,580048],[540720,581805],[540734,581819],[542922,582728],[542974,582780],[555660,595651],[555674,595665],[562220,597086],[562225,597091],[562277,597143],[564294,597969],[575017,608381],[575022,608386],[575074,608438],[580404,609319],[580703,609618],[580715,609630],[591126,618300],[591425,618599],[591437,618611],[595956,619356],[596150,619550],[603916,625486],[604732,626302],[604926,626496],[608691,627137],[615083,631734],[615698,632349],[623858,636325]
   ]
cell #3051 :
  |C| = 105
  W-rep = phi[[2, 1, 1, 1, 1],[1]]+phi[[2, 1],[1, 1, 1, 1]]
  special rep = phi[[2, 1],[1, 1, 1, 1]] , dim = 70
  orbit = [4, 2, 2, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     35 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [461421],[491217],[491573],[516784],[518602],[518640],[536257],[541314],[541352],[543022],[543050],[558308],[558346],[562588],[562777],[562805],[564383],[577105],[577294],[577322],[580826],[581017],[581192],[592952],[593143],[593318],[596305],[596420],[605149],[606196],[606311],[608965],[616022],[616831],[624542],
     [465688,567396],[495253,585083],[497353,553411],[508850,592515],[522071,599789],[523950,573180],[523988,573218],[528230,602977],[534157,605830],[545895,611679],[547399,589722],[547588,589911],[547616,589939],[551311,614297],[556429,616501],[566421,621059],[567833,603414],[568024,603605],[568199,603780],[571301,623177],[575601,624782],[583343,628191],[584402,613616],[585449,614663],[585564,614778],[588218,629899],[591540,631034],[598568,620857],[599310,622698],[600119,623507],[602002,634836],[610885,628331],[611058,637940],[611439,629659],[620654,633911]
   ]
cell #3052 :
  |C| = 105
  W-rep = phi[[2, 1, 1, 1, 1],[1]]+phi[[2, 1],[1, 1, 1, 1]]
  special rep = phi[[2, 1],[1, 1, 1, 1]] , dim = 70
  orbit = [4, 2, 2, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     35 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [461422],[491218],[491572],[516785],[518614],[518639],[536258],[541326],[541351],[543015],[543061],[558320],[558345],[562672],[562770],[562816],[564378],[577189],[577287],[577333],[580819],[581091],[581187],[592945],[593217],[593313],[596300],[596475],[605142],[606191],[606366],[608966],[616017],[616832],[624543],
     [465772,567805],[495327,585422],[497354,553412],[508934,592924],[522126,600054],[523962,573192],[523987,573217],[528314,603386],[534231,606169],[545896,611844],[547483,589806],[547581,589904],[547627,589950],[551385,614636],[556484,616766],[566422,621063],[567826,603407],[568098,603679],[568194,603775],[571356,623442],[575602,624947],[583344,628195],[584395,613609],[585444,614658],[585619,614833],[588219,630064],[591541,631038],[598561,620850],[599305,622693],[600120,623508],[602003,634840],[610880,628326],[611059,637944],[611440,629660],[620655,633912]
   ]
cell #3053 :
  |C| = 147
  W-rep = phi[[1, 1],[2, 1, 1, 1]]+phi[[1],[2, 2, 1, 1]]
  special rep = phi[[1, 1],[2, 1, 1, 1]] , dim = 84
  orbit = [3, 3, 2, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 84
     21 tau_infinity subcells with 1 member(s)
     63 tau_infinity subcells with 2 member(s)
  subcells = [
     [615221],[621308],[621897],[628642],[628704],[631283],[631872],[634120],[635085],[635992],[636054],[638519],[638721],[638783],[639341],[641098],[641127],[641225],[642799],[642821],[642829],
     [491528,543422],[518336,564202],[540082,580298],[542775,582464],[555022,591020],[561690,595849],[564164,597740],[569894,601482],[574487,604625],[580105,608545],[580260,608601],[587104,613092],[590827,615552],[590982,615608],[595013,618194],[595711,618740],[601289,622228],[601444,622284],[604026,624097],[604487,624187],[607851,626195],[608494,626660],[610082,627659],[612493,629214],[612954,629304],[615159,630711],[615501,630773],[618001,632203],[618156,632259],[619956,633381],[620467,633730],[621835,634513],[622177,634575],[623906,635599],[625596,636564],[626057,636654],[627466,637484],[627621,637540],[628017,637803],[628140,637887],[629023,638328],[631810,639734],[632152,639796],[632782,640306],[633243,640396],[633537,640586],[633692,640642],[633763,640695],[635790,642076],[636373,641885],[637091,642278],[637120,642307],[637433,642340],[637665,642481],[637673,642489],[639214,643407],[639243,643436],[640115,643534],[640137,643556],[640145,643564],[641555,644215],[641577,644237],[641585,644245]
   ]
cell #3054 :
  |C| = 105
  W-rep = phi[[1, 1, 1, 1, 1],[2]]+phi[[1, 1],[2, 1, 1, 1]]
  special rep = phi[[1, 1],[2, 1, 1, 1]] , dim = 84
  orbit = [3, 3, 2, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 84
     63 tau_infinity subcells with 1 member(s)
     21 tau_infinity subcells with 2 member(s)
  subcells = [
     [518962],[542815],[561730],[564172],[574527],[580268],[582456],[587144],[590990],[595740],[595841],[601452],[604516],[604617],[607891],[608516],[612983],[613084],[615272],[615523],[618164],[618718],[619996],[621948],[622199],[623984],[624165],[626086],[626187],[627629],[628057],[629101],[629282],[630633],[631923],[632174],[633272],[633373],[633700],[633803],[634435],[636451],[636632],[637204],[637455],[637694],[637795],[637857],[639532],[639656],[640193],[640222],[640374],[640557],[640565],[641758],[641787],[642200],[642222],[642230],[643204],[643226],[643234],
     [604094,623962],[611634,628755],[612561,629079],[621195,634198],[621376,634176],[624737,636105],[625664,636429],[628564,638123],[629854,638834],[631170,639419],[631351,639397],[634311,641416],[634972,641303],[635153,641281],[635914,641680],[638201,643002],[638230,643031],[638643,642924],[640895,643984],[640917,644006],[640925,644014]
   ]
cell #3055 :
  |C| = 35
  W-rep = phi[[1],[2, 1, 1, 1, 1]]
  special rep = phi[[1],[2, 1, 1, 1, 1]] , dim = 35
  orbit = [3, 3, 1, 1, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 35
     35 tau_infinity subcells with 1 member(s)
  subcells = [
     [461450],[491534],[518342],[518959],[540088],[542812],[555028],[561727],[564157],[569900],[574524],[580253],[587141],[590975],[595019],[595689],[601437],[604465],[607888],[610088],[612932],[615137],[618149],[619993],[620473],[621813],[626035],[627614],[628054],[628146],[631788],[633221],[633685],[633800],[633820]
   ]
cell #3056 :
  |C| = 105
  W-rep = phi[[2, 1],[1, 1, 1, 1]]+phi[[],[3, 2, 1, 1]]
  special rep = phi[[2, 1],[1, 1, 1, 1]] , dim = 70
  orbit = [4, 2, 2, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     35 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [546559],[567311],[570553],[576265],[584974],[587702],[587717],[588882],[592430],[599628],[601898],[601907],[601948],[602892],[605721],[611423],[613207],[613447],[613461],[614188],[616340],[620638],[621767],[622379],[622528],[623016],[624526],[628259],[628980],[629423],[629643],[633872],[633895],[634360],[637923],
     [491568,543483],[518543,564565],[518995,564830],[540741,581826],[542985,582791],[543000,582806],[555681,595672],[562288,597154],[562303,597169],[564302,597977],[564343,598018],[575085,608449],[575100,608464],[580714,609629],[580723,609638],[580764,609679],[582568,610398],[591436,618610],[591445,618619],[591486,618660],[595964,619364],[596204,619604],[596218,619618],[604740,626310],[604980,626550],[604994,626564],[608696,627142],[608845,627291],[615091,631742],[615703,632354],[615852,632503],[618859,632991],[623863,636330],[624306,636773],[630558,639581]
   ]
cell #3057 :
  |C| = 105
  W-rep = phi[[2, 1, 1, 1, 1],[1]]+phi[[2, 1],[1, 1, 1, 1]]
  special rep = phi[[2, 1],[1, 1, 1, 1]] , dim = 70
  orbit = [4, 2, 2, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     35 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [519013],[543105],[543465],[562860],[564445],[564460],[577377],[581254],[581269],[582648],[582689],[593380],[593395],[596614],[596623],[596664],[597897],[606505],[606514],[606555],[608979],[609219],[609233],[616845],[617085],[617099],[619081],[619230],[624556],[625168],[625317],[626920],[631049],[631492],[635839],
     [522265,567721],[546149,585348],[547671,589994],[556623,592840],[566937,599999],[568261,603842],[568276,603857],[571495,603302],[575855,606095],[584603,611843],[585758,614972],[585767,614981],[585808,615022],[588472,614562],[592056,616711],[599264,621062],[600133,623521],[600373,623761],[600387,623775],[602518,623387],[605350,624946],[610839,628194],[611453,629673],[612065,630285],[612214,630434],[613817,630063],[615976,631037],[620668,633925],[621074,634851],[621517,635294],[622652,634839],[628206,637955],[628285,637943],[628489,638568],[633840,640750]
   ]
cell #3058 :
  |C| = 36
  W-rep = phi[[2],[1, 1, 1, 1, 1]]+phi[[],[3, 1, 1, 1, 1]]
  special rep = phi[[2],[1, 1, 1, 1, 1]] , dim = 21
  orbit = [4, 2, 1, 1, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 1
  number of tau_infinity subcells = 21
     6 tau_infinity subcells with 1 member(s)
     15 tau_infinity subcells with 2 member(s)
  subcells = [
     [587162],[601488],[613073],[622157],[628968],[633860],
     [491613,610741],[518980,620554],[542833,628075],[543428,628125],[561748,620014],[564208,633736],[574545,607909],[580304,627665],[582445,637784],[591026,618200],[595830,633362],[604606,626176],[608474,637413],[615481,632132],[623851,636318]
   ]
cell #3059 :
  |C| = 147
  W-rep = phi[[1, 1],[2, 1, 1, 1]]+phi[[1],[2, 2, 1, 1]]
  special rep = phi[[1, 1],[2, 1, 1, 1]] , dim = 84
  orbit = [3, 3, 2, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 84
     21 tau_infinity subcells with 1 member(s)
     63 tau_infinity subcells with 2 member(s)
  subcells = [
     [630613],[634130],[634415],[638080],[638103],[638560],[639351],[639636],[640820],[641122],[641235],[641637],[641660],[642809],[642816],[642881],[642904],[643129],[643871],[643909],[644495],
     [543443,583037],[564286,597823],[580382,608684],[582513,610244],[591104,615691],[595898,618828],[597780,620133],[601566,622367],[604674,624275],[608504,626670],[608641,626726],[610701,628119],[613141,629392],[615511,630783],[615648,630839],[618278,632342],[618710,632639],[620395,633676],[620509,633776],[622187,634585],[622324,634641],[623916,635609],[624157,635647],[626244,636742],[626640,636993],[627743,637623],[627832,637735],[627949,637753],[629033,638338],[629274,638376],[630590,639093],[630753,639116],[632162,639806],[632299,639862],[632823,640347],[633430,640484],[633532,640581],[633633,640601],[634392,640977],[634555,641000],[635524,641480],[635831,642117],[636383,641895],[636624,641933],[637115,642302],[637443,642350],[637580,642406],[637660,642476],[638253,642724],[639238,643431],[639613,643286],[639776,643309],[640125,643544],[640132,643551],[640366,643582],[641565,644225],[641572,644232],[641810,644140],[642157,644297],[642320,644320],[643091,644682],[643459,644720],[644035,644922]
   ]
cell #3060 :
  |C| = 105
  W-rep = phi[[1, 1, 1, 1, 1],[2]]+phi[[1, 1],[2, 1, 1, 1]]
  special rep = phi[[1, 1],[2, 1, 1, 1]] , dim = 84
  orbit = [3, 3, 2, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 84
     63 tau_infinity subcells with 1 member(s)
     21 tau_infinity subcells with 2 member(s)
  subcells = [
     [564797],[582558],[595943],[597788],[604719],[608649],[610236],[613186],[615656],[618728],[618820],[620536],[622332],[624175],[624267],[626289],[626652],[627994],[628102],[629292],[629384],[630643],[630765],[632307],[632627],[633475],[633578],[633641],[634445],[634567],[635556],[635635],[636642],[636734],[637245],[637588],[637689],[637745],[638285],[638364],[639061],[639573],[639666],[639788],[640217],[640384],[640476],[640552],[640945],[641782],[641842],[641921],[642210],[642217],[642332],[643214],[643221],[643254],[643491],[643570],[644102],[644265],[644615],
     [623942,635544],[628574,638133],[629059,638273],[634077,640852],[634156,640840],[634352,641457],[635924,641690],[636409,641830],[638048,642654],[638225,643026],[638653,642934],[639298,643161],[639377,643149],[640905,643994],[640912,644001],[641182,643941],[641261,643929],[641605,644070],[642686,644562],[642849,644530],[643804,644867]
   ]
cell #3061 :
  |C| = 35
  W-rep = phi[[1],[2, 1, 1, 1, 1]]
  special rep = phi[[1],[2, 1, 1, 1, 1]] , dim = 35
  orbit = [3, 3, 1, 1, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 35
     35 tau_infinity subcells with 1 member(s)
  subcells = [
     [461451],[491535],[518343],[518958],[540089],[542811],[555029],[561726],[564156],[569901],[574523],[580252],[587140],[590974],[595020],[595688],[601436],[604464],[607887],[610089],[612931],[615136],[618148],[619992],[620474],[620576],[621812],[626034],[627613],[628053],[628147],[631787],[633220],[633684],[633799]
   ]
cell #3062 :
  |C| = 105
  W-rep = phi[[2, 1, 1, 1, 1],[1]]+phi[[2, 1],[1, 1, 1, 1]]
  special rep = phi[[2, 1],[1, 1, 1, 1]] , dim = 70
  orbit = [4, 2, 2, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     35 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [491579],[518646],[519006],[541358],[543084],[543098],[558352],[562839],[562853],[564382],[564434],[577356],[577370],[581186],[581191],[581243],[582640],[593312],[593317],[593369],[596304],[596603],[596615],[606195],[606494],[606506],[608971],[609165],[616021],[616837],[617031],[619076],[624548],[625163],[631044],
     [495422,547031],[522254,567710],[523994,573224],[534326,576737],[546095,585294],[547650,589973],[547664,589987],[551480,589354],[556612,592829],[566783,599845],[568193,603774],[568198,603779],[568250,603831],[571484,603291],[575801,606041],[584330,611430],[585448,614662],[585747,614961],[585759,614973],[588418,614508],[591902,616557],[598496,620645],[599309,622697],[600125,623513],[600319,623707],[602364,623233],[605077,624533],[610884,628330],[611445,629665],[612060,630280],[613544,629650],[620660,633917],[620785,633902],[621069,634846],[628201,637950]
   ]
cell #3063 :
  |C| = 36
  W-rep = phi[[2],[1, 1, 1, 1, 1]]+phi[[],[3, 1, 1, 1, 1]]
  special rep = phi[[2],[1, 1, 1, 1, 1]] , dim = 21
  orbit = [4, 2, 1, 1, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 1
  number of tau_infinity subcells = 21
     6 tau_infinity subcells with 1 member(s)
     15 tau_infinity subcells with 2 member(s)
  subcells = [
     [569913],[587151],[601434],[612919],[621744],[628236],
     [461452,598343],[491547,610720],[518355,620486],[518969,620543],[540101,610101],[542822,628064],[555041,595032],[561737,620003],[564154,633682],[574534,607898],[580250,627611],[590972,618146],[595676,633208],[604452,626022],[615068,631719]
   ]
cell #3064 :
  |C| = 36
  W-rep = phi[[2],[1, 1, 1, 1, 1]]+phi[[],[3, 1, 1, 1, 1]]
  special rep = phi[[2],[1, 1, 1, 1, 1]] , dim = 21
  orbit = [4, 2, 1, 1, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 1
  number of tau_infinity subcells = 21
     6 tau_infinity subcells with 1 member(s)
     15 tau_infinity subcells with 2 member(s)
  subcells = [
     [570005],[587235],[601500],[612922],[621747],[628239],
     [461453,564877],[491559,583089],[518447,598144],[518981,598300],[540193,610193],[542906,610542],[555133,595124],[561821,620087],[564220,620329],[574618,607982],[580316,627677],[591038,618212],[595679,633211],[604455,626025],[615071,631722]
   ]
cell #3065 :
  |C| = 105
  W-rep = phi[[1, 1, 1, 1, 1],[2]]+phi[[1, 1],[2, 1, 1, 1]]
  special rep = phi[[1, 1],[2, 1, 1, 1]] , dim = 84
  orbit = [3, 3, 2, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 84
     63 tau_infinity subcells with 1 member(s)
     21 tau_infinity subcells with 2 member(s)
  subcells = [
     [518997],[543002],[562305],[564315],[564832],[575102],[580736],[582577],[582808],[583060],[587719],[591458],[596013],[596227],[597171],[597963],[597990],[601920],[604789],[605003],[608466],[608730],[609299],[609651],[610356],[610407],[613256],[613470],[615196],[615737],[617165],[618632],[618875],[619311],[619413],[619627],[620223],[621872],[622413],[623932],[624322],[625398],[626359],[626573],[626999],[627096],[627176],[629049],[629439],[630594],[631571],[631668],[631847],[632388],[632876],[633007],[634396],[636199],[636399],[636789],[637149],[639477],[639617],
     [573406,635520],[584682,628679],[586023,638249],[599513,634146],[599644,640816],[600453,623841],[605429,636029],[606770,641806],[611579,638084],[612295,630515],[613896,638758],[616225,639367],[616356,643125],[621596,635373],[621693,635470],[622901,641251],[623032,643905],[624682,641641],[628849,638928],[629799,642885],[634256,641361]
   ]
cell #3066 :
  |C| = 105
  W-rep = phi[[2, 1, 1, 1, 1],[1]]+phi[[2, 1],[1, 1, 1, 1]]
  special rep = phi[[2, 1],[1, 1, 1, 1]] , dim = 70
  orbit = [4, 2, 2, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     35 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [491577],[518644],[519008],[541356],[543060],[543100],[558350],[562815],[562855],[564395],[564413],[577332],[577372],[581027],[581204],[581222],[582649],[593153],[593330],[593348],[596338],[596465],[596624],[606229],[606356],[606515],[608995],[609065],[616055],[616861],[616931],[619085],[624572],[625172],[631053],
     [495263,585093],[522116,599834],[523992,573222],[534167,605840],[545995,611798],[547626,589949],[547666,589989],[551321,614307],[556474,616546],[565017,633836],[566792,621233],[568034,603615],[568211,603792],[568229,603810],[571346,623222],[575701,624901],[584458,628485],[585482,614696],[585609,614823],[585768,614982],[588318,630018],[591911,631208],[599343,622731],[600149,623537],[600219,623607],[602373,635010],[605205,635835],[610918,628364],[611469,629689],[612069,630289],[613672,638564],[620684,633941],[620913,640746],[621078,634855],[628210,637959]
   ]
cell #3067 :
  |C| = 105
  W-rep = phi[[1, 1, 1, 1, 1],[2]]+phi[[1, 1],[2, 1, 1, 1]]
  special rep = phi[[1, 1],[2, 1, 1, 1]] , dim = 84
  orbit = [3, 3, 2, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 84
     63 tau_infinity subcells with 1 member(s)
     21 tau_infinity subcells with 2 member(s)
  subcells = [
     [543456],[564371],[580792],[582589],[583071],[591514],[596239],[597843],[598046],[598283],[601976],[605015],[608763],[608914],[609707],[610390],[610419],[613482],[615770],[615921],[618688],[618905],[619345],[619639],[620235],[620277],[622446],[622597],[624021],[624352],[625432],[626585],[626775],[627108],[627209],[627360],[627851],[629138],[629469],[630659],[630888],[631680],[632421],[632572],[632909],[632961],[633037],[634461],[634690],[635560],[636232],[636284],[636488],[636819],[637179],[637268],[638289],[639507],[639682],[639911],[640167],[641732],[641846],
     [590136,639057],[599546,634235],[600598,640941],[611609,638149],[611698,642650],[612329,630549],[616258,639456],[617310,643250],[621169,640856],[621705,635482],[622934,641340],[624712,641706],[624801,644066],[628882,638961],[628934,639013],[629829,642950],[629918,644526],[631144,643165],[634286,641391],[634946,643945],[638175,642976]
   ]
cell #3068 :
  |C| = 105
  W-rep = phi[[1, 1, 1, 1, 1],[2]]+phi[[1, 1],[2, 1, 1, 1]]
  special rep = phi[[1, 1],[2, 1, 1, 1]] , dim = 84
  orbit = [3, 3, 2, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 84
     63 tau_infinity subcells with 1 member(s)
     21 tau_infinity subcells with 2 member(s)
  subcells = [
     [518986],[542911],[561826],[564243],[574623],[580339],[582514],[587240],[591061],[595748],[595899],[598305],[601523],[604524],[604675],[607987],[608520],[610547],[610682],[612991],[613142],[615280],[615527],[618235],[618714],[620092],[620259],[620352],[621956],[622203],[623988],[624161],[626094],[626245],[627132],[627700],[627863],[627950],[629105],[629278],[630629],[631704],[631931],[632178],[632973],[633280],[633431],[633561],[634431],[636296],[636455],[636628],[637212],[637228],[637459],[639540],[639556],[639652],[640197],[640370],[641762],[642196],[643200],
     [604090,635541],[611642,628763],[612557,638270],[621199,634202],[621372,640837],[621729,635506],[624745,636113],[625660,641827],[628560,638119],[628946,639025],[629862,638842],[631174,639423],[631347,643146],[634319,641424],[634335,641440],[634976,641307],[635149,643926],[635910,641676],[638205,643006],[638639,642920],[640891,643980]
   ]
cell #3069 :
  |C| = 147
  W-rep = phi[[1, 1],[2, 1, 1, 1]]+phi[[1],[2, 2, 1, 1]]
  special rep = phi[[1, 1],[2, 1, 1, 1]] , dim = 84
  orbit = [3, 3, 2, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 84
     21 tau_infinity subcells with 1 member(s)
     63 tau_infinity subcells with 2 member(s)
  subcells = [
     [621316],[628646],[629635],[630575],[631291],[634116],[634377],[634817],[635093],[635996],[638065],[638527],[638543],[638725],[639337],[639598],[641102],[641221],[641622],[642795],[642866],
     [491552,610670],[518440,620202],[540186,626914],[542855,627809],[555126,631027],[561770,632800],[564231,633521],[569998,634829],[574567,635808],[580113,637064],[580327,637104],[583082,628109],[587184,638537],[590835,639187],[591049,639227],[595117,640050],[595715,640098],[598137,633621],[598273,620528],[601297,641071],[601511,641111],[604034,641495],[604491,641538],[607931,642094],[608490,642142],[610186,637407],[610326,627932],[610491,637712],[612501,642739],[612958,642782],[615163,643052],[615497,643076],[618009,643380],[618223,643420],[619071,633203],[620036,640324],[620190,633609],[620340,640570],[621839,643832],[622173,643856],[623902,644018],[624518,636985],[625604,644155],[626061,644198],[626902,637395],[627474,642251],[627688,642291],[627815,637718],[629019,644478],[631015,640038],[631814,644643],[632148,644667],[632790,640314],[632806,640330],[633247,643517],[635798,642084],[635814,642100],[636369,644905],[637095,642282],[637429,644282],[639218,643411],[640111,643530],[641551,644211]
   ]
cell #3070 :
  |C| = 56
  W-rep = phi[[1, 1, 1, 1, 1],[1, 1]]+phi[[1, 1, 1],[1, 1, 1, 1]]
  special rep = phi[[1, 1, 1],[1, 1, 1, 1]] , dim = 35
  orbit = [2, 2, 2, 2, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 35
     14 tau_infinity subcells with 1 member(s)
     21 tau_infinity subcells with 2 member(s)
  subcells = [
     [564821],[582717],[596692],[597918],[606583],[609254],[610344],[617120],[619148],[619299],[625235],[625386],[626966],[631538],
     [465563,599483],[508725,616195],[528105,622871],[547274,628819],[562463,632846],[566855,621232],[567006,634081],[576980,636169],[584649,628590],[585836,615050],[589597,638898],[591974,631207],[592125,639302],[600408,623796],[602436,635009],[602587,641186],[605396,635940],[612132,630352],[612283,630503],[613863,638669],[621563,635340]
   ]
cell #3071 :
  |C| = 35
  W-rep = phi[[1, 1, 1, 1],[1, 1, 1]]
  special rep = phi[[1, 1, 1, 1],[1, 1, 1]] , dim = 35
  orbit = [2, 2, 2, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 35
     35 tau_infinity subcells with 1 member(s)
  subcells = [
     [465564],[508726],[528106],[547275],[562464],[567007],[576981],[584650],[589598],[592126],[599485],[602588],[605397],[610345],[612284],[613864],[616197],[619300],[621564],[622873],[625387],[626967],[628591],[628821],[630504],[631539],[632848],[634083],[635341],[635941],[636171],[638670],[638900],[639304],[641188]
   ]
cell #3072 :
  |C| = 35
  W-rep = phi[[1, 1, 1, 1],[1, 1, 1]]
  special rep = phi[[1, 1, 1, 1],[1, 1, 1]] , dim = 35
  orbit = [2, 2, 2, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 35
     35 tau_infinity subcells with 1 member(s)
  subcells = [
     [465565],[508727],[528107],[547276],[562465],[567008],[576982],[584651],[589599],[592127],[599488],[602589],[605398],[610346],[612285],[613865],[616200],[619301],[621565],[622876],[625388],[626968],[628592],[628824],[630505],[631540],[632851],[634086],[635342],[635942],[636174],[638671],[638903],[639307],[641191]
   ]
cell #3073 :
  |C| = 35
  W-rep = phi[[1, 1, 1, 1],[1, 1, 1]]
  special rep = phi[[1, 1, 1, 1],[1, 1, 1]] , dim = 35
  orbit = [2, 2, 2, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 35
     35 tau_infinity subcells with 1 member(s)
  subcells = [
     [465571],[508733],[528113],[547282],[562471],[567014],[576988],[584678],[589605],[592133],[599503],[602595],[605425],[610352],[612291],[613892],[616215],[619307],[621592],[622891],[625394],[626995],[628675],[628839],[630511],[631567],[632866],[634136],[635369],[636025],[636189],[638754],[638918],[639357],[641241]
   ]
cell #3074 :
  |C| = 35
  W-rep = phi[[1, 1, 1, 1],[1, 1, 1]]
  special rep = phi[[1, 1, 1, 1],[1, 1, 1]] , dim = 35
  orbit = [2, 2, 2, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 35
     35 tau_infinity subcells with 1 member(s)
  subcells = [
     [465572],[508734],[528114],[547283],[562472],[567015],[576989],[584679],[589606],[592134],[599507],[602596],[605426],[610353],[612292],[613893],[616219],[619308],[621593],[622895],[625395],[626996],[628676],[628843],[630512],[631568],[632870],[634140],[635370],[636026],[636193],[638755],[638922],[639361],[641245]
   ]
cell #3075 :
  |C| = 105
  W-rep = phi[[1, 1, 1, 1, 1],[2]]+phi[[1, 1],[2, 1, 1, 1]]
  special rep = phi[[1, 1],[2, 1, 1, 1]] , dim = 84
  orbit = [3, 3, 2, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 84
     63 tau_infinity subcells with 1 member(s)
     21 tau_infinity subcells with 2 member(s)
  subcells = [
     [491529],[518337],[540083],[542782],[555023],[561697],[564169],[569895],[574494],[580140],[580265],[587111],[590862],[590987],[595014],[595737],[601324],[601449],[604180],[604513],[607858],[608509],[610083],[612647],[612980],[615269],[615516],[618036],[618161],[619963],[620468],[621945],[622192],[623977],[625750],[626083],[627501],[627626],[628024],[628141],[629094],[631920],[632167],[632936],[633269],[633572],[633697],[633770],[636259],[636444],[637201],[637239],[637448],[637691],[637701],[639529],[639567],[640186],[640219],[640229],[641751],[641784],[641794],
     [590316,630623],[599573,621462],[600778,634425],[611631,628752],[611878,638113],[616285,631437],[617490,639646],[621188,634191],[622961,635239],[624734,636102],[624981,641670],[628909,638988],[629851,638831],[630098,642914],[631163,639412],[634308,641413],[634346,641451],[634965,641296],[638194,642995],[638227,643028],[638237,643038]
   ]
cell #3076 :
  |C| = 147
  W-rep = phi[[1, 1],[2, 1, 1, 1]]+phi[[1],[2, 2, 1, 1]]
  special rep = phi[[1, 1],[2, 1, 1, 1]] , dim = 84
  orbit = [3, 3, 2, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 84
     21 tau_infinity subcells with 1 member(s)
     63 tau_infinity subcells with 2 member(s)
  subcells = [
     [590339],[600801],[611901],[617513],[621282],[621295],[625004],[628622],[630121],[631257],[631270],[635059],[635072],[635972],[638441],[638493],[638506],[638701],[641045],[641078],[642766],
     [491539,583028],[518347,597769],[540093,608630],[542770,610208],[555033,615637],[561685,618792],[564159,620105],[569905,622313],[574482,624239],[580079,626685],[580092,608532],[580255,626698],[587099,629356],[590801,630798],[590814,615539],[590977,630811],[595024,632288],[595691,632649],[601263,634600],[601276,622215],[601439,634613],[604000,624071],[604013,624084],[604467,635657],[607846,636706],[610093,637569],[610712,637878],[612467,629188],[612480,629201],[612934,638386],[615139,630691],[617975,639821],[617988,632190],[618151,639834],[619951,640448],[620478,640671],[620502,640701],[621815,634493],[625570,636538],[625583,636551],[626037,641943],[627440,642365],[627453,637471],[627616,642378],[627797,642516],[628012,642533],[631790,639714],[632704,643647],[632756,640280],[632769,640293],[633223,643592],[633511,643699],[633687,643712],[635712,641998],[635764,642050],[635777,642063],[637038,644365],[637071,642258],[637645,644398],[639161,643354],[639194,643387],[640082,644762],[641522,644182]
   ]
cell #3077 :
  |C| = 147
  W-rep = phi[[1, 1],[2, 1, 1, 1]]+phi[[1],[2, 2, 1, 1]]
  special rep = phi[[1, 1],[2, 1, 1, 1]] , dim = 84
  orbit = [3, 3, 2, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 84
     21 tau_infinity subcells with 1 member(s)
     63 tau_infinity subcells with 2 member(s)
  subcells = [
     [615218],[621309],[621894],[628641],[628701],[631284],[631869],[634117],[635086],[635991],[636051],[638520],[638561],[638720],[638780],[639338],[641097],[641128],[641222],[642796],[642820],
     [491540,543433],[518348,564213],[540094,580309],[542776,582465],[555034,591031],[561691,595850],[564163,597739],[569906,601493],[574488,604626],[580106,608546],[580259,608600],[587105,613093],[590828,615553],[590981,615607],[595025,618205],[595710,618739],[601290,622229],[601443,622283],[604027,624098],[604486,624186],[607852,626196],[608491,626657],[610094,627670],[610713,628130],[612494,629215],[612953,629303],[615158,630710],[615498,630770],[618002,632204],[618155,632258],[619957,633382],[620479,633741],[620510,633777],[621834,634512],[622174,634572],[623903,635596],[625597,636565],[626056,636653],[627467,637485],[627620,637539],[627833,637736],[628018,637804],[629020,638325],[631809,639733],[632149,639793],[632783,640307],[632824,640348],[633242,640395],[633538,640587],[633691,640641],[635791,642077],[635832,642118],[636370,641882],[637090,642277],[637121,642308],[637430,642337],[637664,642480],[639213,643406],[639244,643437],[640112,643531],[640136,643555],[641552,644212],[641576,644236]
   ]
cell #3078 :
  |C| = 105
  W-rep = phi[[1, 1, 1, 1, 1],[2]]+phi[[1, 1],[2, 1, 1, 1]]
  special rep = phi[[1, 1],[2, 1, 1, 1]] , dim = 84
  orbit = [3, 3, 2, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 84
     63 tau_infinity subcells with 1 member(s)
     21 tau_infinity subcells with 2 member(s)
  subcells = [
     [491541],[518349],[540095],[542783],[555035],[561698],[564168],[569907],[574495],[580141],[580264],[587112],[590863],[590986],[595026],[595736],[601325],[601448],[604181],[604512],[607859],[608506],[610095],[610714],[612648],[612979],[615268],[615513],[618037],[618160],[619964],[620480],[620519],[621944],[622189],[623974],[625751],[626082],[627502],[627625],[627878],[628025],[629091],[631919],[632164],[632937],[632988],[633268],[633573],[633696],[636260],[636311],[636441],[637200],[637240],[637445],[637690],[639528],[639568],[640183],[640218],[641748],[641783],
     [590313,630614],[599574,621463],[600775,634416],[611630,628751],[611875,638104],[616286,631438],[617487,639637],[621185,634188],[622962,635240],[624733,636101],[624978,641661],[628910,638989],[628961,639040],[629850,638830],[630095,642905],[631160,639409],[634307,641412],[634347,641452],[634962,641293],[638191,642992],[638226,643027]
   ]
cell #3079 :
  |C| = 147
  W-rep = phi[[1, 1],[2, 1, 1, 1]]+phi[[1],[2, 2, 1, 1]]
  special rep = phi[[1, 1],[2, 1, 1, 1]] , dim = 84
  orbit = [3, 3, 2, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 84
     21 tau_infinity subcells with 1 member(s)
     63 tau_infinity subcells with 2 member(s)
  subcells = [
     [615123],[621288],[621799],[628606],[628626],[629634],[631263],[631774],[634106],[634810],[635065],[635956],[635976],[638499],[638538],[638685],[638705],[639327],[641082],[641211],[642785],
     [491551,583048],[518439,597888],[540185,608959],[542848,610295],[555125,615966],[561763,619040],[564226,620173],[569997,622642],[574560,624487],[580085,626810],[580322,626885],[583081,610691],[587177,629604],[590807,630923],[591044,630998],[595116,632617],[595695,632737],[598136,620322],[598272,620527],[601269,634725],[601506,634800],[604006,635630],[604471,635745],[607924,636954],[608480,637055],[610185,627405],[610325,627931],[610484,627901],[612473,638359],[612938,638474],[615143,639107],[615487,639178],[617981,639946],[618218,640021],[619070,633202],[620029,633172],[620183,633602],[620335,633592],[621819,640991],[622163,641062],[623892,641486],[624517,636984],[625576,641916],[626041,642031],[626895,637388],[627446,637303],[627683,637378],[627810,637713],[629009,642730],[631008,640031],[631794,643300],[632138,643371],[632762,640286],[632801,640325],[633227,640261],[635770,642056],[635809,642095],[636359,644146],[637075,642262],[637419,642242],[639198,643391],[640101,643520],[641541,644201]
   ]
cell #3080 :
  |C| = 105
  W-rep = phi[[2, 1, 1, 1, 1],[1]]+phi[[2, 1],[1, 1, 1, 1]]
  special rep = phi[[2, 1],[1, 1, 1, 1]] , dim = 70
  orbit = [4, 2, 2, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     35 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [491578],[518645],[519007],[541357],[543072],[543099],[558351],[562827],[562854],[564388],[564423],[577344],[577371],[581102],[581197],[581232],[582644],[593228],[593323],[593358],[596310],[596529],[596619],[606201],[606420],[606510],[608975],[609110],[616027],[616841],[616976],[619075],[624552],[625162],[631043],
     [495338,585433],[522180,600108],[523993,573223],[534242,606180],[546040,612004],[547638,589961],[547665,589988],[551396,614647],[556538,616820],[566782,621353],[568109,603690],[568204,603785],[568239,603820],[571410,623496],[575746,625107],[584329,628486],[585454,614668],[585673,614887],[585763,614977],[588363,630224],[591901,631328],[598495,633837],[599315,622703],[600129,623517],[600264,623652],[602363,635130],[605076,635836],[610890,628336],[611449,629669],[612059,630279],[613543,638565],[620664,633921],[620784,640747],[621068,634845],[628200,637949]
   ]
cell #3081 :
  |C| = 35
  W-rep = phi[[1],[2, 1, 1, 1, 1]]
  special rep = phi[[1],[2, 1, 1, 1, 1]] , dim = 35
  orbit = [3, 3, 1, 1, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 35
     35 tau_infinity subcells with 1 member(s)
  subcells = [
     [491611],[518967],[542820],[543419],[561735],[564199],[574532],[580295],[582449],[587149],[591017],[595834],[601479],[604610],[607896],[608484],[613077],[615491],[618191],[620001],[622167],[623896],[626180],[627656],[628062],[629013],[632142],[633366],[633727],[633808],[636363],[637423],[637788],[637884],[637902]
   ]
cell #3082 :
  |C| = 147
  W-rep = phi[[1, 1],[2, 1, 1, 1]]+phi[[1],[2, 2, 1, 1]]
  special rep = phi[[1, 1],[2, 1, 1, 1]] , dim = 84
  orbit = [3, 3, 2, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 84
     21 tau_infinity subcells with 1 member(s)
     63 tau_infinity subcells with 2 member(s)
  subcells = [
     [623949],[628645],[629066],[634122],[634163],[635995],[636416],[638075],[638724],[639343],[639384],[641101],[641133],[641227],[641268],[641632],[642801],[642824],[642876],[643866],[643881],
     [518973,564787],[542826,582494],[561741,595879],[564167,597743],[574538,604655],[580263,608604],[582451,610200],[587155,613122],[590985,615611],[595714,618743],[595836,618784],[601447,622287],[604490,624190],[604612,624231],[607902,626225],[608496,626662],[612957,629307],[613079,629348],[615162,630714],[615503,630775],[618159,632262],[618705,632634],[620007,633411],[620547,633793],[621838,634516],[622179,634577],[623908,635601],[624152,635642],[626060,636657],[626182,636698],[627624,637543],[628068,637833],[628095,637863],[629025,638330],[629269,638371],[630585,639088],[631813,639737],[632154,639798],[633246,640399],[633368,640440],[633543,640592],[633695,640645],[634387,640972],[636375,641887],[636619,641928],[637094,642281],[637126,642313],[637435,642342],[637668,642484],[637790,642525],[639217,643410],[639249,643442],[639608,643281],[640117,643536],[640140,643559],[640361,643577],[640537,643676],[641557,644217],[641580,644240],[642152,644292],[642167,644307],[643086,644677],[643101,644692]
   ]
cell #3083 :
  |C| = 105
  W-rep = phi[[1, 1, 1, 1, 1],[2]]+phi[[1, 1],[2, 1, 1, 1]]
  special rep = phi[[1, 1],[2, 1, 1, 1]] , dim = 84
  orbit = [3, 3, 2, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 84
     63 tau_infinity subcells with 1 member(s)
     21 tau_infinity subcells with 2 member(s)
  subcells = [
     [543432],[564212],[580308],[582459],[591030],[595844],[597735],[601492],[604620],[608519],[608596],[613087],[615526],[615603],[618204],[618720],[622202],[622279],[623987],[624167],[626190],[626647],[627669],[628129],[629104],[629284],[630635],[630760],[632177],[632254],[633376],[633740],[633769],[634437],[634562],[635551],[636454],[636634],[637458],[637535],[637700],[637798],[638280],[639658],[639783],[640196],[640228],[640376],[640560],[640637],[641761],[641793],[641837],[642202],[642225],[642327],[642461],[643206],[643229],[643486],[643501],[644097],[644112],
     [615208,630620],[621198,634201],[621884,634422],[628566,638125],[628691,638110],[631173,639422],[631859,639643],[634072,640847],[634975,641306],[635916,641682],[636041,641667],[638204,643005],[638236,643037],[638645,642926],[638770,642911],[639293,643156],[640897,643986],[640920,644009],[641177,643936],[642681,644557],[642696,644572]
   ]
cell #3084 :
  |C| = 35
  W-rep = phi[[1],[2, 1, 1, 1, 1]]
  special rep = phi[[1],[2, 1, 1, 1, 1]] , dim = 35
  orbit = [3, 3, 1, 1, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 35
     35 tau_infinity subcells with 1 member(s)
  subcells = [
     [491612],[518968],[542821],[543418],[561736],[564198],[574533],[580294],[582446],[587150],[591016],[595831],[601478],[604607],[607897],[608481],[613074],[615488],[618190],[620002],[622164],[623893],[626177],[627655],[628063],[628157],[629010],[632139],[633363],[633726],[633809],[636360],[637420],[637785],[637883]
   ]
cell #3085 :
  |C| = 36
  W-rep = phi[[2],[1, 1, 1, 1, 1]]+phi[[],[3, 1, 1, 1, 1]]
  special rep = phi[[2],[1, 1, 1, 1, 1]] , dim = 21
  orbit = [4, 2, 1, 1, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 1
  number of tau_infinity subcells = 21
     6 tau_infinity subcells with 1 member(s)
     15 tau_infinity subcells with 2 member(s)
  subcells = [
     [587246],[601562],[613128],[622158],[628969],[633861],
     [491614,583118],[518992,598311],[542917,610553],[543439,610697],[561832,620098],[564282,620391],[574629,607993],[580378,627739],[582500,627936],[591100,618274],[595885,633417],[604661,626231],[608475,637414],[615482,632133],[623852,636319]
   ]
cell #3086 :
  |C| = 36
  W-rep = phi[[2],[1, 1, 1, 1, 1]]+phi[[],[3, 1, 1, 1, 1]]
  special rep = phi[[2],[1, 1, 1, 1, 1]] , dim = 21
  orbit = [4, 2, 1, 1, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 1
  number of tau_infinity subcells = 21
     6 tau_infinity subcells with 1 member(s)
     15 tau_infinity subcells with 2 member(s)
  subcells = [
     [587726],[601971],[613459],[622377],[628978],[633870],
     [491615,543519],[519004,564839],[543009,582815],[543451,583066],[562312,597178],[564366,598041],[575109,608473],[580787,609702],[582566,610396],[591509,618683],[596216,619616],[604992,626562],[608694,627140],[615701,632352],[623861,636328]
   ]
cell #3087 :
  |C| = 105
  W-rep = phi[[2, 1, 1, 1, 1],[1]]+phi[[2, 1],[1, 1, 1, 1]]
  special rep = phi[[2, 1],[1, 1, 1, 1]] , dim = 70
  orbit = [4, 2, 2, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 70
     35 tau_infinity subcells with 1 member(s)
     35 tau_infinity subcells with 2 member(s)
  subcells = [
     [519012],[543104],[543466],[562859],[564433],[564461],[577376],[581242],[581270],[582654],[582679],[593368],[593396],[596539],[596629],[596654],[597901],[606430],[606520],[606545],[609000],[609155],[609237],[616866],[617021],[617103],[619095],[619185],[624577],[625182],[625272],[626926],[631063],[631498],[635845],
     [522190,600118],[546085,612049],[547670,589993],[556548,616830],[566892,621472],[568249,603830],[568277,603858],[571420,623506],[575791,625152],[583214,637909],[584609,628680],[585683,614897],[585773,614987],[585798,615012],[588408,630269],[592011,631447],[599354,634031],[600154,623542],[600309,623697],[600391,623779],[602473,635249],[605356,636030],[611474,629694],[612079,630299],[612169,630389],[613823,638759],[616066,639252],[620689,633946],[621088,634865],[621523,635300],[622742,641136],[628220,637969],[628375,642605],[628495,638574],[633846,640756]
   ]
cell #3088 :
  |C| = 105
  W-rep = phi[[1, 1, 1, 1, 1],[2]]+phi[[1, 1],[2, 1, 1, 1]]
  special rep = phi[[1, 1],[2, 1, 1, 1]] , dim = 84
  orbit = [3, 3, 2, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 84
     63 tau_infinity subcells with 1 member(s)
     21 tau_infinity subcells with 2 member(s)
  subcells = [
     [564809],[582633],[596283],[597848],[598293],[605059],[608919],[610285],[610463],[610681],[613526],[615926],[618910],[619030],[619683],[620258],[620282],[622602],[624357],[624477],[626629],[626785],[627131],[627365],[627856],[627891],[629474],[629594],[630664],[630898],[631703],[632577],[632717],[632966],[633042],[633162],[633556],[634466],[634700],[635570],[635725],[636289],[636824],[636944],[637184],[637223],[637278],[638299],[638454],[639067],[639512],[639551],[639687],[639921],[640177],[640241],[640951],[641742],[641856],[642011],[642186],[643190],[643260],
     [603961,641466],[611614,638154],[612428,642710],[621179,640866],[621243,643790],[621728,635505],[624717,641711],[625531,644126],[628550,642660],[628939,639018],[629834,642955],[631154,643175],[631218,644601],[634291,641396],[634330,641435],[634956,643955],[635020,644853],[635900,644076],[638185,642986],[638629,644536],[640881,643970]
   ]
cell #3089 :
  |C| = 105
  W-rep = phi[[1, 1, 1, 1, 1],[2]]+phi[[1, 1],[2, 1, 1, 1]]
  special rep = phi[[1, 1],[2, 1, 1, 1]] , dim = 84
  orbit = [3, 3, 2, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 84
     63 tau_infinity subcells with 1 member(s)
     21 tau_infinity subcells with 2 member(s)
  subcells = [
     [543444],[564287],[580383],[582519],[591105],[595904],[597784],[601567],[604680],[608525],[608645],[610702],[613147],[615532],[615652],[618279],[618724],[620396],[620518],[622208],[622328],[623993],[624171],[626250],[626646],[627744],[627877],[627955],[629110],[629288],[630639],[630759],[632183],[632303],[632987],[633436],[633566],[633637],[634441],[634561],[635550],[636310],[636460],[636638],[637233],[637464],[637584],[637685],[638279],[639561],[639662],[639782],[640202],[640213],[640380],[641767],[641778],[641836],[642206],[642326],[643210],[643485],[644096],
     [615207,639058],[621204,634207],[621883,640942],[628570,638129],[628690,642651],[628960,639039],[631179,639428],[631858,643251],[634071,640846],[634340,641445],[634981,641312],[635920,641686],[636040,644067],[638210,643011],[638221,643022],[638649,642930],[638769,644527],[639292,643155],[640901,643990],[641176,643935],[642680,644556]
   ]
cell #3090 :
  |C| = 56
  W-rep = phi[[1, 1, 1, 1, 1],[1, 1]]+phi[[1, 1, 1],[1, 1, 1, 1]]
  special rep = phi[[1, 1, 1],[1, 1, 1, 1]] , dim = 35
  orbit = [2, 2, 2, 2, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 35
     14 tau_infinity subcells with 1 member(s)
     21 tau_infinity subcells with 2 member(s)
  subcells = [
     [583059],[597962],[609298],[610349],[617164],[619304],[620218],[625391],[626971],[627091],[631543],[631663],[632856],[636179],
     [495154,611569],[534058,624672],[551212,629789],[567925,634246],[580918,637139],[584654,628595],[584774,638054],[593044,639467],[599493,634091],[600452,623840],[603506,641351],[605401,635945],[605521,641611],[612288,630508],[613868,638674],[613988,642855],[616205,639312],[621568,635345],[621688,635465],[622881,641196],[628829,638908]
   ]
cell #3091 :
  |C| = 35
  W-rep = phi[[1, 1, 1, 1],[1, 1, 1]]
  special rep = phi[[1, 1, 1, 1],[1, 1, 1]] , dim = 35
  orbit = [2, 2, 2, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 35
     35 tau_infinity subcells with 1 member(s)
  subcells = [
     [495155],[534059],[551213],[567926],[580919],[584775],[593045],[599494],[603507],[605522],[611571],[613989],[616206],[620219],[621689],[622882],[624674],[627092],[628830],[629791],[631664],[632857],[634092],[634248],[635466],[636180],[637141],[638056],[638909],[639313],[639469],[641197],[641353],[641613],[642857]
   ]
cell #3092 :
  |C| = 35
  W-rep = phi[[1, 1, 1, 1],[1, 1, 1]]
  special rep = phi[[1, 1, 1, 1],[1, 1, 1]] , dim = 35
  orbit = [2, 2, 2, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 35
     35 tau_infinity subcells with 1 member(s)
  subcells = [
     [495156],[534060],[551214],[567927],[580920],[584776],[593046],[599495],[603508],[605523],[611574],[613990],[616207],[620220],[621690],[622883],[624677],[627093],[628831],[629794],[631665],[632858],[634093],[634251],[635467],[636181],[637144],[638059],[638910],[639314],[639472],[641198],[641356],[641616],[642860]
   ]
cell #3093 :
  |C| = 35
  W-rep = phi[[1, 1, 1, 1],[1, 1, 1]]
  special rep = phi[[1, 1, 1, 1],[1, 1, 1]] , dim = 35
  orbit = [2, 2, 2, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 35
     35 tau_infinity subcells with 1 member(s)
  subcells = [
     [495160],[534064],[551218],[567931],[580924],[584780],[593050],[599514],[603512],[605527],[611581],[613994],[616226],[620224],[621694],[622902],[624684],[627097],[628850],[629801],[631669],[632877],[634147],[634258],[635471],[636200],[637151],[638086],[638929],[639368],[639479],[641252],[641363],[641643],[642887]
   ]
cell #3094 :
  |C| = 35
  W-rep = phi[[1, 1, 1, 1],[1, 1, 1]]
  special rep = phi[[1, 1, 1, 1],[1, 1, 1]] , dim = 35
  orbit = [2, 2, 2, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 35
     35 tau_infinity subcells with 1 member(s)
  subcells = [
     [495161],[534065],[551219],[567932],[580925],[584781],[593051],[599515],[603513],[605528],[611584],[613995],[616227],[620225],[621695],[622903],[624687],[627098],[628851],[629804],[631670],[632878],[634148],[634261],[635472],[636201],[637154],[638089],[638930],[639369],[639482],[641253],[641366],[641646],[642890]
   ]
cell #3095 :
  |C| = 35
  W-rep = phi[[1, 1, 1, 1],[1, 1, 1]]
  special rep = phi[[1, 1, 1, 1],[1, 1, 1]] , dim = 35
  orbit = [2, 2, 2, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 35
     35 tau_infinity subcells with 1 member(s)
  subcells = [
     [495168],[534072],[551226],[567939],[580932],[584788],[593058],[599543],[603520],[605535],[611603],[614002],[616255],[620232],[621702],[622931],[624706],[627105],[628879],[629823],[631677],[632906],[634232],[634280],[635479],[636229],[637173],[638143],[638958],[639453],[639501],[641337],[641385],[641700],[642944]
   ]
cell #3096 :
  |C| = 105
  W-rep = phi[[1, 1, 1, 1, 1],[2]]+phi[[1, 1],[2, 1, 1, 1]]
  special rep = phi[[1, 1],[2, 1, 1, 1]] , dim = 84
  orbit = [3, 3, 2, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 84
     63 tau_infinity subcells with 1 member(s)
     21 tau_infinity subcells with 2 member(s)
  subcells = [
     [518974],[542827],[561742],[564173],[574539],[580269],[582455],[587156],[590991],[595741],[595840],[601453],[604517],[604616],[607903],[608515],[612984],[613083],[615273],[615522],[618165],[618715],[620008],[620548],[621949],[622198],[623983],[624162],[626087],[626186],[627630],[628069],[628103],[629100],[629279],[630630],[631924],[632173],[633273],[633372],[633579],[633701],[634432],[636450],[636629],[637205],[637246],[637454],[637695],[637794],[639533],[639574],[639653],[640192],[640223],[640371],[640556],[641757],[641788],[642197],[642221],[643201],[643225],
     [604091,635545],[611635,628756],[612558,638274],[621194,634197],[621373,640841],[624738,636106],[625661,641831],[628561,638120],[629855,638835],[631169,639418],[631348,643150],[634312,641417],[634353,641458],[634971,641302],[635150,643930],[635911,641677],[638200,643001],[638231,643032],[638640,642921],[640892,643981],[640916,644005]
   ]
cell #3097 :
  |C| = 147
  W-rep = phi[[1, 1],[2, 1, 1, 1]]+phi[[1],[2, 2, 1, 1]]
  special rep = phi[[1, 1],[2, 1, 1, 1]] , dim = 84
  orbit = [3, 3, 2, 2, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 84
     21 tau_infinity subcells with 1 member(s)
     63 tau_infinity subcells with 2 member(s)
  subcells = [
     [623948],[628651],[629065],[634126],[634162],[634831],[636001],[636415],[638074],[638548],[638730],[639347],[639383],[641107],[641118],[641231],[641267],[641631],[642805],[642875],[643865],
     [518985,564798],[542910,582559],[561825,595944],[564236,597794],[574622,604720],[580332,608655],[582509,610240],[587239,613187],[591054,615662],[595720,618749],[595894,618824],[598304,620537],[601516,622338],[604496,624196],[604670,624271],[607986,626290],[608500,626666],[610546,627995],[610672,628111],[612963,629313],[613137,629388],[615168,630720],[615507,630779],[618228,632313],[618704,632633],[620091,633476],[620204,633623],[620345,633647],[621844,634522],[622183,634581],[623912,635605],[624151,635641],[626066,636663],[626240,636738],[626916,637409],[627693,637594],[627820,637723],[627945,637749],[629029,638334],[629268,638370],[630584,639087],[631029,640052],[631819,639743],[632158,639802],[632811,640335],[633252,640405],[633426,640480],[633528,640577],[634386,640971],[635819,642105],[636379,641891],[636618,641927],[637100,642287],[637111,642298],[637439,642346],[639223,643416],[639234,643427],[639607,643280],[640121,643540],[640360,643576],[641561,644221],[642151,644291],[643085,644676]
   ]
cell #3098 :
  |C| = 35
  W-rep = phi[[1],[2, 1, 1, 1, 1]]
  special rep = phi[[1],[2, 1, 1, 1, 1]] , dim = 35
  orbit = [3, 3, 1, 1, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 35
     35 tau_infinity subcells with 1 member(s)
  subcells = [
     [519050],[543426],[564206],[564775],[580302],[582482],[591024],[595867],[597733],[601486],[604643],[608594],[613110],[615601],[618198],[618708],[622277],[624155],[626213],[627663],[629272],[630588],[632252],[633399],[633734],[634390],[636622],[637533],[637821],[637891],[639611],[640364],[640635],[640713],[640729]
   ]
cell #3099 :
  |C| = 35
  W-rep = phi[[1],[2, 1, 1, 1, 1]]
  special rep = phi[[1],[2, 1, 1, 1, 1]] , dim = 35
  orbit = [3, 3, 1, 1, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 35
     35 tau_infinity subcells with 1 member(s)
  subcells = [
     [519051],[543427],[564207],[564774],[580303],[582481],[591025],[595866],[597730],[601487],[604642],[608591],[613109],[615598],[618199],[618699],[622274],[624146],[626212],[627664],[629263],[630579],[632249],[633398],[633735],[633819],[634381],[636613],[637530],[637820],[637892],[639602],[640355],[640632],[640712]
   ]
cell #3100 :
  |C| = 36
  W-rep = phi[[2],[1, 1, 1, 1, 1]]+phi[[],[3, 1, 1, 1, 1]]
  special rep = phi[[2],[1, 1, 1, 1, 1]] , dim = 21
  orbit = [4, 2, 1, 1, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 1
  number of tau_infinity subcells = 21
     6 tau_infinity subcells with 1 member(s)
     15 tau_infinity subcells with 2 member(s)
  subcells = [
     [613192],[622363],[629378],[634551],[638239],[640736],
     [543516,610740],[564803,620542],[582564,628000],[583033,628115],[595949,633481],[597819,633672],[604725,626295],[608680,637619],[610230,637739],[615687,632338],[618814,640470],[624261,636728],[626636,642316],[630749,639772],[635510,641796]
   ]
cell #3101 :
  |C| = 35
  W-rep = phi[[1],[2, 1, 1, 1, 1]]
  special rep = phi[[1],[2, 1, 1, 1, 1]] , dim = 35
  orbit = [3, 3, 1, 1, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 35
     35 tau_infinity subcells with 1 member(s)
  subcells = [
     [519052],[543438],[564218],[564783],[580314],[582490],[591036],[595875],[597729],[601498],[604651],[608590],[613118],[615597],[618210],[618698],[620575],[622273],[624145],[626221],[627675],[628135],[629262],[630578],[632248],[633407],[633746],[633789],[634380],[636612],[637529],[637829],[639601],[640354],[640631]
   ]
cell #3102 :
  |C| = 36
  W-rep = phi[[2],[1, 1, 1, 1, 1]]+phi[[],[3, 1, 1, 1, 1]]
  special rep = phi[[2],[1, 1, 1, 1, 1]] , dim = 21
  orbit = [4, 2, 1, 1, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 1
  number of tau_infinity subcells = 21
     6 tau_infinity subcells with 1 member(s)
     15 tau_infinity subcells with 2 member(s)
  subcells = [
     [601573],[613182],[622318],[629259],[634357],[637920],
     [519053,598342],[543450,610708],[564293,620402],[564793,620532],[580389,627750],[582554,627990],[591111,618285],[595939,633471],[597774,633627],[604715,626285],[608635,637574],[615642,632293],[618695,640351],[624142,636609],[630555,639578]
   ]
cell #3103 :
  |C| = 36
  W-rep = phi[[2],[1, 1, 1, 1, 1]]+phi[[],[3, 1, 1, 1, 1]]
  special rep = phi[[2],[1, 1, 1, 1, 1]] , dim = 21
  orbit = [4, 2, 1, 1, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 1
  number of tau_infinity subcells = 21
     6 tau_infinity subcells with 1 member(s)
     15 tau_infinity subcells with 2 member(s)
  subcells = [
     [601982],[613521],[622583],[629424],[634361],[637924],
     [519054,564876],[543462,583077],[564377,598052],[564804,598288],[580798,609713],[582628,610458],[591520,618694],[596278,619678],[597829,620263],[605054,626624],[608900,627346],[615907,632558],[618860,632992],[624307,636774],[630559,639582]
   ]
cell #3104 :
  |C| = 27
  W-rep = phi[[2, 1, 1, 1, 1, 1],[]]+phi[[2],[1, 1, 1, 1, 1]]
  special rep = phi[[2],[1, 1, 1, 1, 1]] , dim = 21
  orbit = [4, 2, 1, 1, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 1
  number of tau_infinity subcells = 21
     15 tau_infinity subcells with 1 member(s)
     6 tau_infinity subcells with 2 member(s)
  subcells = [
     [519055],[543474],[564469],[564816],[581278],[582712],[593404],[596687],[597895],[606578],[609231],[617097],[619079],[625166],[631047],
     [568285,603866],[585831,615045],[600385,623773],[612063,630283],[621072,634849],[628204,637953]
   ]
cell #3105 :
  |C| = 56
  W-rep = phi[[1, 1, 1, 1, 1],[1, 1]]+phi[[1, 1, 1],[1, 1, 1, 1]]
  special rep = phi[[1, 1, 1],[1, 1, 1, 1]] , dim = 35
  orbit = [2, 2, 2, 2, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 35
     14 tau_infinity subcells with 1 member(s)
     21 tau_infinity subcells with 2 member(s)
  subcells = [
     [598281],[610388],[619343],[620222],[625430],[627095],[627842],[631667],[632860],[632952],[636183],[636275],[637145],[639473],
     [522032,621153],[556390,631128],[571262,634930],[585525,638159],[596381,640151],[599497,634095],[599589,640810],[606272,641716],[611575,638060],[612327,630547],[614739,642960],[616209,639316],[616301,643119],[621692,635469],[622885,641200],[622977,643899],[624678,641617],[628833,638912],[628925,639004],[629795,642861],[634252,641357]
   ]
cell #3106 :
  |C| = 35
  W-rep = phi[[1, 1, 1, 1],[1, 1, 1]]
  special rep = phi[[1, 1, 1, 1],[1, 1, 1]] , dim = 35
  orbit = [2, 2, 2, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 35
     35 tau_infinity subcells with 1 member(s)
  subcells = [
     [522033],[556391],[571263],[585526],[596382],[599590],[606273],[611576],[614740],[616302],[621155],[622978],[624679],[627843],[628926],[629796],[631130],[632953],[634253],[634932],[636276],[637146],[638061],[638161],[639005],[639474],[640153],[640812],[641358],[641618],[641718],[642862],[642962],[643121],[643901]
   ]
cell #3107 :
  |C| = 56
  W-rep = phi[[1, 1, 1, 1, 1],[1, 1]]+phi[[1, 1, 1],[1, 1, 1, 1]]
  special rep = phi[[1, 1, 1],[1, 1, 1, 1]] , dim = 35
  orbit = [2, 2, 2, 2, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 35
     14 tau_infinity subcells with 1 member(s)
     21 tau_infinity subcells with 2 member(s)
  subcells = [
     [598282],[610389],[619344],[620228],[625431],[627101],[627846],[631673],[632881],[632956],[636204],[636279],[637159],[639487],
     [522036,621159],[556394,631134],[571266,634936],[585529,638165],[596385,640157],[599518,634151],[599593,640826],[606276,641722],[611589,638094],[612328,630548],[614743,642966],[616230,639372],[616305,643135],[621698,635475],[622906,641256],[622981,643915],[624692,641651],[628854,638933],[628929,639008],[629809,642895],[634266,641371]
   ]
cell #3108 :
  |C| = 35
  W-rep = phi[[1, 1, 1, 1],[1, 1, 1]]
  special rep = phi[[1, 1, 1, 1],[1, 1, 1]] , dim = 35
  orbit = [2, 2, 2, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 35
     35 tau_infinity subcells with 1 member(s)
  subcells = [
     [522037],[556395],[571267],[585530],[596386],[599594],[606277],[611590],[614744],[616306],[621161],[622982],[624693],[627847],[628930],[629810],[631136],[632957],[634267],[634938],[636280],[637160],[638095],[638167],[639009],[639488],[640159],[640828],[641372],[641652],[641724],[642896],[642968],[643137],[643917]
   ]
cell #3109 :
  |C| = 35
  W-rep = phi[[1, 1, 1, 1],[1, 1, 1]]
  special rep = phi[[1, 1, 1, 1],[1, 1, 1]] , dim = 35
  orbit = [2, 2, 2, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 35
     35 tau_infinity subcells with 1 member(s)
  subcells = [
     [522038],[556396],[571268],[585531],[596387],[599595],[606278],[611591],[614745],[616307],[621164],[622983],[624694],[627848],[628931],[629811],[631139],[632958],[634268],[634941],[636281],[637161],[638096],[638170],[639010],[639489],[640162],[640831],[641373],[641653],[641727],[642897],[642971],[643140],[643920]
   ]
cell #3110 :
  |C| = 35
  W-rep = phi[[1, 1, 1, 1],[1, 1, 1]]
  special rep = phi[[1, 1, 1, 1],[1, 1, 1]] , dim = 35
  orbit = [2, 2, 2, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 35
     35 tau_infinity subcells with 1 member(s)
  subcells = [
     [522043],[556401],[571273],[585536],[596392],[599600],[606283],[611611],[614750],[616312],[621174],[622988],[624714],[627853],[628936],[629831],[631149],[632963],[634288],[634951],[636286],[637181],[638151],[638180],[639015],[639509],[640172],[640861],[641393],[641708],[641737],[642952],[642981],[643170],[643950]
   ]
cell #3111 :
  |C| = 49
  W-rep = phi[[1, 1, 1],[1, 1, 1, 1]]+phi[[],[2, 2, 2, 1]]
  special rep = phi[[1, 1, 1],[1, 1, 1, 1]] , dim = 35
  orbit = [2, 2, 2, 2, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 35
     21 tau_infinity subcells with 1 member(s)
     14 tau_infinity subcells with 2 member(s)
  subcells = [
     [522095],[556453],[571325],[585588],[596444],[599813],[606335],[611758],[614802],[616525],[621277],[623201],[624861],[629608],[629978],[631252],[634750],[635054],[638440],[638488],[641040],
     [610299,627905],[619044,633176],[620501,640700],[624491,636958],[626835,637328],[627796,642515],[630948,639971],[632703,643646],[632751,640275],[633506,643694],[635711,641997],[635759,642045],[637033,644360],[639156,643349]
   ]
cell #3112 :
  |C| = 35
  W-rep = phi[[1],[2, 1, 1, 1, 1]]
  special rep = phi[[1],[2, 1, 1, 1, 1]] , dim = 35
  orbit = [3, 3, 1, 1, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 35
     35 tau_infinity subcells with 1 member(s)
  subcells = [
     [543513],[564781],[582488],[583017],[595873],[597758],[604649],[608619],[610198],[613116],[615626],[618782],[622302],[624229],[626219],[626650],[629346],[630763],[632277],[633405],[634565],[635554],[636696],[637558],[637827],[638283],[639786],[640438],[640660],[640719],[641840],[642330],[642523],[642584],[642598]
   ]
cell #3113 :
  |C| = 35
  W-rep = phi[[1],[2, 1, 1, 1, 1]]
  special rep = phi[[1],[2, 1, 1, 1, 1]] , dim = 35
  orbit = [3, 3, 1, 1, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 35
     35 tau_infinity subcells with 1 member(s)
  subcells = [
     [543514],[564782],[582489],[583016],[595874],[597757],[604650],[608618],[610195],[613117],[615625],[618779],[622301],[624226],[626220],[626641],[629343],[630754],[632276],[633406],[634556],[635525],[636693],[637557],[637828],[637901],[638254],[639777],[640435],[640659],[640720],[641811],[642321],[642520],[642583]
   ]
cell #3114 :
  |C| = 35
  W-rep = phi[[1],[2, 1, 1, 1, 1]]
  special rep = phi[[1],[2, 1, 1, 1, 1]] , dim = 35
  orbit = [3, 3, 1, 1, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 35
     35 tau_infinity subcells with 1 member(s)
  subcells = [
     [543515],[564792],[582499],[583024],[595884],[597765],[604660],[608626],[610194],[613127],[615633],[618778],[622309],[624225],[626230],[626637],[628156],[629342],[630750],[632284],[633416],[633798],[634552],[635521],[636692],[637565],[637838],[637874],[638250],[639773],[640434],[640667],[641807],[642317],[642519]
   ]
cell #3115 :
  |C| = 36
  W-rep = phi[[2],[1, 1, 1, 1, 1]]+phi[[],[3, 1, 1, 1, 1]]
  special rep = phi[[2],[1, 1, 1, 1, 1]] , dim = 21
  orbit = [4, 2, 1, 1, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 1
  number of tau_infinity subcells = 21
     6 tau_infinity subcells with 1 member(s)
     15 tau_infinity subcells with 2 member(s)
  subcells = [
     [613532],[622637],[629584],[634671],[638240],[640737],
     [543517,583117],[564815,598299],[582639,610469],[583043,610686],[596289,619689],[597883,620317],[605065,626635],[608954,627400],[610275,627881],[615961,632612],[619020,633152],[624467,636934],[626756,637249],[630869,639892],[635511,641797]
   ]
cell #3116 :
  |C| = 27
  W-rep = phi[[2, 1, 1, 1, 1, 1],[]]+phi[[2],[1, 1, 1, 1, 1]]
  special rep = phi[[2],[1, 1, 1, 1, 1]] , dim = 21
  orbit = [4, 2, 1, 1, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 1
  number of tau_infinity subcells = 21
     15 tau_infinity subcells with 1 member(s)
     6 tau_infinity subcells with 2 member(s)
  subcells = [
     [543518],[564827],[582723],[583054],[596698],[597957],[606589],[609293],[610330],[617159],[619285],[625372],[626921],[631493],[635840],
     [585842,615056],[600447,623835],[612269,630489],[621518,635295],[628490,638569],[633841,640751]
   ]
cell #3117 :
  |C| = 56
  W-rep = phi[[1, 1, 1, 1, 1],[1, 1]]+phi[[1, 1, 1],[1, 1, 1, 1]]
  special rep = phi[[1, 1, 1],[1, 1, 1, 1]] , dim = 35
  orbit = [2, 2, 2, 2, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 35
     14 tau_infinity subcells with 1 member(s)
     21 tau_infinity subcells with 2 member(s)
  subcells = [
     [610679],[620256],[627129],[627845],[631701],[632955],[633549],[636278],[637148],[637216],[639476],[639544],[640154],[641719],
     [545962,628541],[575668,635891],[588285,638620],[600186,640872],[609032,642177],[611578,638063],[611646,642637],[616898,643181],[621156,640813],[621726,635503],[623574,643961],[624681,641620],[624749,644053],[628928,639007],[629798,642864],[629866,644513],[631131,643122],[634255,641360],[634323,641428],[634933,643902],[638162,642963]
   ]
cell #3118 :
  |C| = 56
  W-rep = phi[[1, 1, 1, 1, 1],[1, 1]]+phi[[1, 1, 1],[1, 1, 1, 1]]
  special rep = phi[[1, 1, 1],[1, 1, 1, 1]] , dim = 35
  orbit = [2, 2, 2, 2, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 35
     14 tau_infinity subcells with 1 member(s)
     21 tau_infinity subcells with 2 member(s)
  subcells = [
     [628099],[633550],[633575],[637217],[637242],[637677],[639545],[639570],[640155],[640205],[641720],[641770],[642179],[643183],
     [545963,611573],[575669,624676],[588286,629793],[600187,634250],[609033,637143],[611647,638058],[616899,639471],[621157,640814],[623575,641355],[624750,641615],[628543,642639],[629867,642859],[631132,643123],[634324,641429],[634349,641454],[634934,643903],[635893,644055],[638163,642964],[638213,643014],[638622,644515],[640874,643963]
   ]
cell #3119 :
  |C| = 56
  W-rep = phi[[1, 1, 1, 1, 1],[1, 1]]+phi[[1, 1, 1],[1, 1, 1, 1]]
  special rep = phi[[1, 1, 1],[1, 1, 1, 1]] , dim = 35
  orbit = [2, 2, 2, 2, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 35
     14 tau_infinity subcells with 1 member(s)
     21 tau_infinity subcells with 2 member(s)
  subcells = [
     [610680],[620257],[627130],[627850],[631702],[632960],[633552],[636283],[637163],[637219],[639491],[639547],[640163],[641728],
     [545965,628544],[575671,635894],[588288,638623],[600189,640875],[609035,642180],[611593,638098],[611649,642644],[616901,643184],[621165,640832],[621727,635504],[623577,643964],[624696,641655],[624752,644060],[628933,639012],[629813,642899],[629869,644520],[631140,643141],[634270,641375],[634326,641431],[634942,643921],[638171,642972]
   ]
cell #3120 :
  |C| = 35
  W-rep = phi[[1, 1, 1, 1],[1, 1, 1]]
  special rep = phi[[1, 1, 1, 1],[1, 1, 1]] , dim = 35
  orbit = [2, 2, 2, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 35
     35 tau_infinity subcells with 1 member(s)
  subcells = [
     [545966],[575672],[588289],[600190],[609036],[611650],[616902],[621166],[623578],[624753],[628546],[629870],[631141],[633553],[634327],[634943],[635896],[637220],[638172],[638625],[639548],[640164],[640833],[640877],[641432],[641729],[642182],[642646],[642973],[643142],[643186],[643922],[643966],[644062],[644522]
   ]
cell #3121 :
  |C| = 35
  W-rep = phi[[1, 1, 1, 1],[1, 1, 1]]
  special rep = phi[[1, 1, 1, 1],[1, 1, 1]] , dim = 35
  orbit = [2, 2, 2, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 35
     35 tau_infinity subcells with 1 member(s)
  subcells = [
     [545970],[575676],[588293],[600194],[609040],[611654],[616906],[621180],[623582],[624757],[628552],[629874],[631155],[633557],[634331],[634957],[635902],[637224],[638186],[638631],[639552],[640178],[640867],[640883],[641436],[641743],[642188],[642662],[642987],[643176],[643192],[643956],[643972],[644078],[644538]
   ]
cell #3122 :
  |C| = 35
  W-rep = phi[[1, 1, 1, 1],[1, 1, 1]]
  special rep = phi[[1, 1, 1, 1],[1, 1, 1]] , dim = 35
  orbit = [2, 2, 2, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 35
     35 tau_infinity subcells with 1 member(s)
  subcells = [
     [545971],[575677],[588294],[600195],[609041],[611655],[616907],[621181],[623583],[624758],[628555],[629875],[631156],[633558],[634332],[634958],[635905],[637225],[638187],[638634],[639553],[640179],[640868],[640886],[641437],[641744],[642191],[642665],[642988],[643177],[643195],[643957],[643975],[644081],[644541]
   ]
cell #3123 :
  |C| = 49
  W-rep = phi[[1, 1, 1],[1, 1, 1, 1]]+phi[[],[2, 2, 2, 1]]
  special rep = phi[[1, 1, 1],[1, 1, 1, 1]] , dim = 35
  orbit = [2, 2, 2, 2, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 35
     21 tau_infinity subcells with 1 member(s)
     14 tau_infinity subcells with 2 member(s)
  subcells = [
     [546012],[575718],[588335],[600236],[609082],[611815],[616948],[621285],[623624],[624918],[628621],[630035],[631260],[634807],[635062],[635971],[638496],[638700],[641048],[641077],[642765],
     [620180,633599],[626892,637385],[628087,642572],[631005,640028],[632759,640283],[633514,643702],[635767,642053],[637041,644368],[637070,642257],[637644,644397],[639164,643357],[639193,643386],[640081,644761],[641521,644181]
   ]
cell #3124 :
  |C| = 35
  W-rep = phi[[1],[2, 1, 1, 1, 1]]
  special rep = phi[[1],[2, 1, 1, 1, 1]] , dim = 35
  orbit = [3, 3, 1, 1, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 35
     35 tau_infinity subcells with 1 member(s)
  subcells = [
     [564870],[583022],[597763],[598244],[608624],[610216],[615631],[618800],[620103],[622307],[624247],[626696],[629364],[630809],[632282],[632637],[634611],[635645],[636714],[637563],[638374],[639091],[639832],[640456],[640665],[640975],[641931],[642376],[642541],[642589],[643284],[643580],[643710],[643756],[643768]
   ]
cell #3125 :
  |C| = 35
  W-rep = phi[[1],[2, 1, 1, 1, 1]]
  special rep = phi[[1],[2, 1, 1, 1, 1]] , dim = 35
  orbit = [3, 3, 1, 1, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 35
     35 tau_infinity subcells with 1 member(s)
  subcells = [
     [564871],[583023],[597764],[598243],[608625],[610215],[615632],[618799],[620100],[622308],[624246],[626693],[629363],[630806],[632283],[632628],[634608],[635636],[636713],[637564],[638365],[639062],[639829],[640455],[640666],[640728],[640946],[641922],[642373],[642540],[642590],[643255],[643571],[643707],[643755]
   ]
cell #3126 :
  |C| = 35
  W-rep = phi[[1],[2, 1, 1, 1, 1]]
  special rep = phi[[1],[2, 1, 1, 1, 1]] , dim = 35
  orbit = [3, 3, 1, 1, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 35
     35 tau_infinity subcells with 1 member(s)
  subcells = [
     [564872],[583032],[597773],[598250],[608634],[610222],[615641],[618806],[620099],[622317],[624253],[626692],[629370],[630805],[632292],[632624],[633818],[634607],[635632],[636720],[637573],[637882],[638361],[639048],[639828],[640462],[640675],[640704],[640932],[641918],[642372],[642547],[643241],[643567],[643706]
   ]
cell #3127 :
  |C| = 36
  W-rep = phi[[2],[1, 1, 1, 1, 1]]+phi[[],[3, 1, 1, 1, 1]]
  special rep = phi[[2],[1, 1, 1, 1, 1]] , dim = 21
  orbit = [4, 2, 1, 1, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 1
  number of tau_infinity subcells = 21
     6 tau_infinity subcells with 1 member(s)
     15 tau_infinity subcells with 2 member(s)
  subcells = [
     [629638],[634826],[638528],[641052],[642705],[643770],
     [583115,610739],[598276,620531],[610329,627935],[610667,628106],[619074,633206],[620199,633618],[624521,636988],[626911,637404],[627800,637703],[631024,640047],[632791,640315],[635799,642085],[637045,642232],[639168,643361],[641461,644121]
   ]
cell #3128 :
  |C| = 35
  W-rep = phi[[1],[2, 1, 1, 1, 1]]
  special rep = phi[[1],[2, 1, 1, 1, 1]] , dim = 35
  orbit = [3, 3, 1, 1, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 35
     35 tau_infinity subcells with 1 member(s)
  subcells = [
     [564873],[583042],[597828],[598258],[608689],[610266],[615696],[618850],[620127],[620574],[622372],[624297],[626720],[628124],[629414],[630833],[632347],[632623],[633681],[633780],[634635],[635631],[636764],[637628],[637775],[638360],[639047],[639856],[640506],[640595],[640931],[641917],[642400],[643240],[643566]
   ]
cell #3129 :
  |C| = 36
  W-rep = phi[[2],[1, 1, 1, 1, 1]]+phi[[],[3, 1, 1, 1, 1]]
  special rep = phi[[2],[1, 1, 1, 1, 1]] , dim = 21
  orbit = [4, 2, 1, 1, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 1
  number of tau_infinity subcells = 21
     6 tau_infinity subcells with 1 member(s)
     15 tau_infinity subcells with 2 member(s)
  subcells = [
     [622647],[629629],[634790],[638444],[640927],[642601],
     [564874,598341],[583053,610696],[597893,620327],[598267,620522],[608964,627410],[610320,627926],[615971,632622],[619065,633197],[620163,633582],[624512,636979],[626875,637368],[630988,640011],[632707,640231],[635715,642001],[639043,643236]
   ]
cell #3130 :
  |C| = 27
  W-rep = phi[[2, 1, 1, 1, 1, 1],[]]+phi[[2],[1, 1, 1, 1, 1]]
  special rep = phi[[2],[1, 1, 1, 1, 1]] , dim = 21
  orbit = [4, 2, 1, 1, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 1
  number of tau_infinity subcells = 21
     15 tau_infinity subcells with 1 member(s)
     6 tau_infinity subcells with 2 member(s)
  subcells = [
     [564875],[583065],[597968],[598277],[609304],[610384],[617170],[619339],[620208],[625426],[627081],[631653],[632827],[636150],[639253],
     [600458,623846],[612323,630543],[621678,635455],[628800,638879],[634032,641137],[637910,642606]
   ]
cell #3131 :
  |C| = 56
  W-rep = phi[[1, 1, 1, 1, 1],[1, 1]]+phi[[1, 1, 1],[1, 1, 1, 1]]
  special rep = phi[[1, 1, 1],[1, 1, 1, 1]] , dim = 35
  orbit = [2, 2, 2, 2, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 35
     14 tau_infinity subcells with 1 member(s)
     21 tau_infinity subcells with 2 member(s)
  subcells = [
     [620515],[627874],[632984],[633551],[636307],[637218],[637676],[639546],[640156],[640204],[641721],[641769],[642178],[643182],
     [566829,621154],[591948,631129],[602410,634931],[612106,638160],[619122,640152],[621158,640815],[621206,640811],[625209,641717],[628542,642638],[628957,639036],[630326,642961],[631133,643124],[631181,643120],[634325,641430],[634935,643904],[634983,643900],[635892,644054],[638164,642965],[638212,643013],[638621,644514],[640873,643962]
   ]
cell #3132 :
  |C| = 56
  W-rep = phi[[1, 1, 1, 1, 1],[1, 1]]+phi[[1, 1, 1],[1, 1, 1, 1]]
  special rep = phi[[1, 1, 1],[1, 1, 1, 1]] , dim = 35
  orbit = [2, 2, 2, 2, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 35
     14 tau_infinity subcells with 1 member(s)
     21 tau_infinity subcells with 2 member(s)
  subcells = [
     [620516],[627875],[632985],[633555],[636308],[637222],[637678],[639550],[640166],[640206],[641731],[641771],[642183],[643187],
     [566831,634062],[591950,639283],[602412,641167],[612108,642671],[619124,643476],[621168,640835],[621208,643787],[625211,644087],[628547,642647],[628958,639037],[630328,644547],[631143,643144],[631183,644598],[634329,641434],[634945,643924],[634985,644850],[635897,644063],[638174,642975],[638214,643015],[638626,644523],[640878,643967]
   ]
cell #3133 :
  |C| = 56
  W-rep = phi[[1, 1, 1, 1, 1],[1, 1]]+phi[[1, 1, 1],[1, 1, 1, 1]]
  special rep = phi[[1, 1, 1],[1, 1, 1, 1]] , dim = 35
  orbit = [2, 2, 2, 2, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 35
     14 tau_infinity subcells with 1 member(s)
     21 tau_infinity subcells with 2 member(s)
  subcells = [
     [633766],[637679],[637697],[640207],[640225],[640548],[641772],[641790],[642184],[642213],[643188],[643217],[643478],[644089],
     [566832,621163],[591951,631138],[602413,634940],[612109,638169],[619125,640161],[621209,640830],[625212,641726],[628548,642648],[630329,642970],[631184,643139],[634064,643789],[634986,643919],[635898,644064],[638215,643016],[638233,643034],[638627,644524],[639285,644600],[640879,643968],[640908,643997],[641169,644852],[642673,644549]
   ]
cell #3134 :
  |C| = 56
  W-rep = phi[[1, 1, 1, 1, 1],[1, 1]]+phi[[1, 1, 1],[1, 1, 1, 1]]
  special rep = phi[[1, 1, 1],[1, 1, 1, 1]] , dim = 35
  orbit = [2, 2, 2, 2, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 35
     14 tau_infinity subcells with 1 member(s)
     21 tau_infinity subcells with 2 member(s)
  subcells = [
     [620517],[627876],[632986],[633560],[636309],[637227],[637681],[639555],[640181],[640209],[641746],[641774],[642192],[643196],
     [566834,634065],[591953,639286],[602415,641170],[612111,642674],[619127,643479],[621183,640870],[621211,643794],[625214,644090],[628556,642666],[628959,639038],[630331,644550],[631158,643179],[631186,644605],[634334,641439],[634960,643959],[634988,644857],[635906,644082],[638189,642990],[638217,643018],[638635,644542],[640887,643976]
   ]
cell #3135 :
  |C| = 35
  W-rep = phi[[1, 1, 1, 1],[1, 1, 1]]
  special rep = phi[[1, 1, 1, 1],[1, 1, 1]] , dim = 35
  orbit = [2, 2, 2, 2, 2, 2, 2]
  depth of tau_infinity partitioning = 3
  number of tau_infinity subcells = 35
     35 tau_infinity subcells with 1 member(s)
  subcells = [
     [566835],[591954],[602416],[612112],[619128],[621212],[625215],[628557],[630332],[631187],[634067],[634989],[635907],[637682],[638218],[638636],[639288],[640210],[640888],[641172],[641775],[642193],[642667],[642676],[643019],[643197],[643481],[643796],[643977],[644083],[644092],[644543],[644552],[644607],[644859]
   ]
cell #3136 :
  |C| = 56
  W-rep = phi[[1, 1, 1, 1, 1],[1, 1]]+phi[[1, 1, 1],[1, 1, 1, 1]]
  special rep = phi[[1, 1, 1],[1, 1, 1, 1]] , dim = 35
  orbit = [2, 2, 2, 2, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 35
     14 tau_infinity subcells with 1 member(s)
     21 tau_infinity subcells with 2 member(s)
  subcells = [
     [637687],[640215],[640688],[641780],[642208],[642467],[643212],[643490],[643507],[643665],[644101],[644118],[644276],[644626],
     [566840,599531],[591959,616243],[602421,622919],[612117,628867],[619133,632894],[621217,634220],[625220,636217],[628572,638131],[630337,638946],[631192,639441],[634076,640851],[634994,641325],[635922,641688],[638223,643024],[638651,642932],[639297,643160],[640903,643992],[641181,643940],[642685,644561],[642702,644578],[643815,644878]
   ]
cell #3137 :
  |C| = 49
  W-rep = phi[[1, 1, 1],[1, 1, 1, 1]]+phi[[],[2, 2, 2, 1]]
  special rep = phi[[1, 1, 1],[1, 1, 1, 1]] , dim = 35
  orbit = [2, 2, 2, 2, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 35
     21 tau_infinity subcells with 1 member(s)
     14 tau_infinity subcells with 2 member(s)
  subcells = [
     [566867],[591986],[602448],[612144],[619160],[621328],[625247],[628627],[630364],[631303],[634108],[635105],[635977],[638539],[638706],[639329],[641083],[641213],[642771],[642787],[643847],
     [627811,637714],[632802,640326],[633755,643745],[635810,642096],[637076,642263],[637650,644403],[639199,643392],[640087,644767],[640103,643522],[640523,644783],[641527,644187],[641543,644203],[642133,644965],[643067,644658]
   ]
cell #3138 :
  |C| = 49
  W-rep = phi[[1, 1, 1],[1, 1, 1, 1]]+phi[[],[2, 2, 2, 1]]
  special rep = phi[[1, 1, 1],[1, 1, 1, 1]] , dim = 35
  orbit = [2, 2, 2, 2, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 35
     21 tau_infinity subcells with 1 member(s)
     14 tau_infinity subcells with 2 member(s)
  subcells = [
     [566868],[591987],[602449],[612145],[619161],[621329],[625248],[628628],[630365],[631304],[634111],[635106],[635978],[638540],[638707],[639332],[641084],[641216],[642772],[642790],[643850],
     [627812,637715],[632803,640327],[633756,643746],[635811,642097],[637077,642264],[637651,644404],[639200,643393],[640088,644768],[640106,643525],[640526,644786],[641528,644188],[641546,644206],[642136,644968],[643070,644661]
   ]
cell #3139 :
  |C| = 35
  W-rep = phi[[1],[2, 1, 1, 1, 1]]
  special rep = phi[[1],[2, 1, 1, 1, 1]] , dim = 35
  orbit = [3, 3, 1, 1, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 35
     35 tau_infinity subcells with 1 member(s)
  subcells = [
     [583111],[598248],[610220],[610647],[618804],[620115],[624251],[626708],[627755],[629368],[630821],[632662],[634623],[635589],[635670],[636718],[637003],[638318],[638399],[639126],[639844],[640460],[641010],[641875],[641956],[642388],[642545],[643319],[643605],[643722],[643760],[644330],[644411],[644444],[644454]
   ]
cell #3140 :
  |C| = 35
  W-rep = phi[[1],[2, 1, 1, 1, 1]]
  special rep = phi[[1],[2, 1, 1, 1, 1]] , dim = 35
  orbit = [3, 3, 1, 1, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 35
     35 tau_infinity subcells with 1 member(s)
  subcells = [
     [583112],[598249],[610221],[610646],[618805],[620114],[624252],[626707],[627752],[629369],[630820],[632659],[634622],[635667],[636719],[636994],[638396],[639117],[639843],[640461],[641001],[641481],[641953],[642387],[642546],[642597],[642725],[643310],[643602],[643721],[643761],[644141],[644321],[644408],[644443]
   ]
cell #3141 :
  |C| = 35
  W-rep = phi[[1],[2, 1, 1, 1, 1]]
  special rep = phi[[1],[2, 1, 1, 1, 1]] , dim = 35
  orbit = [3, 3, 1, 1, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 35
     35 tau_infinity subcells with 1 member(s)
  subcells = [
     [583113],[598257],[610229],[610652],[618813],[620120],[624260],[626713],[627751],[629377],[630826],[632658],[634628],[635666],[636727],[636990],[637900],[638395],[639113],[639849],[640469],[640711],[640997],[641467],[641952],[642393],[642554],[642576],[642711],[643306],[643601],[643727],[644127],[644317],[644407]
   ]
cell #3142 :
  |C| = 35
  W-rep = phi[[1],[2, 1, 1, 1, 1]]
  special rep = phi[[1],[2, 1, 1, 1, 1]] , dim = 35
  orbit = [3, 3, 1, 1, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 35
     35 tau_infinity subcells with 1 member(s)
  subcells = [
     [583114],[598266],[610274],[610659],[618858],[620155],[624305],[626748],[627772],[628155],[629422],[630861],[632679],[633788],[634663],[635687],[636772],[636989],[637783],[637866],[638416],[639112],[639884],[640514],[640623],[640996],[641462],[641973],[642428],[642491],[642706],[643305],[643622],[644122],[644316]
   ]
cell #3143 :
  |C| = 27
  W-rep = phi[[2, 1, 1, 1, 1, 1],[]]+phi[[2],[1, 1, 1, 1, 1]]
  special rep = phi[[2],[1, 1, 1, 1, 1]] , dim = 21
  orbit = [4, 2, 1, 1, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 1
  number of tau_infinity subcells = 21
     15 tau_infinity subcells with 1 member(s)
     6 tau_infinity subcells with 2 member(s)
  subcells = [
     [583116],[598287],[610394],[610676],[619349],[620253],[625436],[627126],[627836],[631698],[632946],[636269],[637129],[639457],[641587],
     [612333,630553],[621723,635500],[628919,638998],[634236,641341],[638030,642831],[640732,643771]
   ]
cell #3144 :
  |C| = 56
  W-rep = phi[[1, 1, 1, 1, 1],[1, 1]]+phi[[1, 1, 1],[1, 1, 1, 1]]
  special rep = phi[[1, 1, 1],[1, 1, 1, 1]] , dim = 35
  orbit = [2, 2, 2, 2, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 35
     14 tau_infinity subcells with 1 member(s)
     21 tau_infinity subcells with 2 member(s)
  subcells = [
     [628100],[633576],[637243],[637680],[639571],[640208],[640547],[641773],[642185],[642212],[643189],[643216],[643477],[644088],
     [584635,628545],[605382,635895],[613849,638624],[621549,640876],[626952,642181],[628549,642649],[628576,642645],[631524,643185],[634063,643788],[634350,641455],[635326,643965],[635899,644065],[635926,644061],[638216,643017],[638628,644525],[638655,644521],[639284,644599],[640880,643969],[640907,643996],[641168,644851],[642672,644548]
   ]
cell #3145 :
  |C| = 56
  W-rep = phi[[1, 1, 1, 1, 1],[1, 1]]+phi[[1, 1, 1],[1, 1, 1, 1]]
  special rep = phi[[1, 1, 1],[1, 1, 1, 1]] , dim = 35
  orbit = [2, 2, 2, 2, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 35
     14 tau_infinity subcells with 1 member(s)
     21 tau_infinity subcells with 2 member(s)
  subcells = [
     [628101],[633577],[637244],[637684],[639572],[640212],[640549],[641777],[642195],[642214],[643199],[643218],[643482],[644093],
     [584637,638045],[605384,641602],[613851,642846],[621551,643801],[626954,644262],[628559,642669],[628578,644463],[631526,644612],[634068,643797],[634351,641456],[635328,644864],[635909,644085],[635928,644890],[638220,643021],[638638,644545],[638657,645016],[639289,644608],[640890,643979],[640909,643998],[641173,644860],[642677,644553]
   ]
cell #3146 :
  |C| = 56
  W-rep = phi[[1, 1, 1, 1, 1],[1, 1]]+phi[[1, 1, 1],[1, 1, 1, 1]]
  special rep = phi[[1, 1, 1],[1, 1, 1, 1]] , dim = 35
  orbit = [2, 2, 2, 2, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 35
     14 tau_infinity subcells with 1 member(s)
     21 tau_infinity subcells with 2 member(s)
  subcells = [
     [637854],[640550],[640562],[642215],[642227],[642457],[643219],[643231],[643483],[643497],[644094],[644108],[644264],[644614],
     [584638,628554],[605385,635904],[613852,638633],[621552,640885],[626955,642190],[628579,642664],[631527,643194],[634069,643798],[635329,643974],[635929,644080],[638047,644465],[638658,644540],[639290,644609],[640910,643999],[640922,644011],[641174,644861],[641604,644892],[642678,644554],[642692,644568],[642848,645018],[643803,644866]
   ]
cell #3147 :
  |C| = 56
  W-rep = phi[[1, 1, 1, 1, 1],[1, 1]]+phi[[1, 1, 1],[1, 1, 1, 1]]
  special rep = phi[[1, 1, 1],[1, 1, 1, 1]] , dim = 35
  orbit = [2, 2, 2, 2, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 35
     14 tau_infinity subcells with 1 member(s)
     21 tau_infinity subcells with 2 member(s)
  subcells = [
     [640553],[642218],[642562],[643222],[643492],[643667],[644103],[644267],[644278],[644378],[644617],[644628],[644712],[644899],
     [584641,611601],[605388,624704],[613855,629821],[621555,634278],[626958,637171],[628582,638141],[631530,639499],[634078,640853],[635332,641383],[635932,641698],[638050,642656],[638661,642942],[639299,643162],[640913,644002],[641183,643942],[641607,644072],[642687,644563],[642851,644532],[643806,644869],[643817,644880],[644472,645025]
   ]
cell #3148 :
  |C| = 49
  W-rep = phi[[1, 1, 1],[1, 1, 1, 1]]+phi[[],[2, 2, 2, 1]]
  special rep = phi[[1, 1, 1],[1, 1, 1, 1]] , dim = 35
  orbit = [2, 2, 2, 2, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 35
     21 tau_infinity subcells with 1 member(s)
     14 tau_infinity subcells with 2 member(s)
  subcells = [
     [584661],[605408],[613875],[621575],[626978],[628630],[628658],[631550],[634112],[634830],[635352],[635980],[636008],[638542],[638709],[638737],[639333],[641086],[641114],[641217],[642791],
     [610671,628110],[620203,633622],[626915,637408],[627814,637717],[631028,640051],[632805,640329],[633524,640573],[635813,642099],[637079,642266],[637107,642294],[639202,643395],[639230,643423],[640107,643526],[641547,644207]
   ]
cell #3149 :
  |C| = 49
  W-rep = phi[[1, 1, 1],[1, 1, 1, 1]]+phi[[],[2, 2, 2, 1]]
  special rep = phi[[1, 1, 1],[1, 1, 1, 1]] , dim = 35
  orbit = [2, 2, 2, 2, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 35
     21 tau_infinity subcells with 1 member(s)
     14 tau_infinity subcells with 2 member(s)
  subcells = [
     [584662],[605409],[613876],[621576],[626979],[628659],[631551],[634113],[635353],[636009],[638070],[638738],[639334],[641115],[641218],[641627],[642792],[642871],[643852],[643861],[644487],
     [633525,640574],[637108,642295],[637845,644435],[639231,643424],[640108,643527],[640528,644788],[641548,644208],[642138,644970],[642147,644287],[642441,644979],[643072,644663],[643081,644672],[643451,645061],[644027,644914]
   ]
cell #3150 :
  |C| = 49
  W-rep = phi[[1, 1, 1],[1, 1, 1, 1]]+phi[[],[2, 2, 2, 1]]
  special rep = phi[[1, 1, 1],[1, 1, 1, 1]] , dim = 35
  orbit = [2, 2, 2, 2, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 35
     21 tau_infinity subcells with 1 member(s)
     14 tau_infinity subcells with 2 member(s)
  subcells = [
     [584667],[605414],[613881],[621581],[626984],[628664],[631556],[634128],[635358],[636014],[638079],[638743],[639349],[641120],[641233],[641636],[642807],[642880],[643870],[643887],[644506],
     [633530,640579],[637113,642300],[637850,642567],[639236,643429],[640123,643542],[640543,643682],[641563,644223],[642156,644296],[642173,644313],[642450,644387],[643090,644681],[643107,644698],[643470,644731],[644046,644933]
   ]
cell #3151 :
  |C| = 35
  W-rep = phi[[1],[2, 1, 1, 1, 1]]
  special rep = phi[[1],[2, 1, 1, 1, 1]] , dim = 35
  orbit = [3, 3, 1, 1, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 35
     35 tau_infinity subcells with 1 member(s)
  subcells = [
     [598335],[610650],[620118],[620488],[626711],[627762],[630689],[630824],[632647],[632669],[633486],[634491],[634626],[635655],[635677],[637013],[638384],[638406],[639136],[639712],[639847],[641020],[641941],[641963],[642391],[643329],[643590],[643612],[643725],[644340],[644418],[644447],[644795],[644817],[644825]
   ]
cell #3152 :
  |C| = 35
  W-rep = phi[[1],[2, 1, 1, 1, 1]]
  special rep = phi[[1],[2, 1, 1, 1, 1]] , dim = 35
  orbit = [3, 3, 1, 1, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 35
     35 tau_infinity subcells with 1 member(s)
  subcells = [
     [598336],[610651],[620119],[620487],[626712],[627761],[630825],[632668],[633483],[634627],[635676],[637010],[638405],[639082],[639133],[639848],[640061],[640966],[641017],[641501],[641962],[642392],[642745],[643275],[643326],[643611],[643726],[643767],[644161],[644337],[644417],[644448],[644741],[644792],[644816]
   ]
cell #3153 :
  |C| = 35
  W-rep = phi[[1],[2, 1, 1, 1, 1]]
  special rep = phi[[1],[2, 1, 1, 1, 1]] , dim = 35
  orbit = [3, 3, 1, 1, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 35
     35 tau_infinity subcells with 1 member(s)
  subcells = [
     [598337],[610658],[620126],[620492],[626719],[627766],[630832],[632673],[633482],[634634],[635681],[637009],[638410],[639132],[639855],[640057],[640727],[641016],[641497],[641967],[642399],[642582],[642741],[643046],[643325],[643616],[643733],[643749],[643826],[644157],[644336],[644422],[644637],[644737],[644791]
   ]
cell #3154 :
  |C| = 35
  W-rep = phi[[1],[2, 1, 1, 1, 1]]
  special rep = phi[[1],[2, 1, 1, 1, 1]] , dim = 35
  orbit = [3, 3, 1, 1, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 35
     35 tau_infinity subcells with 1 member(s)
  subcells = [
     [598338],[610666],[620162],[620498],[626755],[627793],[630868],[632700],[633497],[633817],[634670],[635708],[637024],[637873],[638437],[639147],[639891],[640056],[640630],[640697],[641031],[641496],[641994],[642435],[642512],[642740],[643041],[643340],[643643],[643685],[643821],[644156],[644351],[644632],[644736]
   ]
cell #3155 :
  |C| = 27
  W-rep = phi[[2, 1, 1, 1, 1, 1],[]]+phi[[2],[1, 1, 1, 1, 1]]
  special rep = phi[[2],[1, 1, 1, 1, 1]] , dim = 21
  orbit = [4, 2, 1, 1, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 1
  number of tau_infinity subcells = 21
     15 tau_infinity subcells with 1 member(s)
     6 tau_infinity subcells with 2 member(s)
  subcells = [
     [610738],[620521],[627880],[628098],[632990],[633574],[636313],[637241],[637675],[639569],[640203],[641768],[642176],[643180],[644051],
     [628963,639042],[634348,641453],[638211,643012],[640731,644827],[640871,643960],[642635,644511]
   ]
cell #3156 :
  |C| = 35
  W-rep = phi[[1],[2, 1, 1, 1, 1]]
  special rep = phi[[1],[2, 1, 1, 1, 1]] , dim = 35
  orbit = [3, 3, 1, 1, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 35
     35 tau_infinity subcells with 1 member(s)
  subcells = [
     [598339],[610675],[620207],[620505],[620573],[626919],[627828],[628114],[631032],[632819],[633518],[633626],[633772],[634834],[635827],[637101],[637412],[637731],[638556],[639224],[640055],[640091],[640343],[640567],[641108],[641531],[642113],[642288],[642775],[643040],[643417],[643510],[643820],[644191],[644631]
   ]
cell #3157 :
  |C| = 27
  W-rep = phi[[2, 1, 1, 1, 1, 1],[]]+phi[[2],[1, 1, 1, 1, 1]]
  special rep = phi[[2],[1, 1, 1, 1, 1]] , dim = 21
  orbit = [4, 2, 1, 1, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 1
  number of tau_infinity subcells = 21
     15 tau_infinity subcells with 1 member(s)
     6 tau_infinity subcells with 2 member(s)
  subcells = [
     [598340],[610685],[620262],[620513],[627135],[627872],[631707],[632982],[633546],[636305],[637213],[639541],[640147],[641712],[643110],
     [621732,635509],[628955,639034],[634320,641425],[638155,642956],[640801,643890],[642600,644456]
   ]
cell #3158 :
  |C| = 56
  W-rep = phi[[1, 1, 1, 1, 1],[1, 1]]+phi[[1, 1, 1],[1, 1, 1, 1]]
  special rep = phi[[1, 1, 1],[1, 1, 1, 1]] , dim = 35
  orbit = [2, 2, 2, 2, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 35
     14 tau_infinity subcells with 1 member(s)
     21 tau_infinity subcells with 2 member(s)
  subcells = [
     [633767],[637698],[640226],[640551],[641791],[642216],[642456],[643220],[643484],[643496],[644095],[644107],[644263],[644613],
     [599484,634066],[616196,639287],[622872,641171],[628820,642675],[632847,643480],[634070,643799],[634082,643795],[636170,644091],[638046,644464],[638234,643035],[638899,644551],[639291,644610],[639303,644606],[640911,644000],[641175,644862],[641187,644858],[641603,644891],[642679,644555],[642691,644567],[642847,645017],[643802,644865]
   ]
cell #3159 :
  |C| = 56
  W-rep = phi[[1, 1, 1, 1, 1],[1, 1]]+phi[[1, 1, 1],[1, 1, 1, 1]]
  special rep = phi[[1, 1, 1],[1, 1, 1, 1]] , dim = 35
  orbit = [2, 2, 2, 2, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 35
     14 tau_infinity subcells with 1 member(s)
     21 tau_infinity subcells with 2 member(s)
  subcells = [
     [633768],[637699],[640227],[640555],[641792],[642220],[642458],[643224],[643494],[643498],[644105],[644109],[644268],[644618],
     [599486,621172],[616198,631147],[622874,634949],[628822,638178],[632849,640170],[634080,640855],[634084,640859],[636172,641735],[638051,642657],[638235,643036],[638901,642979],[639301,643164],[639305,643168],[640915,644004],[641185,643944],[641189,643948],[641608,644073],[642689,644565],[642693,644569],[642852,644533],[643807,644870]
   ]
cell #3160 :
  |C| = 56
  W-rep = phi[[1, 1, 1, 1, 1],[1, 1]]+phi[[1, 1, 1],[1, 1, 1, 1]]
  special rep = phi[[1, 1, 1],[1, 1, 1, 1]] , dim = 35
  orbit = [2, 2, 2, 2, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 35
     14 tau_infinity subcells with 1 member(s)
     21 tau_infinity subcells with 2 member(s)
  subcells = [
     [640687],[642459],[642466],[643499],[643506],[643662],[644110],[644117],[644269],[644273],[644619],[644623],[644709],[644896],
     [599487,621173],[616199,631148],[622875,634950],[628823,638179],[632850,640171],[634085,640860],[636173,641736],[638052,642658],[638902,642980],[639306,643169],[640809,643793],[641190,643949],[641609,644074],[642694,644570],[642701,644577],[642853,644534],[643118,644604],[643808,644871],[643812,644875],[643898,644856],[644469,645022]
   ]
cell #3161 :
  |C| = 49
  W-rep = phi[[1, 1, 1],[1, 1, 1, 1]]+phi[[],[2, 2, 2, 1]]
  special rep = phi[[1, 1, 1],[1, 1, 1, 1]] , dim = 35
  orbit = [2, 2, 2, 2, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 35
     21 tau_infinity subcells with 1 member(s)
     14 tau_infinity subcells with 2 member(s)
  subcells = [
     [599501],[616213],[622889],[628837],[632864],[634115],[634134],[636187],[638071],[638559],[638916],[639336],[639355],[641117],[641220],[641239],[641628],[642794],[642813],[642872],[643862],
     [620508,633775],[627831,637734],[632822,640346],[633527,640576],[635830,642116],[637110,642297],[637657,642473],[639233,643426],[640110,643529],[640129,643548],[641550,644210],[641569,644229],[642148,644288],[643082,644673]
   ]
cell #3162 :
  |C| = 49
  W-rep = phi[[1, 1, 1],[1, 1, 1, 1]]+phi[[],[2, 2, 2, 1]]
  special rep = phi[[1, 1, 1],[1, 1, 1, 1]] , dim = 35
  orbit = [2, 2, 2, 2, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 35
     21 tau_infinity subcells with 1 member(s)
     14 tau_infinity subcells with 2 member(s)
  subcells = [
     [599502],[616214],[622890],[628838],[632865],[634135],[636188],[638072],[638917],[639356],[640819],[641240],[641629],[642814],[642826],[642873],[643128],[643863],[643877],[643908],[644494],
     [633760,640692],[637658,642474],[637670,642486],[640130,643549],[640142,643561],[640533,643672],[641570,644230],[641582,644242],[642149,644289],[642163,644303],[643083,644674],[643097,644688],[643458,644719],[644034,644921]
   ]
cell #3163 :
  |C| = 49
  W-rep = phi[[1, 1, 1],[1, 1, 1, 1]]+phi[[],[2, 2, 2, 1]]
  special rep = phi[[1, 1, 1],[1, 1, 1, 1]] , dim = 35
  orbit = [2, 2, 2, 2, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 35
     21 tau_infinity subcells with 1 member(s)
     14 tau_infinity subcells with 2 member(s)
  subcells = [
     [599505],[616217],[622893],[628841],[632868],[634138],[636191],[638081],[638920],[639359],[640822],[641243],[641638],[642817],[642882],[643131],[643872],[643911],[644497],[644508],[644844],
     [637661,642477],[640133,643552],[640683,643741],[641573,644233],[642158,644298],[642452,644389],[643092,644683],[643461,644722],[643472,644733],[643656,644777],[644037,644924],[644048,644935],[644257,644949],[644592,645046]
   ]
cell #3164 :
  |C| = 35
  W-rep = phi[[1],[2, 1, 1, 1, 1]]
  special rep = phi[[1],[2, 1, 1, 1, 1]] , dim = 35
  orbit = [3, 3, 1, 1, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 35
     35 tau_infinity subcells with 1 member(s)
  subcells = [
     [610733],[620490],[624064],[626678],[627758],[627764],[628077],[629181],[630791],[632665],[632671],[633489],[634593],[635673],[635679],[636531],[637016],[638402],[638408],[639139],[639814],[641023],[641959],[641965],[642358],[643332],[643608],[643614],[644343],[644414],[644420],[644798],[644819],[645000],[645006]
   ]
cell #3165 :
  |C| = 35
  W-rep = phi[[1],[2, 1, 1, 1, 1]]
  special rep = phi[[1],[2, 1, 1, 1, 1]] , dim = 35
  orbit = [3, 3, 1, 1, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 35
     35 tau_infinity subcells with 1 member(s)
  subcells = [
     [610734],[620491],[627765],[628076],[632672],[633488],[635586],[635680],[637000],[637015],[637630],[638315],[638409],[639123],[639138],[640067],[641007],[641022],[641507],[641872],[641966],[642751],[643316],[643331],[643615],[644167],[644327],[644342],[644421],[644453],[644747],[644797],[644820],[644984],[644999]
   ]
cell #3166 :
  |C| = 35
  W-rep = phi[[1],[2, 1, 1, 1, 1]]
  special rep = phi[[1],[2, 1, 1, 1, 1]] , dim = 35
  orbit = [3, 3, 1, 1, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 35
     35 tau_infinity subcells with 1 member(s)
  subcells = [
     [610735],[620497],[627771],[628080],[632678],[633492],[635686],[637019],[637629],[638415],[639142],[640066],[641026],[641477],[641506],[641972],[642122],[642596],[642721],[642750],[643056],[643335],[643621],[643754],[643836],[644137],[644166],[644346],[644427],[644438],[644647],[644746],[644801],[644954],[644983]
   ]
cell #3167 :
  |C| = 35
  W-rep = phi[[1],[2, 1, 1, 1, 1]]
  special rep = phi[[1],[2, 1, 1, 1, 1]] , dim = 35
  orbit = [3, 3, 1, 1, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 35
     35 tau_infinity subcells with 1 member(s)
  subcells = [
     [610736],[620504],[627799],[628085],[632706],[633512],[635714],[637039],[637639],[637899],[638443],[639162],[640076],[640703],[641046],[641516],[642000],[642121],[642518],[642570],[642760],[643055],[643355],[643649],[643700],[643835],[644017],[644176],[644366],[644392],[644477],[644646],[644756],[644904],[644953]
   ]
cell #3168 :
  |C| = 35
  W-rep = phi[[1],[2, 1, 1, 1, 1]]
  special rep = phi[[1],[2, 1, 1, 1, 1]] , dim = 35
  orbit = [3, 3, 1, 1, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 35
     35 tau_infinity subcells with 1 member(s)
  subcells = [
     [610737],[620512],[627835],[628091],[628154],[632826],[633539],[633779],[635834],[637122],[637654],[637738],[637859],[638563],[639245],[640126],[640350],[640588],[641129],[641566],[642120],[642141],[642309],[642470],[642810],[643075],[643438],[643545],[643855],[644016],[644226],[644281],[644476],[644666],[644903]
   ]
cell #3169 :
  |C| = 56
  W-rep = phi[[1, 1, 1, 1, 1],[1, 1]]+phi[[1, 1, 1],[1, 1, 1, 1]]
  special rep = phi[[1, 1, 1],[1, 1, 1, 1]] , dim = 35
  orbit = [2, 2, 2, 2, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 35
     14 tau_infinity subcells with 1 member(s)
     21 tau_infinity subcells with 2 member(s)
  subcells = [
     [637855],[640563],[642228],[642460],[643232],[643500],[643661],[644111],[644270],[644272],[644620],[644622],[644708],[644895],
     [611570,628551],[624673,635901],[629790,638630],[634247,640882],[637140,642187],[638053,642659],[638055,642661],[639468,643191],[640808,643792],[640923,644012],[641352,643971],[641610,644075],[641612,644077],[642695,644571],[642854,644535],[642856,644537],[643117,644603],[643809,644872],[643811,644874],[643897,644855],[644468,645021]
   ]
cell #3170 :
  |C| = 49
  W-rep = phi[[1, 1, 1],[1, 1, 1, 1]]+phi[[],[2, 2, 2, 1]]
  special rep = phi[[1, 1, 1],[1, 1, 1, 1]] , dim = 35
  orbit = [2, 2, 2, 2, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 35
     21 tau_infinity subcells with 1 member(s)
     14 tau_infinity subcells with 2 member(s)
  subcells = [
     [611580],[624683],[629800],[634257],[637150],[638073],[638085],[639478],[640818],[641131],[641362],[641630],[641642],[642815],[642874],[642886],[643127],[643864],[643876],[643907],[644493],
     [628093,637861],[633541,640590],[637124,642311],[637659,642475],[639247,643440],[640131,643550],[640532,643671],[641571,644231],[642150,644290],[642162,644302],[643084,644675],[643096,644687],[643457,644718],[644033,644920]
   ]
cell #3171 :
  |C| = 49
  W-rep = phi[[1, 1, 1],[1, 1, 1, 1]]+phi[[],[2, 2, 2, 1]]
  special rep = phi[[1, 1, 1],[1, 1, 1, 1]] , dim = 35
  orbit = [2, 2, 2, 2, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 35
     21 tau_infinity subcells with 1 member(s)
     14 tau_infinity subcells with 2 member(s)
  subcells = [
     [611582],[624685],[629802],[634259],[637152],[638083],[638087],[639480],[640823],[641132],[641364],[641640],[641644],[642819],[642884],[642888],[643132],[643874],[643878],[643912],[644498],
     [628094,637862],[633542,640591],[637125,642312],[637663,642479],[639248,643441],[640135,643554],[640534,643673],[641575,644235],[642160,644300],[642164,644304],[643094,644685],[643098,644689],[643462,644723],[644038,644925]
   ]
cell #3172 :
  |C| = 49
  W-rep = phi[[1, 1, 1],[1, 1, 1, 1]]+phi[[],[2, 2, 2, 1]]
  special rep = phi[[1, 1, 1],[1, 1, 1, 1]] , dim = 35
  orbit = [2, 2, 2, 2, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 35
     21 tau_infinity subcells with 1 member(s)
     14 tau_infinity subcells with 2 member(s)
  subcells = [
     [611583],[624686],[629803],[634260],[637153],[638088],[639481],[640824],[641365],[641645],[642643],[642889],[643133],[643879],[643886],[643913],[644059],[644499],[644503],[644519],[644841],
     [637849,642566],[640535,643674],[640542,643681],[642165,644305],[642172,644312],[642447,644384],[643099,644690],[643106,644697],[643463,644724],[643467,644728],[644039,644926],[644043,644930],[644254,644946],[644589,645043]
   ]
cell #3173 :
  |C| = 35
  W-rep = phi[[1],[2, 1, 1, 1, 1]]
  special rep = phi[[1],[2, 1, 1, 1, 1]] , dim = 35
  orbit = [3, 3, 1, 1, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 35
     35 tau_infinity subcells with 1 member(s)
  subcells = [
     [615384],[618762],[620111],[620489],[620567],[622060],[624209],[626704],[627763],[628078],[629326],[630817],[632035],[632670],[633490],[634619],[635678],[636676],[637017],[638407],[639140],[639840],[640418],[641024],[641964],[642384],[643333],[643613],[643718],[644344],[644419],[644799],[644818],[645001],[645083]
   ]
cell #3174 :
  |C| = 35
  W-rep = phi[[1],[2, 1, 1, 1, 1]]
  special rep = phi[[1],[2, 1, 1, 1, 1]] , dim = 35
  orbit = [3, 3, 1, 1, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 35
     35 tau_infinity subcells with 1 member(s)
  subcells = [
     [620568],[628079],[630688],[632646],[633485],[633491],[633747],[634490],[635654],[637012],[637018],[637632],[638383],[639135],[639141],[639711],[640069],[641019],[641025],[641509],[641940],[642753],[643328],[643334],[643589],[644169],[644339],[644345],[644749],[644794],[644800],[644824],[644986],[645002],[645078]
   ]
cell #3175 :
  |C| = 35
  W-rep = phi[[1, 1],[1, 1, 1, 1, 1]]+phi[[],[2, 2, 1, 1, 1]]
  special rep = phi[[1, 1],[1, 1, 1, 1, 1]] , dim = 21
  orbit = [2, 2, 2, 2, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 1
  number of tau_infinity subcells = 21
     7 tau_infinity subcells with 1 member(s)
     14 tau_infinity subcells with 2 member(s)
  subcells = [
     [611746],[624849],[629966],[634738],[638428],[641028],[642755],
     [626823,637316],[627784,642503],[628082,644440],[628149,645005],[630936,639959],[632691,643634],[633494,644803],[633749,645080],[635699,641985],[637021,644348],[637634,644988],[639144,643337],[640071,644751],[641511,644171]
   ]
cell #3176 :
  |C| = 35
  W-rep = phi[[1],[2, 1, 1, 1, 1]]
  special rep = phi[[1],[2, 1, 1, 1, 1]] , dim = 35
  orbit = [3, 3, 1, 1, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 35
     35 tau_infinity subcells with 1 member(s)
  subcells = [
     [620569],[628084],[633496],[633750],[637023],[637635],[639081],[639146],[640060],[640072],[640515],[640965],[641030],[641500],[641512],[642125],[642744],[642756],[643059],[643274],[643339],[643766],[643839],[644160],[644172],[644350],[644442],[644650],[644740],[644752],[644805],[644812],[644957],[644989],[645069]
   ]
cell #3177 :
  |C| = 35
  W-rep = phi[[1],[2, 1, 1, 1, 1]]
  special rep = phi[[1],[2, 1, 1, 1, 1]] , dim = 35
  orbit = [3, 3, 1, 1, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 35
     35 tau_infinity subcells with 1 member(s)
  subcells = [
     [620570],[628090],[633517],[633754],[637044],[637649],[639167],[640086],[640521],[640726],[641051],[641526],[642131],[642575],[642770],[643045],[643065],[643360],[643445],[643705],[643744],[643825],[643845],[644021],[644186],[644371],[644402],[644481],[644636],[644656],[644766],[644781],[644908],[644963],[645055]
   ]
cell #3178 :
  |C| = 35
  W-rep = phi[[1],[2, 1, 1, 1, 1]]
  special rep = phi[[1],[2, 1, 1, 1, 1]] , dim = 35
  orbit = [3, 3, 1, 1, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 5
  number of tau_infinity subcells = 35
     35 tau_infinity subcells with 1 member(s)
  subcells = [
     [620571],[628097],[633545],[633759],[633816],[637128],[637669],[637865],[639251],[640141],[640531],[640594],[640691],[641135],[641581],[642161],[642315],[642485],[642825],[643095],[643444],[643455],[643560],[643670],[643875],[644031],[644241],[644301],[644491],[644581],[644686],[644716],[644833],[644918],[645035]
   ]
cell #3179 :
  |C| = 28
  W-rep = phi[[1, 1, 1, 1, 1, 1],[1]]+phi[[1, 1],[1, 1, 1, 1, 1]]
  special rep = phi[[1, 1],[1, 1, 1, 1, 1]] , dim = 21
  orbit = [2, 2, 2, 2, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 1
  number of tau_infinity subcells = 21
     14 tau_infinity subcells with 1 member(s)
     7 tau_infinity subcells with 2 member(s)
  subcells = [
     [620572],[628105],[633581],[633765],[637248],[637696],[639576],[640224],[640546],[641789],[642211],[643215],[643475],[644086],
     [634061,643785],[634355,641460],[638232,643033],[639282,644596],[640906,643995],[641166,644848],[642670,644546]
   ]
cell #3180 :
  |C| = 35
  W-rep = phi[[1, 1],[1, 1, 1, 1, 1]]+phi[[],[2, 2, 1, 1, 1]]
  special rep = phi[[1, 1],[1, 1, 1, 1, 1]] , dim = 21
  orbit = [2, 2, 2, 2, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 1
  number of tau_infinity subcells = 21
     7 tau_infinity subcells with 1 member(s)
     14 tau_infinity subcells with 2 member(s)
  subcells = [
     [621275],[631250],[635052],[638486],[641038],[642757],[643841],
     [632749,640273],[633504,643692],[633751,644813],[633811,645082],[635757,642043],[637031,644358],[637636,644990],[637840,645108],[639154,643347],[640073,644753],[640517,645071],[641513,644173],[642127,644959],[643061,644652]
   ]
cell #3181 :
  |C| = 35
  W-rep = phi[[1, 1],[1, 1, 1, 1, 1]]+phi[[],[2, 2, 1, 1, 1]]
  special rep = phi[[1, 1],[1, 1, 1, 1, 1]] , dim = 21
  orbit = [2, 2, 2, 2, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 1
  number of tau_infinity subcells = 21
     7 tau_infinity subcells with 1 member(s)
     14 tau_infinity subcells with 2 member(s)
  subcells = [
     [628620],[635970],[638699],[641076],[642764],[643843],[644484],
     [637069,642256],[637643,644396],[637842,644997],[637894,645004],[639192,643385],[640080,644760],[640519,645073],[640678,645077],[641520,644180],[642129,644961],[642438,645105],[643063,644654],[643448,645058],[644024,644911]
   ]
cell #3182 :
  |C| = 35
  W-rep = phi[[1, 1],[1, 1, 1, 1, 1]]+phi[[],[2, 2, 1, 1, 1]]
  special rep = phi[[1, 1],[1, 1, 1, 1, 1]] , dim = 21
  orbit = [2, 2, 2, 2, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 1
  number of tau_infinity subcells = 21
     7 tau_infinity subcells with 1 member(s)
     14 tau_infinity subcells with 2 member(s)
  subcells = [
     [634110],[639331],[641215],[642789],[643849],[644489],[644837],
     [640105,643524],[640525,644785],[640680,644810],[640722,644822],[641545,644205],[642135,644967],[642443,644981],[642557,644995],[643069,644660],[643453,645063],[643653,645068],[644029,644916],[644250,645101],[644585,645039]
   ]
cell #3183 :
  |C| = 35
  W-rep = phi[[1, 1],[1, 1, 1, 1, 1]]+phi[[],[2, 2, 1, 1, 1]]
  special rep = phi[[1, 1],[1, 1, 1, 1, 1]] , dim = 21
  orbit = [2, 2, 2, 2, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 1
  number of tau_infinity subcells = 21
     7 tau_infinity subcells with 1 member(s)
     14 tau_infinity subcells with 2 member(s)
  subcells = [
     [638078],[641635],[642879],[643869],[644505],[644846],[645013],
     [642155,644295],[642449,644386],[642559,644432],[642592,644450],[643089,644680],[643469,644730],[643658,644779],[643736,644808],[644045,644932],[644259,644951],[644375,644976],[644594,645048],[644705,645054],[644887,645096]
   ]
cell #3184 :
  |C| = 28
  W-rep = phi[[1, 1, 1, 1, 1, 1],[1]]+phi[[1, 1],[1, 1, 1, 1, 1]]
  special rep = phi[[1, 1],[1, 1, 1, 1, 1]] , dim = 21
  orbit = [2, 2, 2, 2, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 1
  number of tau_infinity subcells = 21
     14 tau_infinity subcells with 1 member(s)
     7 tau_infinity subcells with 2 member(s)
  subcells = [
     [643489],[643664],[643738],[643763],[644100],[644275],[644380],[644430],[644625],[644714],[644774],[644901],[644942],[645034],
     [634075,640850],[639296,643159],[641180,643939],[642684,644560],[643814,644877],[644474,645027],[644832,645090]
   ]
cell #3185 :
  |C| = 13
  W-rep = phi[[1],[1, 1, 1, 1, 1, 1]]+phi[[],[2, 1, 1, 1, 1, 1]]
  special rep = phi[[1],[1, 1, 1, 1, 1, 1]] , dim = 7
  orbit = [2, 2, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 1
  number of tau_infinity subcells = 7
     1 tau_infinity subcells with 1 member(s)
     6 tau_infinity subcells with 2 member(s)
  subcells = [
     [642754],
     [620578,645118],[628148,645110],[633748,645079],[637633,644987],[640070,644750],[641510,644170]
   ]
cell #3186 :
  |C| = 49
  W-rep = phi[[1, 1, 1],[1, 1, 1, 1]]+phi[[],[2, 2, 2, 1]]
  special rep = phi[[1, 1, 1],[1, 1, 1, 1]] , dim = 35
  orbit = [2, 2, 2, 2, 2, 2, 1, 1]
  depth of tau_infinity partitioning = 2
  number of tau_infinity subcells = 35
     21 tau_infinity subcells with 1 member(s)
     14 tau_infinity subcells with 2 member(s)
  subcells = [
     [621160],[631135],[634937],[638166],[640158],[640825],[640827],[641723],[642642],[642827],[642967],[643134],[643136],[643880],[643914],[643916],[644058],[644500],[644502],[644518],[644840],
     [633761,640693],[637671,642487],[640143,643562],[640536,643675],[641583,644243],[642166,644306],[642446,644383],[643100,644691],[643464,644725],[643466,644727],[644040,644927],[644042,644929],[644253,644945],[644588,645042]
   ]
cell #3187 :
  |C| = 35
  W-rep = phi[[1, 1],[1, 1, 1, 1, 1]]+phi[[],[2, 2, 1, 1, 1]]
  special rep = phi[[1, 1],[1, 1, 1, 1, 1]] , dim = 21
  orbit = [2, 2, 2, 2, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 1
  number of tau_infinity subcells = 21
     7 tau_infinity subcells with 1 member(s)
     14 tau_infinity subcells with 2 member(s)
  subcells = [
     [628619],[635969],[638698],[641075],[642759],[642763],[643842],
     [628150,644452],[633753,644815],[637068,642255],[637638,644992],[637642,644395],[637841,644996],[639191,643384],[640075,644755],[640079,644759],[640518,645072],[641515,644175],[641519,644179],[642128,644960],[643062,644653]
   ]
cell #3188 :
  |C| = 35
  W-rep = phi[[1, 1],[1, 1, 1, 1, 1]]+phi[[],[2, 2, 1, 1, 1]]
  special rep = phi[[1, 1],[1, 1, 1, 1, 1]] , dim = 21
  orbit = [2, 2, 2, 2, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 1
  number of tau_infinity subcells = 21
     7 tau_infinity subcells with 1 member(s)
     14 tau_infinity subcells with 2 member(s)
  subcells = [
     [638068],[641625],[642774],[642869],[643851],[643859],[644485],
     [628151,642595],[633758,643748],[637653,644406],[637844,644434],[640090,644770],[640527,644787],[641530,644190],[642137,644969],[642145,644285],[642439,644977],[643071,644662],[643079,644670],[643449,645059],[644025,644912]
   ]
cell #3189 :
  |C| = 35
  W-rep = phi[[1, 1],[1, 1, 1, 1, 1]]+phi[[],[2, 2, 1, 1, 1]]
  special rep = phi[[1, 1],[1, 1, 1, 1, 1]] , dim = 21
  orbit = [2, 2, 2, 2, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 1
  number of tau_infinity subcells = 21
     7 tau_infinity subcells with 1 member(s)
     14 tau_infinity subcells with 2 member(s)
  subcells = [
     [642640],[642830],[643885],[644056],[644501],[644516],[644838],
     [628152,637898],[633764,640696],[637674,642490],[637848,642565],[640146,643565],[640541,643680],[641586,644246],[642171,644311],[642445,644382],[643105,644696],[643465,644726],[644041,644928],[644251,644943],[644586,645040]
   ]
cell #3190 :
  |C| = 28
  W-rep = phi[[1, 1, 1, 1, 1, 1],[1]]+phi[[1, 1],[1, 1, 1, 1, 1]]
  special rep = phi[[1, 1],[1, 1, 1, 1, 1]] , dim = 21
  orbit = [2, 2, 2, 2, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 1
  number of tau_infinity subcells = 21
     14 tau_infinity subcells with 1 member(s)
     7 tau_infinity subcells with 2 member(s)
  subcells = [
     [628153],[633771],[637702],[637853],[640230],[640561],[641795],[642226],[642455],[643230],[643495],[644106],[644261],[644611],
     [638044,644461],[638238,643039],[640921,644010],[641601,644888],[642690,644566],[642845,645014],[643800,644863]
   ]
cell #3191 :
  |C| = 35
  W-rep = phi[[1, 1],[1, 1, 1, 1, 1]]+phi[[],[2, 2, 1, 1, 1]]
  special rep = phi[[1, 1],[1, 1, 1, 1, 1]] , dim = 21
  orbit = [2, 2, 2, 2, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 1
  number of tau_infinity subcells = 21
     7 tau_infinity subcells with 1 member(s)
     14 tau_infinity subcells with 2 member(s)
  subcells = [
     [634107],[639328],[641212],[642786],[643844],[643846],[644483],
     [633812,644823],[637843,644998],[640102,643521],[640520,645074],[640522,644782],[640677,645076],[641542,644202],[642130,644962],[642132,644964],[642437,645104],[643064,644655],[643066,644657],[643447,645057],[644023,644910]
   ]
cell #3192 :
  |C| = 35
  W-rep = phi[[1, 1],[1, 1, 1, 1, 1]]+phi[[],[2, 2, 1, 1, 1]]
  special rep = phi[[1, 1],[1, 1, 1, 1, 1]] , dim = 21
  orbit = [2, 2, 2, 2, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 1
  number of tau_infinity subcells = 21
     7 tau_infinity subcells with 1 member(s)
     14 tau_infinity subcells with 2 member(s)
  subcells = [
     [638069],[641626],[642870],[643860],[644486],[644490],[644836],
     [637895,644451],[640681,644811],[642146,644286],[642440,644978],[642444,644982],[642556,644994],[643080,644671],[643450,645060],[643454,645064],[643652,645067],[644026,644913],[644030,644917],[644249,645100],[644584,645038]
   ]
cell #3193 :
  |C| = 35
  W-rep = phi[[1, 1],[1, 1, 1, 1, 1]]+phi[[],[2, 2, 1, 1, 1]]
  special rep = phi[[1, 1],[1, 1, 1, 1, 1]] , dim = 21
  orbit = [2, 2, 2, 2, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 1
  number of tau_infinity subcells = 21
     7 tau_infinity subcells with 1 member(s)
     14 tau_infinity subcells with 2 member(s)
  subcells = [
     [640821],[643130],[643910],[644496],[644843],[644847],[645012],
     [640723,643764],[642560,644433],[643460,644721],[643655,644776],[643659,644780],[643735,644807],[644036,644923],[644256,644948],[644260,644952],[644374,644975],[644591,645045],[644595,645049],[644704,645053],[644886,645095]
   ]
cell #3194 :
  |C| = 28
  W-rep = phi[[1, 1, 1, 1, 1, 1],[1]]+phi[[1, 1],[1, 1, 1, 1, 1]]
  special rep = phi[[1, 1],[1, 1, 1, 1, 1]] , dim = 21
  orbit = [2, 2, 2, 2, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 1
  number of tau_infinity subcells = 21
     14 tau_infinity subcells with 1 member(s)
     7 tau_infinity subcells with 2 member(s)
  subcells = [
     [642593],[643739],[644266],[644377],[644381],[644429],[644616],[644711],[644715],[644773],[644898],[644902],[644941],[645033],
     [638049,642655],[641606,644071],[642850,644531],[643805,644868],[644471,645024],[644475,645028],[644831,645089]
   ]
cell #3195 :
  |C| = 13
  W-rep = phi[[1],[1, 1, 1, 1, 1, 1]]+phi[[],[2, 1, 1, 1, 1, 1]]
  special rep = phi[[1],[1, 1, 1, 1, 1, 1]] , dim = 7
  orbit = [2, 2, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 1
  number of tau_infinity subcells = 7
     1 tau_infinity subcells with 1 member(s)
     6 tau_infinity subcells with 2 member(s)
  subcells = [
     [643840],
     [628159,645111],[633810,645117],[637839,645107],[640516,645070],[642126,644958],[643060,644651]
   ]
cell #3196 :
  |C| = 35
  W-rep = phi[[1, 1],[1, 1, 1, 1, 1]]+phi[[],[2, 2, 1, 1, 1]]
  special rep = phi[[1, 1],[1, 1, 1, 1, 1]] , dim = 21
  orbit = [2, 2, 2, 2, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 1
  number of tau_infinity subcells = 21
     7 tau_infinity subcells with 1 member(s)
     14 tau_infinity subcells with 2 member(s)
  subcells = [
     [640817],[643126],[643854],[643906],[644488],[644492],[644835],
     [633813,643765],[637847,644437],[640530,644790],[640679,644809],[642140,644972],[642442,644980],[643074,644665],[643452,645062],[643456,644717],[643651,645066],[644028,644915],[644032,644919],[644248,645099],[644583,645037]
   ]
cell #3197 :
  |C| = 35
  W-rep = phi[[1, 1],[1, 1, 1, 1, 1]]+phi[[],[2, 2, 1, 1, 1]]
  special rep = phi[[1, 1],[1, 1, 1, 1, 1]] , dim = 21
  orbit = [2, 2, 2, 2, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 1
  number of tau_infinity subcells = 21
     7 tau_infinity subcells with 1 member(s)
     14 tau_infinity subcells with 2 member(s)
  subcells = [
     [643786],[643889],[644507],[644597],[644842],[644849],[645010],
     [633814,640725],[637852,642569],[640545,643684],[640682,643740],[642175,644315],[642451,644388],[643109,644700],[643471,644732],[643654,644775],[644047,644934],[644255,644947],[644590,645044],[644702,645051],[644884,645093]
   ]
cell #3198 :
  |C| = 28
  W-rep = phi[[1, 1, 1, 1, 1, 1],[1]]+phi[[1, 1],[1, 1, 1, 1, 1]]
  special rep = phi[[1, 1],[1, 1, 1, 1, 1]] , dim = 21
  orbit = [2, 2, 2, 2, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 1
  number of tau_infinity subcells = 21
     14 tau_infinity subcells with 1 member(s)
     7 tau_infinity subcells with 2 member(s)
  subcells = [
     [633815],[637858],[640566],[640686],[642231],[642465],[643235],[643505],[643660],[644116],[644271],[644621],[644706],[644893],
     [640806,644828],[640926,644015],[642700,644576],[643115,645030],[643810,644873],[643895,645086],[644466,645019]
   ]
cell #3199 :
  |C| = 35
  W-rep = phi[[1, 1],[1, 1, 1, 1, 1]]+phi[[],[2, 2, 1, 1, 1]]
  special rep = phi[[1, 1],[1, 1, 1, 1, 1]] , dim = 21
  orbit = [2, 2, 2, 2, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 1
  number of tau_infinity subcells = 21
     7 tau_infinity subcells with 1 member(s)
     14 tau_infinity subcells with 2 member(s)
  subcells = [
     [642641],[644057],[644510],[644517],[644839],[644845],[645011],
     [637896,642594],[640685,643743],[642454,644391],[642558,644431],[643474,644735],[643657,644778],[644050,644937],[644252,644944],[644258,644950],[644373,644974],[644587,645041],[644593,645047],[644703,645052],[644885,645094]
   ]
cell #3200 :
  |C| = 28
  W-rep = phi[[1, 1, 1, 1, 1, 1],[1]]+phi[[1, 1],[1, 1, 1, 1, 1]]
  special rep = phi[[1, 1],[1, 1, 1, 1, 1]] , dim = 21
  orbit = [2, 2, 2, 2, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 1
  number of tau_infinity subcells = 21
     14 tau_infinity subcells with 1 member(s)
     7 tau_infinity subcells with 2 member(s)
  subcells = [
     [640724],[642564],[643669],[643737],[644280],[644379],[644630],[644707],[644713],[644772],[644894],[644900],[644940],[645032],
     [640807,643791],[643116,644602],[643819,644882],[643896,644854],[644467,645020],[644473,645026],[644830,645088]
   ]
cell #3201 :
  |C| = 13
  W-rep = phi[[1],[1, 1, 1, 1, 1, 1]]+phi[[],[2, 1, 1, 1, 1, 1]]
  special rep = phi[[1],[1, 1, 1, 1, 1, 1]] , dim = 7
  orbit = [2, 2, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 1
  number of tau_infinity subcells = 7
     1 tau_infinity subcells with 1 member(s)
     6 tau_infinity subcells with 2 member(s)
  subcells = [
     [644482],
     [633821,645084],[637893,645109],[640676,645116],[642436,645103],[643446,645056],[644022,644909]
   ]
cell #3202 :
  |C| = 28
  W-rep = phi[[1, 1, 1, 1, 1, 1],[1]]+phi[[1, 1],[1, 1, 1, 1, 1]]
  special rep = phi[[1, 1],[1, 1, 1, 1, 1]] , dim = 21
  orbit = [2, 2, 2, 2, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 1
  number of tau_infinity subcells = 21
     14 tau_infinity subcells with 1 member(s)
     7 tau_infinity subcells with 2 member(s)
  subcells = [
     [637897],[640690],[642469],[642561],[643509],[643666],[644120],[644277],[644376],[644627],[644710],[644897],[644939],[645031],
     [642636,644462],[642704,644580],[643816,644879],[644052,644889],[644470,645023],[644512,645015],[644829,645087]
   ]
cell #3203 :
  |C| = 13
  W-rep = phi[[1],[1, 1, 1, 1, 1, 1]]+phi[[],[2, 1, 1, 1, 1, 1]]
  special rep = phi[[1],[1, 1, 1, 1, 1, 1]] , dim = 7
  orbit = [2, 2, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 1
  number of tau_infinity subcells = 7
     1 tau_infinity subcells with 1 member(s)
     6 tau_infinity subcells with 2 member(s)
  subcells = [
     [644834],
     [637903,645007],[640721,645081],[642555,645106],[643650,645115],[644247,645098],[644582,645036]
   ]
cell #3204 :
  |C| = 13
  W-rep = phi[[1],[1, 1, 1, 1, 1, 1]]+phi[[],[2, 1, 1, 1, 1, 1]]
  special rep = phi[[1],[1, 1, 1, 1, 1, 1]] , dim = 7
  orbit = [2, 2, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 1
  number of tau_infinity subcells = 7
     1 tau_infinity subcells with 1 member(s)
     6 tau_infinity subcells with 2 member(s)
  subcells = [
     [645009],
     [640730,644826],[642591,645003],[643734,645075],[644372,645102],[644701,645114],[644883,645092]
   ]
cell #3205 :
  |C| = 13
  W-rep = phi[[1],[1, 1, 1, 1, 1, 1]]+phi[[],[2, 1, 1, 1, 1, 1]]
  special rep = phi[[1],[1, 1, 1, 1, 1, 1]] , dim = 7
  orbit = [2, 2, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 1
  number of tau_infinity subcells = 7
     1 tau_infinity subcells with 1 member(s)
     6 tau_infinity subcells with 2 member(s)
  subcells = [
     [645085],
     [642599,644455],[643762,644821],[644428,644993],[644771,645065],[644938,645097],[645029,645113]
   ]
cell #3206 :
  |C| = 8
  W-rep = phi[[1, 1, 1, 1, 1, 1, 1],[]]+phi[[1],[1, 1, 1, 1, 1, 1]]
  special rep = phi[[1],[1, 1, 1, 1, 1, 1]] , dim = 7
  orbit = [2, 2, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 1
  number of tau_infinity subcells = 7
     6 tau_infinity subcells with 1 member(s)
     1 tau_infinity subcells with 2 member(s)
  subcells = [
     [643769],[644449],[644806],[644973],[645050],[645091],
     [645008,645112]
   ]
cell #3207 :
  |C| = 1
  W-rep = phi[[],[1, 1, 1, 1, 1, 1, 1]]
  special rep = phi[[],[1, 1, 1, 1, 1, 1, 1]] , dim = 1
  orbit = [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1]
  depth of tau_infinity partitioning = 1
  number of tau_infinity subcells = 1
     1 tau_infinity subcells with 1 member(s)
  subcells = [
     [645119]
   ]