# wcell data for g = E8 , G_C = E8 , G_R = E8(E7xA1)
non-empty blocks:
E8(E7xA1) x E8(E7xA1)
E8(E7xA1) x E8(R)
E8(E7xA1) x E8(E7xA1) block:
cell #0
cell size = 525
cell W-rep = phi[525,12]
special rep = phi[525,12] ; dim = 525
special orbit = E6
tau-infinity partition completed in 4 step(s)
525 parts
partitioning = [[1,525]]
intersection with blocku = {}
cell #1
cell size = 2100
cell W-rep = phi[2100,20]
special rep = phi[2100,20] ; dim = 2100
special orbit = D5
tau-infinity partition completed in 5 step(s)
2100 parts
partitioning = [[1,2100]]
intersection with blocku = {}
cell #2
cell size = 525
cell W-rep = phi[525,36]
special rep = phi[525,36] ; dim = 525
special orbit = D4
tau-infinity partition completed in 3 step(s)
525 parts
partitioning = [[1,525]]
intersection with blocku = {}
E8(E7xA1) x E8(R) block:
cell #0
cell size = 525
cell W-rep = phi[525,12]
special rep = phi[525,12] ; dim = 525
special orbit = E6
tau-infinity partition completed in 4 step(s)
525 parts
partitioning = [[1,525]]
intersection with blocku = {0,1,2,3,4,5,6,7,8,9,10,11,13,14,15,16,17,18,19,22,23,24,25,26,31,34,35,36,37,39,40,41,49,50,55,65,120,121,122,123,124,125,126,127,129,130,132,135,148,149,150,151,153,156,157,160,176,177,178,179,181,183,185,186,189,190,204,205,206,207,208,209,210,213,232,233,234,235,236,237,238,239,240,242,243,244,260,261,262,263,264,265,266,267,316,317,320,321,322,323,324,326,327,332,344,345,346,350,351,352,356,357,362,363,364,365,368,369,371,374,375,376,380,381,382,386,387,392,393,398,399,400,434,435,437,441,442,447,449,452,454,458,459,460,470,471,472,473,476,480,482,485,498,499,500,504,510,512,526,527,530,532,533,537,554,555,557,558,559,560,561,564,582,583,584,585,586,587,588,589,638,639,642,643,644,645,666,667,668,669,678,680,681,699,700,705,706,717,719,720,723,725,729,730,732,735,736,759,760,765,771,773,777,778,779,783,784,789,790,838,840,846,851,855,857,861,862,868,874,879,881,903,909,912,954,960,964,1065,1069,1073,1105,1106,1107,1124,1126,1130,1161,1180,1191,1196,1197,1256,1257,1262,1268,1270,1367,1378,1394,1407,1413,1426,1662}
cell #1
cell size = 3500
cell W-rep = phi[2800,13]+phi[700,16]
special rep = phi[2800,13] ; dim = 2800
special orbit = E6(a1)
tau-infinity partition completed in 7 step(s)
2800 parts
partitioning = [[1,2100],[2,700]]
intersection with blocku = {12,27,29,30,33,42,43,44,45,46,56,57,58,59,68,69,70,71,80,81,82,90,91,92,101,102,103,105,106,108,109,110,128,133,134,137,140,142,155,158,159,163,164,167,169,171,173,182,187,192,195,197,200,202,211,214,215,216,217,219,228,229,230,241,245,247,249,253,257,258,269,274,278,281,284,285,288,289,291,293,294,298,299,304,309,337,339,340,341,342,348,353,354,359,360,366,370,372,378,385,388,391,397,403,404,405,407,412,414,416,417,420,422,423,424,445,451,457,463,474,477,479,483,484,487,490,492,502,505,507,511,514,517,519,521,523,528,534,535,538,540,543,548,551,552,556,562,565,566,568,570,577,579,580,592,595,598,601,605,607,610,611,613,615,619,620,624,627,631,658,660,662,663,670,671,672,702,703,707,709,718,721,724,727,731,733,738,739,761,764,767,770,776,781,785,788,794,802,804,808,811,813,814,816,819,820,823,827,829,831,832,835,848,854,860,872,878,884,911,914,917,919,927,929,932,946,949,951,961,966,967,978,979,983,989,992,994,995,998,1009,1013,1031,1037,1039,1041,1044,1046,1048,1052,1056,1059,1083,1086,1089,1113,1114,1115,1142,1143,1144,1163,1164,1182,1194,1198,1200,1202,1203,1206,1225,1228,1231,1240,1242,1247,1248,1258,1260,1264,1267,1273,1283,1298,1311,1314,1317,1320,1322,1323,1324,1334,1336,1338,1342,1345,1346,1347,1351,1375,1381,1405,1411,1423,1429,1462,1464,1477,1495,1496,1506,1511,1512,1590,1597,1601,1610,1614,1618,1625,1629,1633,1642,1643,1654,1674,1677,1678,1684,1816,1833,1843,1845,1857,1923,1975,1977,1981,1984,2008,2032,2056,2068,2087,2098,2100,2104,2140,2270,2345,2371,2461,2462,2498,2500,2612,2614,2617,2619,2683,2686,2758,2921,3182,4525,4930}
cell #2
cell size = 2100
cell W-rep = phi[2100,20]
special rep = phi[2100,20] ; dim = 2100
special orbit = D5
tau-infinity partition completed in 5 step(s)
2100 parts
partitioning = [[1,2100]]
intersection with blocku = {20,21,32,38,47,48,51,53,60,61,63,66,67,72,73,75,76,77,78,83,84,86,87,88,89,131,152,162,165,166,168,170,180,184,188,191,193,194,196,212,218,220,221,222,223,224,246,248,250,252,268,270,271,272,275,277,279,280,292,295,296,300,301,303,305,307,308,310,311,318,319,325,328,330,333,334,336,347,358,373,377,389,390,394,395,396,401,411,413,415,418,419,421,425,426,428,429,431,436,440,444,446,448,450,453,455,456,461,464,465,467,468,475,501,503,508,513,515,516,518,529,531,536,539,541,542,544,545,563,567,569,571,572,590,591,593,596,597,599,614,616,617,621,623,625,626,628,630,640,641,646,647,649,650,652,654,656,657,674,675,677,679,682,684,685,686,701,708,726,737,766,768,769,772,774,786,787,791,792,809,810,812,815,817,826,828,830,833,834,837,843,844,847,849,850,852,853,856,858,863,867,870,871,873,875,876,877,880,882,885,886,888,891,892,894,900,907,937,940,941,943,944,956,958,969,986,990,993,996,1010,1014,1015,1019,1025,1038,1042,1047,1067,1068,1078,1081,1117,1121,1122,1125,1127,1129,1131,1133,1134,1136,1137,1139,1140,1160,1162,1181,1193,1199,1204,1205,1221,1229,1246,1263,1265,1269,1288,1290,1305,1306,1318,1319,1325,1341,1348,1352,1353,1365,1373,1374,1376,1396,1400,1404,1406,1412,1418,1419,1421,1422,1424,1425,1427,1430,1431,1433,1436,1437,1454,1457,1486,1503,1527,1531,1596,1657,1663,1686,1694,1696,1698,1699,1700,1708,1711,1712,1714,1715,1717,1720,1722,1725,1854,1980,1994,2045,2051,2058,2066,2075,2348,2427,2433,2497,2499,2544,2611,2684,2856,2857,2928,2929,3265,3298,3333}
cell #3
cell size = 2100
cell W-rep = phi[2100,20]
special rep = phi[2100,20] ; dim = 2100
special orbit = D5
tau-infinity partition completed in 5 step(s)
2100 parts
partitioning = [[1,2100]]
intersection with blocku = {54,62,64,74,85,95,104,136,138,139,141,143,145,201,226,251,273,276,297,302,306,331,355,367,383,384,406,408,409,430,438,466,486,488,489,491,493,550,574,594,600,618,622,629,651,653,673,683,722,734,762,763,780,782,803,805,806,821,822,824,841,864,865,887,893,913,915,916,918,977,991,1000,1016,1020,1029,1043,1082,1116,1132,1135,1138,1223,1224,1241,1243,1259,1261,1282,1284,1285,1299,1301,1303,1312,1313,1315,1335,1354,1368,1398,1415,1416,1432,1438,1458,1460,1461,1509,1520,1533,1537,1549,1600,1682,1685,1713,1716,1719,1721,1724,1814,1832,1844,1856,1885,1887,1902,1904,1914,1916,1921,1922,1974,1995,2026,2049,2060,2061,2077,2133,2277,2388,2432,2434,2437,2439,2440,2449,2546,2755,2847,2858,2930,3159,3296,3297,3332,4328,4381,4397,4624}
cell #4
cell size = 8800
cell W-rep = phi[5600,21]+phi[3200,22]
special rep = phi[5600,21] ; dim = 5600
special orbit = E6(a3)
tau-infinity partition completed in 6 step(s)
5600 parts
partitioning = [[1,2400],[2,3200]]
intersection with blocku = {28,52,154,161,290,329,410,443,478,481,506,509,612,648,801,807,825,839,845,869,933,936,1012,1040,1077,1145,1146,1286,1304,1310,1316,1340,1372,1403,1414,1420,1478,1481,1529,1584,1595,1612,1613,1624,1671,1691,1913,1973,1979,2005,2023,2030,2047,2053,2065,2089,2093,2096,2099,2181,2184,2208,2212,2271,2368,2424,2445,2460,2463,2464,2496,2610,2616,2682,2700,2701,2702,2822,2864,2910,2912,2916,2918,3164,3178,3181,3204,3213,3221,3222,3237,3254,3286,4174,4225,4316,4365,4408,4410,4411,4523,4623,4917,4919,4932,5235,5296,5356,5445,5512,5519}
cell #5
cell size = 4200
cell W-rep = phi[4200,15]
special rep = phi[4200,15] ; dim = 4200
special orbit = A6
tau-infinity partition completed in 8 step(s)
4200 parts
partitioning = [[1,4200]]
intersection with blocku = {7253,7330,7332,7378,7380,7566,8176,8222,9624}
cell #6
cell size = 8800
cell W-rep = phi[5600,21]+phi[3200,22]
special rep = phi[5600,21] ; dim = 5600
special orbit = E6(a3)
tau-infinity partition completed in 6 step(s)
5600 parts
partitioning = [[1,2400],[2,3200]]
intersection with blocku = {79,144,335,439,494,655,842,866,921,1079,1369,1399,1417,1467,1593,1619,1996,2025,2050,2062,2091,2143,2265,2783,2812,2824,2843,2849,2914,3082,3885,4929,5518,6856,7100,9741}
cell #7
cell size = 4536
cell W-rep = phi[4536,23]
special rep = phi[4536,23] ; dim = 4536
special orbit = A4+A2
tau-infinity partition completed in 7 step(s)
4536 parts
partitioning = [[1,4536]]
intersection with blocku = {94,96,97,98,99,172,199,225,227,254,255,256,282,312,338,361,379,402,427,432,462,520,547,549,573,575,576,578,602,603,606,632,633,634,659,676,728,740,775,793,818,836,859,883,889,895,945,972,973,999,1028,1084,1085,1118,1141,1207,1230,1249,1266,1271,1272,1291,1309,1321,1326,1327,1355,1356,1380,1410,1428,1488,1489,1599,1683,1687,1723,1726,2007,2031,2055,2067,2389,2450,2545,2613,2615,2685,2687,2859,2931,3160,3307,3334,4101,4382}
cell #8
cell size = 4900
cell W-rep = phi[2800,25]+phi[2100,28]
special rep = phi[2800,25] ; dim = 2800
special orbit = D5(a1)
tau-infinity partition completed in 6 step(s)
2800 parts
partitioning = [[1,700],[2,2100]]
intersection with blocku = {93,146,198,349,495,522,546,704,710,920,971,1165,1183,1195,1201,1463,1514,1544,1815,1834,1846,1858,1888,1906,1918,1924,2135,2136,2273,2377,2501,2782,2813,2825,2842,2848,3240,3325,4142,4395,4524,4526,4626,4628,5230,5516,5529,5591}
cell #9
cell size = 8192
cell W-rep = phi[4096,26]+phi[4096,27]
special rep = phi[4096,26] ; dim = 4096
special orbit = A4+A1
tau-infinity partition completed in 6 step(s)
4096 parts
partitioning = [[2,4096]]
intersection with blocku = {100,283,604,661,1002,1058,1434,1516,2189,2618,2860,2932,2978,4921,7569,9494,9515}
cell #10
cell size = 525
cell W-rep = phi[525,36]
special rep = phi[525,36] ; dim = 525
special orbit = D4
tau-infinity partition completed in 3 step(s)
525 parts
partitioning = [[1,525]]
intersection with blocku = {7099,7255,7331,7379,8223,8376,9870,10028}
cell #11
cell size = 3240
cell W-rep = phi[2268,30]+phi[972,32]
special rep = phi[2268,30] ; dim = 2268
special orbit = A4
tau-infinity partition completed in 8 step(s)
2268 parts
partitioning = [[1,1296],[2,972]]
intersection with blocku = {19311}
cell #12
cell size = 3192
cell W-rep = phi[1400,37]+phi[1344,38]+phi[448,39]
special rep = phi[1400,37] ; dim = 1400
special orbit = D4(a1)
tau-infinity partition completed in 5 step(s)
1400 parts
partitioning = [[1,56],[2,896],[3,448]]
intersection with blocku = {17239}
cell #13
cell size = 525
cell W-rep = phi[525,36]
special rep = phi[525,36] ; dim = 525
special orbit = D4
tau-infinity partition completed in 3 step(s)
525 parts
partitioning = [[1,525]]
intersection with blocku = {107,174,496,524,950,1147,1494,2197,2225,2465,3096,4412,6960,7101,7257,10899}
cell #14
cell size = 3240
cell W-rep = phi[2268,30]+phi[972,32]
special rep = phi[2268,30] ; dim = 2268
special orbit = A4
tau-infinity partition completed in 8 step(s)
2268 parts
partitioning = [[1,1296],[2,972]]
intersection with blocku = {111,112,113,114,115,116,117,118,175,203,231,259,286,287,313,314,315,343,433,469,525,553,581,608,609,635,636,637,664,665,890,896,952,980,1007,1008,1034,1035,1036,1062,1092,1357,1435,1441,1497,1524,1525,1551,1552,1553,1609,2080,2199,2200,2226,2227,2228,2284,2549,2705,2861,2867,2933,3015,3101,4400,4922}
cell #15
cell size = 3752
cell W-rep = phi[1400,37]+phi[1344,38]+phi[1008,39]
special rep = phi[1400,37] ; dim = 1400
special orbit = D4(a1)
tau-infinity partition completed in 5 step(s)
1400 parts
partitioning = [[2,448],[3,952]]
intersection with blocku = {2988,3016,3814,6963,7334,7383,7568,10898,15561,19313}
cell #16
cell size = 567
cell W-rep = phi[567,46]
special rep = phi[567,46] ; dim = 567
special orbit = A3
tau-infinity partition completed in 5 step(s)
567 parts
partitioning = [[1,567]]
intersection with blocku = {}
cell #17
cell size = 196
cell W-rep = phi[112,63]+phi[84,64]
special rep = phi[112,63] ; dim = 112
special orbit = A2
tau-infinity partition completed in 2 step(s)
112 parts
partitioning = [[1,28],[2,84]]
intersection with blocku = {119,147,497,924,1469,2144,2989,3017,4072,10179}
cell #18
cell size = 3240
cell W-rep = phi[3240,31]
special rep = phi[3240,31] ; dim = 3240
special orbit = A3+A2
tau-infinity partition completed in 9 step(s)
3240 parts
partitioning = [[1,3240]]
intersection with blocku = {15383,15933}
cell #19
cell size = 3752
cell W-rep = phi[1400,37]+phi[1344,38]+phi[1008,39]
special rep = phi[1400,37] ; dim = 1400
special orbit = D4(a1)
tau-infinity partition completed in 5 step(s)
1400 parts
partitioning = [[2,448],[3,952]]
intersection with blocku = {19309,20661}
cell #20
cell size = 1000
cell W-rep = phi[700,42]+phi[300,44]
special rep = phi[700,42] ; dim = 700
special orbit = 2A2
tau-infinity partition completed in 5 step(s)
700 parts
partitioning = [[1,400],[2,300]]
intersection with blocku = {26820,27012}
cell #21
cell size = 567
cell W-rep = phi[567,46]
special rep = phi[567,46] ; dim = 567
special orbit = A3
tau-infinity partition completed in 5 step(s)
567 parts
partitioning = [[1,567]]
intersection with blocku = {}
cell #22
cell size = 560
cell W-rep = phi[560,47]
special rep = phi[560,47] ; dim = 560
special orbit = A2+2A1
tau-infinity partition completed in 5 step(s)
560 parts
partitioning = [[1,560]]
intersection with blocku = {30244}
cell #23
cell size = 196
cell W-rep = phi[112,63]+phi[84,64]
special rep = phi[112,63] ; dim = 112
special orbit = A2
tau-infinity partition completed in 2 step(s)
112 parts
partitioning = [[1,28],[2,84]]
intersection with blocku = {46319}
cell #24
cell size = 560
cell W-rep = phi[560,47]
special rep = phi[560,47] ; dim = 560
special orbit = A2+2A1
tau-infinity partition completed in 5 step(s)
560 parts
partitioning = [[1,560]]
intersection with blocku = {}
cell #25
cell size = 370
cell W-rep = phi[210,52]+phi[160,55]
special rep = phi[210,52] ; dim = 210
special orbit = A2+A1
tau-infinity partition completed in 3 step(s)
210 parts
partitioning = [[1,50],[2,160]]
intersection with blocku = {}
cell #26
cell size = 196
cell W-rep = phi[112,63]+phi[84,64]
special rep = phi[112,63] ; dim = 112
special orbit = A2
tau-infinity partition completed in 2 step(s)
112 parts
partitioning = [[1,28],[2,84]]
intersection with blocku = {56716}
cell #27
cell size = 35
cell W-rep = phi[35,74]
special rep = phi[35,74] ; dim = 35
special orbit = 2A1
tau-infinity partition completed in 2 step(s)
35 parts
partitioning = [[1,35]]
intersection with blocku = {}
cell #28
cell size = 35
cell W-rep = phi[35,74]
special rep = phi[35,74] ; dim = 35
special orbit = 2A1
tau-infinity partition completed in 2 step(s)
35 parts
partitioning = [[1,35]]
intersection with blocku = {}
cell #29
cell size = 8
cell W-rep = phi[8,91]
special rep = phi[8,91] ; dim = 8
special orbit = A1
tau-infinity partition completed in 1 step(s)
8 parts
partitioning = [[1,8]]
intersection with blocku = {}
cell #30
cell size = 1
cell W-rep = phi[1,120]
special rep = phi[1,120] ; dim = 1
special orbit = 1
tau-infinity partition completed in 1 step(s)
1 parts
partitioning = [[1,1]]
intersection with blocku = {73407}